From 51344edf9b969f9180ac739436e9a07dc96f1110 Mon Sep 17 00:00:00 2001 From: Mayank Chetan Date: Fri, 17 Jul 2026 22:44:05 -0600 Subject: [PATCH] Regenerate BD spinning-linearization baselines for the RotStates rotating-frame fix New baselines for the three spinning BeamDyn linearization cases, generated with openfast built from f/bd-rotstates-framefix (OpenFAST/openfast PR #3396, fixes issue #3394): with RotStates=True the exported BD state Jacobians are now expressed in a frame consistent with their RotatingFrame=T metadata, so the rotating-case .lin matrices change by design (the fix working). Standstill linearization output is bit-identical to the previous binary, so Damped_Beam, Damped_Beam_Fixed, and Damped_Beam_Rotated baselines are unchanged, as are all CompElast=1 cases. Only .lin files are regenerated (of_regression_linear compares .lin only); time-series .outb baselines are untouched (time marching is byte-identical in the paired openfast change). Generated on macOS arm64, gfortran, RelWithDebInfo, double precision. Co-Authored-By: Claude Fable 5 Claude-Session: https://claude.ai/code/session_01CyaECKUrqvcsDCu78FAXi1 --- .../5MW_Land_BD_Linear.1.BD1.lin | 394 +- .../5MW_Land_BD_Linear.1.BD2.lin | 394 +- .../5MW_Land_BD_Linear.1.BD3.lin | 394 +- .../5MW_Land_BD_Linear.1.ED.lin | 172 +- .../5MW_Land_BD_Linear.1.SrvD.lin | 2 +- .../5MW_Land_BD_Linear.1.lin | 1602 ++++----- .../5MW_Land_BD_Linear_Aero.1.AD.lin | 1194 +++---- .../5MW_Land_BD_Linear_Aero.1.BD1.lin | 406 +-- .../5MW_Land_BD_Linear_Aero.1.BD2.lin | 400 +-- .../5MW_Land_BD_Linear_Aero.1.BD3.lin | 400 +-- .../5MW_Land_BD_Linear_Aero.1.ED.lin | 194 +- .../5MW_Land_BD_Linear_Aero.1.IfW.lin | 6 +- .../5MW_Land_BD_Linear_Aero.1.SrvD.lin | 2 +- .../5MW_Land_BD_Linear_Aero.1.lin | 3170 ++++++++--------- .../Damped_Beam_Rotating.1.BD1.lin | 1476 ++++---- .../Damped_Beam_Rotating.1.ED.lin | 8 +- .../Damped_Beam_Rotating.1.lin | 1006 +++--- 17 files changed, 5610 insertions(+), 5610 deletions(-) diff --git a/glue-codes/openfast/5MW_Land_BD_Linear/5MW_Land_BD_Linear.1.BD1.lin b/glue-codes/openfast/5MW_Land_BD_Linear/5MW_Land_BD_Linear.1.BD1.lin index f0e63edc6..1834c6efa 100644 --- a/glue-codes/openfast/5MW_Land_BD_Linear/5MW_Land_BD_Linear.1.BD1.lin +++ b/glue-codes/openfast/5MW_Land_BD_Linear/5MW_Land_BD_Linear.1.BD1.lin @@ -1,5 +1,5 @@ -Linearized model: Predictions were generated on 10-Dec-2025 at 05:21:41 using OpenFAST, compiled on Dec 10 2025 at 05:06:35 as a 64-bit application using double precision at commit -128-NOTFOUND +Linearized model: Predictions were generated on 17-Jul-2026 at 22:42:27 using OpenFAST, compiled on Jul 17 2026 at 14:05:32 as a 64-bit application using double precision at commit HEAD-HASH-NOTFOUND linked with NWTC Subroutine Library; ElastoDyn; BeamDyn; ServoDyn Description from the FAST input file: FAST Certification Test #26: NREL 5.0 MW Baseline Wind Turbine (Onshore) @@ -19,221 +19,221 @@ Simulation information: Order of continuous states: Row/Column Operating Point Rotating Frame? Derivative Order Description ---------- --------------- --------------- ---------------- ----------- - 1 2.501876431428E-003 T 2 finite element node 2 (number of elements = 1; element order = 5) translational displacement in X, m - 2 -5.603915238836E-003 T 2 finite element node 2 (number of elements = 1; element order = 5) translational displacement in Y, m - 3 5.218901429680E-004 T 2 finite element node 2 (number of elements = 1; element order = 5) translational displacement in Z, m - 4 1.354796136740E-003 T 2 finite element node 2 (number of elements = 1; element order = 5) rotational displacement in X, rad - 5 7.264024769661E-004 T 2 finite element node 2 (number of elements = 1; element order = 5) rotational displacement in Y, rad - 6 -7.961935619716E-006 T 2 finite element node 2 (number of elements = 1; element order = 5) rotational displacement in Z, rad - 7 3.843489101184E-002 T 2 finite element node 3 (number of elements = 1; element order = 5) translational displacement in X, m - 8 -5.861993747572E-002 T 2 finite element node 3 (number of elements = 1; element order = 5) translational displacement in Y, m - 9 2.543508784741E-003 T 2 finite element node 3 (number of elements = 1; element order = 5) translational displacement in Z, m - 10 5.327255250055E-003 T 2 finite element node 3 (number of elements = 1; element order = 5) rotational displacement in X, rad - 11 4.338212501725E-003 T 2 finite element node 3 (number of elements = 1; element order = 5) rotational displacement in Y, rad - 12 -9.061099377139E-005 T 2 finite element node 3 (number of elements = 1; element order = 5) rotational displacement in Z, rad - 13 1.705676588056E-001 T 2 finite element node 4 (number of elements = 1; element order = 5) translational displacement in X, m - 14 -1.902590701423E-001 T 2 finite element node 4 (number of elements = 1; element order = 5) translational displacement in Y, m - 15 5.869779285270E-003 T 2 finite element node 4 (number of elements = 1; element order = 5) translational displacement in Z, m - 16 8.626561494211E-003 T 2 finite element node 4 (number of elements = 1; element order = 5) rotational displacement in X, rad - 17 1.060772689904E-002 T 2 finite element node 4 (number of elements = 1; element order = 5) rotational displacement in Y, rad - 18 -2.490959339076E-004 T 2 finite element node 4 (number of elements = 1; element order = 5) rotational displacement in Z, rad - 19 3.672285544692E-001 T 2 finite element node 5 (number of elements = 1; element order = 5) translational displacement in X, m - 20 -3.313858032088E-001 T 2 finite element node 5 (number of elements = 1; element order = 5) translational displacement in Y, m - 21 8.201418424976E-003 T 2 finite element node 5 (number of elements = 1; element order = 5) translational displacement in Z, m - 22 9.813868791967E-003 T 2 finite element node 5 (number of elements = 1; element order = 5) rotational displacement in X, rad - 23 1.550191352972E-002 T 2 finite element node 5 (number of elements = 1; element order = 5) rotational displacement in Y, rad - 24 -2.982667923987E-004 T 2 finite element node 5 (number of elements = 1; element order = 5) rotational displacement in Z, rad - 25 4.854550825070E-001 T 2 finite element node 6 (number of elements = 1; element order = 5) translational displacement in X, m - 26 -4.051837879549E-001 T 2 finite element node 6 (number of elements = 1; element order = 5) translational displacement in Y, m - 27 8.022766669893E-003 T 2 finite element node 6 (number of elements = 1; element order = 5) translational displacement in Z, m - 28 1.001799973856E-002 T 2 finite element node 6 (number of elements = 1; element order = 5) rotational displacement in X, rad - 29 1.658088877044E-002 T 2 finite element node 6 (number of elements = 1; element order = 5) rotational displacement in Y, rad - 30 -2.819930130980E-004 T 2 finite element node 6 (number of elements = 1; element order = 5) rotational displacement in Z, rad - 31 -2.275168725901E-002 T 2 First time derivative of finite element node 2 (number of elements = 1; element order = 5) translational displacement in X, m/s - 32 -1.104530276738E+001 T 2 First time derivative of finite element node 2 (number of elements = 1; element order = 5) translational displacement in Y, m/s - 33 -1.715724471787E-003 T 2 First time derivative of finite element node 2 (number of elements = 1; element order = 5) translational displacement in Z, m/s - 34 1.265233320248E+000 T 2 First time derivative of finite element node 2 (number of elements = 1; element order = 5) rotational displacement in X, rad/s - 35 -8.957231397548E-005 T 2 First time derivative of finite element node 2 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s - 36 -5.548152208964E-002 T 2 First time derivative of finite element node 2 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s - 37 -2.809949281426E-002 T 2 First time derivative of finite element node 3 (number of elements = 1; element order = 5) translational displacement in X, m/s - 38 -2.969933904236E+001 T 2 First time derivative of finite element node 3 (number of elements = 1; element order = 5) translational displacement in Y, m/s - 39 -6.814601336156E-002 T 2 First time derivative of finite element node 3 (number of elements = 1; element order = 5) translational displacement in Z, m/s - 40 1.262854801471E+000 T 2 First time derivative of finite element node 3 (number of elements = 1; element order = 5) rotational displacement in X, rad/s - 41 5.777686011079E-005 T 2 First time derivative of finite element node 3 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s - 42 -5.551285221710E-002 T 2 First time derivative of finite element node 3 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s - 43 -1.261729951173E-002 T 2 First time derivative of finite element node 4 (number of elements = 1; element order = 5) translational displacement in X, m/s - 44 -5.183712238622E+001 T 2 First time derivative of finite element node 4 (number of elements = 1; element order = 5) translational displacement in Y, m/s - 45 -2.335428080552E-001 T 2 First time derivative of finite element node 4 (number of elements = 1; element order = 5) translational displacement in Z, m/s - 46 1.260560106332E+000 T 2 First time derivative of finite element node 4 (number of elements = 1; element order = 5) rotational displacement in X, rad/s - 47 2.967216346364E-003 T 2 First time derivative of finite element node 4 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s - 48 -5.571220419831E-002 T 2 First time derivative of finite element node 4 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s - 49 5.200641480161E-002 T 2 First time derivative of finite element node 5 (number of elements = 1; element order = 5) translational displacement in X, m/s - 50 -7.043866086018E+001 T 2 First time derivative of finite element node 5 (number of elements = 1; element order = 5) translational displacement in Y, m/s - 51 -4.115254749701E-001 T 2 First time derivative of finite element node 5 (number of elements = 1; element order = 5) translational displacement in Z, m/s - 52 1.259695978176E+000 T 2 First time derivative of finite element node 5 (number of elements = 1; element order = 5) rotational displacement in X, rad/s - 53 6.385304691261E-003 T 2 First time derivative of finite element node 5 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s - 54 -5.601591197105E-002 T 2 First time derivative of finite element node 5 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s - 55 9.608157129174E-002 T 2 First time derivative of finite element node 6 (number of elements = 1; element order = 5) translational displacement in X, m/s - 56 -7.954408118649E+001 T 2 First time derivative of finite element node 6 (number of elements = 1; element order = 5) translational displacement in Y, m/s - 57 -5.051683734679E-001 T 2 First time derivative of finite element node 6 (number of elements = 1; element order = 5) translational displacement in Z, m/s - 58 1.259535454296E+000 T 2 First time derivative of finite element node 6 (number of elements = 1; element order = 5) rotational displacement in X, rad/s - 59 6.286492892031E-003 T 2 First time derivative of finite element node 6 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s - 60 -5.608138125295E-002 T 2 First time derivative of finite element node 6 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s + 1 2.501876428296E-003 T 2 finite element node 2 (number of elements = 1; element order = 5) translational displacement in X, m + 2 -5.603915237019E-003 T 2 finite element node 2 (number of elements = 1; element order = 5) translational displacement in Y, m + 3 5.218901429204E-004 T 2 finite element node 2 (number of elements = 1; element order = 5) translational displacement in Z, m + 4 1.354796136463E-003 T 2 finite element node 2 (number of elements = 1; element order = 5) rotational displacement in X, rad + 5 7.264024756525E-004 T 2 finite element node 2 (number of elements = 1; element order = 5) rotational displacement in Y, rad + 6 -7.961935725425E-006 T 2 finite element node 2 (number of elements = 1; element order = 5) rotational displacement in Z, rad + 7 3.843489092702E-002 T 2 finite element node 3 (number of elements = 1; element order = 5) translational displacement in X, m + 8 -5.861993746787E-002 T 2 finite element node 3 (number of elements = 1; element order = 5) translational displacement in Y, m + 9 2.543508785025E-003 T 2 finite element node 3 (number of elements = 1; element order = 5) translational displacement in Z, m + 10 5.327255250408E-003 T 2 finite element node 3 (number of elements = 1; element order = 5) rotational displacement in X, rad + 11 4.338212491591E-003 T 2 finite element node 3 (number of elements = 1; element order = 5) rotational displacement in Y, rad + 12 -9.061099574498E-005 T 2 finite element node 3 (number of elements = 1; element order = 5) rotational displacement in Z, rad + 13 1.705676584851E-001 T 2 finite element node 4 (number of elements = 1; element order = 5) translational displacement in X, m + 14 -1.902590701874E-001 T 2 finite element node 4 (number of elements = 1; element order = 5) translational displacement in Y, m + 15 5.869779287116E-003 T 2 finite element node 4 (number of elements = 1; element order = 5) translational displacement in Z, m + 16 8.626561500357E-003 T 2 finite element node 4 (number of elements = 1; element order = 5) rotational displacement in X, rad + 17 1.060772688882E-002 T 2 finite element node 4 (number of elements = 1; element order = 5) rotational displacement in Y, rad + 18 -2.490959425730E-004 T 2 finite element node 4 (number of elements = 1; element order = 5) rotational displacement in Z, rad + 19 3.672285542464E-001 T 2 finite element node 5 (number of elements = 1; element order = 5) translational displacement in X, m + 20 -3.313858034136E-001 T 2 finite element node 5 (number of elements = 1; element order = 5) translational displacement in Y, m + 21 8.201418424067E-003 T 2 finite element node 5 (number of elements = 1; element order = 5) translational displacement in Z, m + 22 9.813868804890E-003 T 2 finite element node 5 (number of elements = 1; element order = 5) rotational displacement in X, rad + 23 1.550191356238E-002 T 2 finite element node 5 (number of elements = 1; element order = 5) rotational displacement in Y, rad + 24 -2.982668082316E-004 T 2 finite element node 5 (number of elements = 1; element order = 5) rotational displacement in Z, rad + 25 4.854550827003E-001 T 2 finite element node 6 (number of elements = 1; element order = 5) translational displacement in X, m + 26 -4.051837882704E-001 T 2 finite element node 6 (number of elements = 1; element order = 5) translational displacement in Y, m + 27 8.022766661191E-003 T 2 finite element node 6 (number of elements = 1; element order = 5) translational displacement in Z, m + 28 1.001799975236E-002 T 2 finite element node 6 (number of elements = 1; element order = 5) rotational displacement in X, rad + 29 1.658088884561E-002 T 2 finite element node 6 (number of elements = 1; element order = 5) rotational displacement in Y, rad + 30 -2.819930298825E-004 T 2 finite element node 6 (number of elements = 1; element order = 5) rotational displacement in Z, rad + 31 -2.275168728580E-002 T 2 First time derivative of finite element node 2 (number of elements = 1; element order = 5) translational displacement in X, m/s + 32 -1.104530276729E+001 T 2 First time derivative of finite element node 2 (number of elements = 1; element order = 5) translational displacement in Y, m/s + 33 -1.715724467165E-003 T 2 First time derivative of finite element node 2 (number of elements = 1; element order = 5) translational displacement in Z, m/s + 34 1.265233320229E+000 T 2 First time derivative of finite element node 2 (number of elements = 1; element order = 5) rotational displacement in X, rad/s + 35 -8.957231944202E-005 T 2 First time derivative of finite element node 2 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s + 36 -5.548152210032E-002 T 2 First time derivative of finite element node 2 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s + 37 -2.809949316085E-002 T 2 First time derivative of finite element node 3 (number of elements = 1; element order = 5) translational displacement in X, m/s + 38 -2.969933904147E+001 T 2 First time derivative of finite element node 3 (number of elements = 1; element order = 5) translational displacement in Y, m/s + 39 -6.814601335521E-002 T 2 First time derivative of finite element node 3 (number of elements = 1; element order = 5) translational displacement in Z, m/s + 40 1.262854801416E+000 T 2 First time derivative of finite element node 3 (number of elements = 1; element order = 5) rotational displacement in X, rad/s + 41 5.777680937742E-005 T 2 First time derivative of finite element node 3 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s + 42 -5.551285224808E-002 T 2 First time derivative of finite element node 3 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s + 43 -1.261730167659E-002 T 2 First time derivative of finite element node 4 (number of elements = 1; element order = 5) translational displacement in X, m/s + 44 -5.183712238512E+001 T 2 First time derivative of finite element node 4 (number of elements = 1; element order = 5) translational displacement in Y, m/s + 45 -2.335428081060E-001 T 2 First time derivative of finite element node 4 (number of elements = 1; element order = 5) translational displacement in Z, m/s + 46 1.260560106403E+000 T 2 First time derivative of finite element node 4 (number of elements = 1; element order = 5) rotational displacement in X, rad/s + 47 2.967216208550E-003 T 2 First time derivative of finite element node 4 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s + 48 -5.571220432564E-002 T 2 First time derivative of finite element node 4 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s + 49 5.200641099793E-002 T 2 First time derivative of finite element node 5 (number of elements = 1; element order = 5) translational displacement in X, m/s + 50 -7.043866086211E+001 T 2 First time derivative of finite element node 5 (number of elements = 1; element order = 5) translational displacement in Y, m/s + 51 -4.115254752534E-001 T 2 First time derivative of finite element node 5 (number of elements = 1; element order = 5) translational displacement in Z, m/s + 52 1.259695978440E+000 T 2 First time derivative of finite element node 5 (number of elements = 1; element order = 5) rotational displacement in X, rad/s + 53 6.385304679787E-003 T 2 First time derivative of finite element node 5 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s + 54 -5.601591221761E-002 T 2 First time derivative of finite element node 5 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s + 55 9.608156830294E-002 T 2 First time derivative of finite element node 6 (number of elements = 1; element order = 5) translational displacement in X, m/s + 56 -7.954408119094E+001 T 2 First time derivative of finite element node 6 (number of elements = 1; element order = 5) translational displacement in Y, m/s + 57 -5.051683739402E-001 T 2 First time derivative of finite element node 6 (number of elements = 1; element order = 5) translational displacement in Z, m/s + 58 1.259535454586E+000 T 2 First time derivative of finite element node 6 (number of elements = 1; element order = 5) rotational displacement in X, rad/s + 59 6.286493124427E-003 T 2 First time derivative of finite element node 6 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s + 60 -5.608138151730E-002 T 2 First time derivative of finite element node 6 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s Order of continuous state derivatives: Row/Column Operating Point Rotating Frame? Derivative Order Description ---------- --------------- --------------- ---------------- ----------- - 1 -2.275168725901E-002 T 2 First time derivative of finite element node 2 (number of elements = 1; element order = 5) translational displacement in X, m/s - 2 -1.104530276738E+001 T 2 First time derivative of finite element node 2 (number of elements = 1; element order = 5) translational displacement in Y, m/s - 3 -1.715724471787E-003 T 2 First time derivative of finite element node 2 (number of elements = 1; element order = 5) translational displacement in Z, m/s - 4 1.265233320248E+000 T 2 First time derivative of finite element node 2 (number of elements = 1; element order = 5) rotational displacement in X, rad/s - 5 -8.957231397548E-005 T 2 First time derivative of finite element node 2 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s - 6 -5.548152208964E-002 T 2 First time derivative of finite element node 2 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s - 7 -2.809949281426E-002 T 2 First time derivative of finite element node 3 (number of elements = 1; element order = 5) translational displacement in X, m/s - 8 -2.969933904236E+001 T 2 First time derivative of finite element node 3 (number of elements = 1; element order = 5) translational displacement in Y, m/s - 9 -6.814601336156E-002 T 2 First time derivative of finite element node 3 (number of elements = 1; element order = 5) translational displacement in Z, m/s - 10 1.262854801471E+000 T 2 First time derivative of finite element node 3 (number of elements = 1; element order = 5) rotational displacement in X, rad/s - 11 5.777686011079E-005 T 2 First time derivative of finite element node 3 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s - 12 -5.551285221710E-002 T 2 First time derivative of finite element node 3 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s - 13 -1.261729951173E-002 T 2 First time derivative of finite element node 4 (number of elements = 1; element order = 5) translational displacement in X, m/s - 14 -5.183712238622E+001 T 2 First time derivative of finite element node 4 (number of elements = 1; element order = 5) translational displacement in Y, m/s - 15 -2.335428080552E-001 T 2 First time derivative of finite element node 4 (number of elements = 1; element order = 5) translational displacement in Z, m/s - 16 1.260560106332E+000 T 2 First time derivative of finite element node 4 (number of elements = 1; element order = 5) rotational displacement in X, rad/s - 17 2.967216346364E-003 T 2 First time derivative of finite element node 4 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s - 18 -5.571220419831E-002 T 2 First time derivative of finite element node 4 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s - 19 5.200641480161E-002 T 2 First time derivative of finite element node 5 (number of elements = 1; element order = 5) translational displacement in X, m/s - 20 -7.043866086018E+001 T 2 First time derivative of finite element node 5 (number of elements = 1; element order = 5) translational displacement in Y, m/s - 21 -4.115254749701E-001 T 2 First time derivative of finite element node 5 (number of elements = 1; element order = 5) translational displacement in Z, m/s - 22 1.259695978176E+000 T 2 First time derivative of finite element node 5 (number of elements = 1; element order = 5) rotational displacement in X, rad/s - 23 6.385304691261E-003 T 2 First time derivative of finite element node 5 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s - 24 -5.601591197105E-002 T 2 First time derivative of finite element node 5 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s - 25 9.608157129174E-002 T 2 First time derivative of finite element node 6 (number of elements = 1; element order = 5) translational displacement in X, m/s - 26 -7.954408118649E+001 T 2 First time derivative of finite element node 6 (number of elements = 1; element order = 5) translational displacement in Y, m/s - 27 -5.051683734679E-001 T 2 First time derivative of finite element node 6 (number of elements = 1; element order = 5) translational displacement in Z, m/s - 28 1.259535454296E+000 T 2 First time derivative of finite element node 6 (number of elements = 1; element order = 5) rotational displacement in X, rad/s - 29 6.286492892031E-003 T 2 First time derivative of finite element node 6 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s - 30 -5.608138125295E-002 T 2 First time derivative of finite element node 6 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s - 31 -7.021410903267E-001 T 2 First time derivative of First time derivative of finite element node 2 (number of elements = 1; element order = 5) translational displacement in X, m/s/s - 32 -9.272230564135E-002 T 2 First time derivative of First time derivative of finite element node 2 (number of elements = 1; element order = 5) translational displacement in Y, m/s/s - 33 -1.401142137629E+001 T 2 First time derivative of First time derivative of finite element node 2 (number of elements = 1; element order = 5) translational displacement in Z, m/s/s - 34 1.437628586536E-004 T 2 First time derivative of First time derivative of finite element node 2 (number of elements = 1; element order = 5) rotational displacement in X, rad/s/s - 35 -8.388003585753E-003 T 2 First time derivative of First time derivative of finite element node 2 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s/s - 36 1.711169505684E-002 T 2 First time derivative of First time derivative of finite element node 2 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s/s - 37 -1.907941934896E+000 T 2 First time derivative of First time derivative of finite element node 3 (number of elements = 1; element order = 5) translational displacement in X, m/s/s - 38 -8.996002876824E-002 T 2 First time derivative of First time derivative of finite element node 3 (number of elements = 1; element order = 5) translational displacement in Y, m/s/s - 39 -3.758704393283E+001 T 2 First time derivative of First time derivative of finite element node 3 (number of elements = 1; element order = 5) translational displacement in Z, m/s/s - 40 1.194973917102E-002 T 2 First time derivative of First time derivative of finite element node 3 (number of elements = 1; element order = 5) rotational displacement in X, rad/s/s - 41 -1.488118061717E-002 T 2 First time derivative of First time derivative of finite element node 3 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s/s - 42 1.907242249339E-002 T 2 First time derivative of First time derivative of finite element node 3 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s/s - 43 -3.438054716588E+000 T 2 First time derivative of First time derivative of finite element node 4 (number of elements = 1; element order = 5) translational displacement in X, m/s/s - 44 -2.653213198649E-001 T 2 First time derivative of First time derivative of finite element node 4 (number of elements = 1; element order = 5) translational displacement in Y, m/s/s - 45 -6.551018723664E+001 T 2 First time derivative of First time derivative of finite element node 4 (number of elements = 1; element order = 5) translational displacement in Z, m/s/s - 46 3.122533937354E-002 T 2 First time derivative of First time derivative of finite element node 4 (number of elements = 1; element order = 5) rotational displacement in X, rad/s/s - 47 -1.399174617949E-002 T 2 First time derivative of First time derivative of finite element node 4 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s/s - 48 2.608925182327E-002 T 2 First time derivative of First time derivative of finite element node 4 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s/s - 49 -4.446969122491E+000 T 2 First time derivative of First time derivative of finite element node 5 (number of elements = 1; element order = 5) translational displacement in X, m/s/s - 50 -7.071401928991E-001 T 2 First time derivative of First time derivative of finite element node 5 (number of elements = 1; element order = 5) translational displacement in Y, m/s/s - 51 -8.894921387301E+001 T 2 First time derivative of First time derivative of finite element node 5 (number of elements = 1; element order = 5) translational displacement in Z, m/s/s - 52 5.128987351189E-002 T 2 First time derivative of First time derivative of finite element node 5 (number of elements = 1; element order = 5) rotational displacement in X, rad/s/s - 53 2.648638860010E-002 T 2 First time derivative of First time derivative of finite element node 5 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s/s - 54 3.349635054923E-002 T 2 First time derivative of First time derivative of finite element node 5 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s/s - 55 -4.591989055337E+000 T 2 First time derivative of First time derivative of finite element node 6 (number of elements = 1; element order = 5) translational displacement in X, m/s/s - 56 -9.945082201452E-001 T 2 First time derivative of First time derivative of finite element node 6 (number of elements = 1; element order = 5) translational displacement in Y, m/s/s - 57 -1.004288556836E+002 T 2 First time derivative of First time derivative of finite element node 6 (number of elements = 1; element order = 5) translational displacement in Z, m/s/s - 58 4.182420605866E-002 T 2 First time derivative of First time derivative of finite element node 6 (number of elements = 1; element order = 5) rotational displacement in X, rad/s/s - 59 7.016941017345E-002 T 2 First time derivative of First time derivative of finite element node 6 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s/s - 60 3.569457667580E-002 T 2 First time derivative of First time derivative of finite element node 6 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s/s + 1 -2.275168728580E-002 T 2 First time derivative of finite element node 2 (number of elements = 1; element order = 5) translational displacement in X, m/s + 2 -1.104530276729E+001 T 2 First time derivative of finite element node 2 (number of elements = 1; element order = 5) translational displacement in Y, m/s + 3 -1.715724467165E-003 T 2 First time derivative of finite element node 2 (number of elements = 1; element order = 5) translational displacement in Z, m/s + 4 1.265233320229E+000 T 2 First time derivative of finite element node 2 (number of elements = 1; element order = 5) rotational displacement in X, rad/s + 5 -8.957231944202E-005 T 2 First time derivative of finite element node 2 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s + 6 -5.548152210032E-002 T 2 First time derivative of finite element node 2 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s + 7 -2.809949316085E-002 T 2 First time derivative of finite element node 3 (number of elements = 1; element order = 5) translational displacement in X, m/s + 8 -2.969933904147E+001 T 2 First time derivative of finite element node 3 (number of elements = 1; element order = 5) translational displacement in Y, m/s + 9 -6.814601335521E-002 T 2 First time derivative of finite element node 3 (number of elements = 1; element order = 5) translational displacement in Z, m/s + 10 1.262854801416E+000 T 2 First time derivative of finite element node 3 (number of elements = 1; element order = 5) rotational displacement in X, rad/s + 11 5.777680937742E-005 T 2 First time derivative of finite element node 3 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s + 12 -5.551285224808E-002 T 2 First time derivative of finite element node 3 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s + 13 -1.261730167659E-002 T 2 First time derivative of finite element node 4 (number of elements = 1; element order = 5) translational displacement in X, m/s + 14 -5.183712238512E+001 T 2 First time derivative of finite element node 4 (number of elements = 1; element order = 5) translational displacement in Y, m/s + 15 -2.335428081060E-001 T 2 First time derivative of finite element node 4 (number of elements = 1; element order = 5) translational displacement in Z, m/s + 16 1.260560106403E+000 T 2 First time derivative of finite element node 4 (number of elements = 1; element order = 5) rotational displacement in X, rad/s + 17 2.967216208550E-003 T 2 First time derivative of finite element node 4 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s + 18 -5.571220432564E-002 T 2 First time derivative of finite element node 4 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s + 19 5.200641099793E-002 T 2 First time derivative of finite element node 5 (number of elements = 1; element order = 5) translational displacement in X, m/s + 20 -7.043866086211E+001 T 2 First time derivative of finite element node 5 (number of elements = 1; element order = 5) translational displacement in Y, m/s + 21 -4.115254752534E-001 T 2 First time derivative of finite element node 5 (number of elements = 1; element order = 5) translational displacement in Z, m/s + 22 1.259695978440E+000 T 2 First time derivative of finite element node 5 (number of elements = 1; element order = 5) rotational displacement in X, rad/s + 23 6.385304679787E-003 T 2 First time derivative of finite element node 5 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s + 24 -5.601591221761E-002 T 2 First time derivative of finite element node 5 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s + 25 9.608156830294E-002 T 2 First time derivative of finite element node 6 (number of elements = 1; element order = 5) translational displacement in X, m/s + 26 -7.954408119094E+001 T 2 First time derivative of finite element node 6 (number of elements = 1; element order = 5) translational displacement in Y, m/s + 27 -5.051683739402E-001 T 2 First time derivative of finite element node 6 (number of elements = 1; element order = 5) translational displacement in Z, m/s + 28 1.259535454586E+000 T 2 First time derivative of finite element node 6 (number of elements = 1; element order = 5) rotational displacement in X, rad/s + 29 6.286493124427E-003 T 2 First time derivative of finite element node 6 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s + 30 -5.608138151730E-002 T 2 First time derivative of finite element node 6 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s + 31 -7.021411014186E-001 T 2 First time derivative of First time derivative of finite element node 2 (number of elements = 1; element order = 5) translational displacement in X, m/s/s + 32 -9.272231637648E-002 T 2 First time derivative of First time derivative of finite element node 2 (number of elements = 1; element order = 5) translational displacement in Y, m/s/s + 33 -1.401142137980E+001 T 2 First time derivative of First time derivative of finite element node 2 (number of elements = 1; element order = 5) translational displacement in Z, m/s/s + 34 1.437635556725E-004 T 2 First time derivative of First time derivative of finite element node 2 (number of elements = 1; element order = 5) rotational displacement in X, rad/s/s + 35 -8.388004355441E-003 T 2 First time derivative of First time derivative of finite element node 2 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s/s + 36 1.711169744382E-002 T 2 First time derivative of First time derivative of finite element node 2 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s/s + 37 -1.907941947820E+000 T 2 First time derivative of First time derivative of finite element node 3 (number of elements = 1; element order = 5) translational displacement in X, m/s/s + 38 -8.996004454110E-002 T 2 First time derivative of First time derivative of finite element node 3 (number of elements = 1; element order = 5) translational displacement in Y, m/s/s + 39 -3.758704393254E+001 T 2 First time derivative of First time derivative of finite element node 3 (number of elements = 1; element order = 5) translational displacement in Z, m/s/s + 40 1.194973980429E-002 T 2 First time derivative of First time derivative of finite element node 3 (number of elements = 1; element order = 5) rotational displacement in X, rad/s/s + 41 -1.488117920726E-002 T 2 First time derivative of First time derivative of finite element node 3 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s/s + 42 1.907242595402E-002 T 2 First time derivative of First time derivative of finite element node 3 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s/s + 43 -3.438054672748E+000 T 2 First time derivative of First time derivative of finite element node 4 (number of elements = 1; element order = 5) translational displacement in X, m/s/s + 44 -2.653213285452E-001 T 2 First time derivative of First time derivative of finite element node 4 (number of elements = 1; element order = 5) translational displacement in Y, m/s/s + 45 -6.551018723926E+001 T 2 First time derivative of First time derivative of finite element node 4 (number of elements = 1; element order = 5) translational displacement in Z, m/s/s + 46 3.122533844903E-002 T 2 First time derivative of First time derivative of finite element node 4 (number of elements = 1; element order = 5) rotational displacement in X, rad/s/s + 47 -1.399174305868E-002 T 2 First time derivative of First time derivative of finite element node 4 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s/s + 48 2.608926061061E-002 T 2 First time derivative of First time derivative of finite element node 4 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s/s + 49 -4.446969137250E+000 T 2 First time derivative of First time derivative of finite element node 5 (number of elements = 1; element order = 5) translational displacement in X, m/s/s + 50 -7.071401509954E-001 T 2 First time derivative of First time derivative of finite element node 5 (number of elements = 1; element order = 5) translational displacement in Y, m/s/s + 51 -8.894921387856E+001 T 2 First time derivative of First time derivative of finite element node 5 (number of elements = 1; element order = 5) translational displacement in Z, m/s/s + 52 5.128986983384E-002 T 2 First time derivative of First time derivative of finite element node 5 (number of elements = 1; element order = 5) rotational displacement in X, rad/s/s + 53 2.648637265808E-002 T 2 First time derivative of First time derivative of finite element node 5 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s/s + 54 3.349636645189E-002 T 2 First time derivative of First time derivative of finite element node 5 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s/s + 55 -4.591989282134E+000 T 2 First time derivative of First time derivative of finite element node 6 (number of elements = 1; element order = 5) translational displacement in X, m/s/s + 56 -9.945081513226E-001 T 2 First time derivative of First time derivative of finite element node 6 (number of elements = 1; element order = 5) translational displacement in Y, m/s/s + 57 -1.004288556980E+002 T 2 First time derivative of First time derivative of finite element node 6 (number of elements = 1; element order = 5) translational displacement in Z, m/s/s + 58 4.182420541752E-002 T 2 First time derivative of First time derivative of finite element node 6 (number of elements = 1; element order = 5) rotational displacement in X, rad/s/s + 59 7.016937089220E-002 T 2 First time derivative of First time derivative of finite element node 6 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s/s + 60 3.569459413194E-002 T 2 First time derivative of First time derivative of finite element node 6 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s/s Order of outputs: Row Operating Point Rotating Frame? Derivative Order Description ---------- --------------- --------------- ---------------- ----------- - 1 4.252332607336E+004 T 0 RootFxr, (N) - 2 -1.542935200337E+005 T 0 RootFyr, (N) - 3 5.431644785706E+005 T 0 RootFzr, (N) - 4 3.049641309481E+006 T 0 RootMxr, (N-m) - 5 1.130001645567E+006 T 0 RootMyr, (N-m) - 6 -3.428585822143E+003 T 0 RootMzr, (N-m) - 7 4.854550786756E-001 T 0 TipTDxr, (m) - 8 -4.051837998270E-001 T 0 TipTDyr, (m) - 9 8.022767335418E-003 T 0 TipTDzr, (m) - 10 1.001807816177E-002 T 0 TipRDxr, (-) - 11 1.658101835347E-002 T 0 TipRDyr, (-) - 12 -2.819959952603E-004 T 0 TipRDzr, (-) + 1 4.252332608302E+004 T 0 RootFxr, (N) + 2 -1.542935199095E+005 T 0 RootFyr, (N) + 3 5.431644786012E+005 T 0 RootFzr, (N) + 4 3.049641308549E+006 T 0 RootMxr, (N-m) + 5 1.130001643664E+006 T 0 RootMyr, (N-m) + 6 -3.428585903586E+003 T 0 RootMzr, (N-m) + 7 4.854550788689E-001 T 0 TipTDxr, (m) + 8 -4.051838001425E-001 T 0 TipTDyr, (m) + 9 8.022767326726E-003 T 0 TipTDzr, (m) + 10 1.001807817557E-002 T 0 TipRDxr, (-) + 11 1.658101842864E-002 T 0 TipRDyr, (-) + 12 -2.819960120449E-004 T 0 TipRDzr, (-) Linearized state matrices: A: 60 x 60 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 1.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 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0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 8.290158269502E-003 -5.009624751321E-003 9.999768030400E-001 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 diff --git a/glue-codes/openfast/5MW_Land_BD_Linear/5MW_Land_BD_Linear.1.BD2.lin b/glue-codes/openfast/5MW_Land_BD_Linear/5MW_Land_BD_Linear.1.BD2.lin index 91dfa7e8b..103ee7694 100644 --- a/glue-codes/openfast/5MW_Land_BD_Linear/5MW_Land_BD_Linear.1.BD2.lin +++ b/glue-codes/openfast/5MW_Land_BD_Linear/5MW_Land_BD_Linear.1.BD2.lin @@ -1,5 +1,5 @@ -Linearized model: Predictions were generated on 10-Dec-2025 at 05:21:41 using OpenFAST, compiled on Dec 10 2025 at 05:06:35 as a 64-bit application using double precision at commit -128-NOTFOUND +Linearized model: Predictions were generated on 17-Jul-2026 at 22:42:27 using OpenFAST, compiled on Jul 17 2026 at 14:05:32 as a 64-bit application using double precision at commit HEAD-HASH-NOTFOUND linked with NWTC Subroutine Library; ElastoDyn; BeamDyn; ServoDyn Description from the FAST input file: FAST Certification Test #26: NREL 5.0 MW Baseline Wind Turbine (Onshore) @@ -19,221 +19,221 @@ Simulation information: Order of continuous states: Row/Column Operating Point Rotating Frame? Derivative Order Description ---------- --------------- --------------- ---------------- ----------- - 1 2.313070246678E-003 T 2 finite element node 2 (number of elements = 1; element order = 5) translational displacement in X, m - 2 1.178707485100E-003 T 2 finite element node 2 (number of elements = 1; element order = 5) translational displacement in Y, m - 3 6.924751045680E-004 T 2 finite element node 2 (number of elements = 1; element order = 5) translational displacement in Z, m - 4 -2.622642038187E-004 T 2 finite element node 2 (number of elements = 1; element order = 5) rotational displacement in X, rad - 5 6.255649240461E-004 T 2 finite element node 2 (number of elements = 1; element order = 5) rotational displacement in Y, rad - 6 7.772559811603E-006 T 2 finite element node 2 (number of elements = 1; element order = 5) rotational displacement in Z, rad - 7 3.152381679229E-002 T 2 finite element node 3 (number of elements = 1; element order = 5) translational displacement in X, m - 8 1.016991567889E-002 T 2 finite element node 3 (number of elements = 1; element order = 5) translational displacement in Y, m - 9 3.371201801146E-003 T 2 finite element node 3 (number of elements = 1; element order = 5) translational displacement in Z, m - 10 -7.977553786492E-004 T 2 finite element node 3 (number of elements = 1; element order = 5) rotational displacement in X, rad - 11 3.427876464303E-003 T 2 finite element node 3 (number of elements = 1; element order = 5) rotational displacement in Y, rad - 12 7.061792326479E-005 T 2 finite element node 3 (number of elements = 1; element order = 5) rotational displacement in Z, rad - 13 1.363368697469E-001 T 2 finite element node 4 (number of elements = 1; element order = 5) translational displacement in X, m - 14 2.777441391128E-002 T 2 finite element node 4 (number of elements = 1; element order = 5) translational displacement in Y, m - 15 8.165029662503E-003 T 2 finite element node 4 (number of elements = 1; element order = 5) translational displacement in Z, m - 16 -9.904414138651E-004 T 2 finite element node 4 (number of elements = 1; element order = 5) rotational displacement in X, rad - 17 8.415065166595E-003 T 2 finite element node 4 (number of elements = 1; element order = 5) rotational displacement in Y, rad - 18 1.595801380077E-004 T 2 finite element node 4 (number of elements = 1; element order = 5) rotational displacement in Z, rad - 19 2.943378512533E-001 T 2 finite element node 5 (number of elements = 1; element order = 5) translational displacement in X, m - 20 4.337438914535E-002 T 2 finite element node 5 (number of elements = 1; element order = 5) translational displacement in Y, m - 21 1.227913505400E-002 T 2 finite element node 5 (number of elements = 1; element order = 5) translational displacement in Z, m - 22 -1.035015482669E-003 T 2 finite element node 5 (number of elements = 1; element order = 5) rotational displacement in X, rad - 23 1.255163496586E-002 T 2 finite element node 5 (number of elements = 1; element order = 5) rotational displacement in Y, rad - 24 1.743352683058E-004 T 2 finite element node 5 (number of elements = 1; element order = 5) rotational displacement in Z, rad - 25 3.905448834456E-001 T 2 finite element node 6 (number of elements = 1; element order = 5) translational displacement in X, m - 26 5.159795365432E-002 T 2 finite element node 6 (number of elements = 1; element order = 5) translational displacement in Y, m - 27 1.291370731112E-002 T 2 finite element node 6 (number of elements = 1; element order = 5) translational displacement in Z, m - 28 -1.090083121335E-003 T 2 finite element node 6 (number of elements = 1; element order = 5) rotational displacement in X, rad - 29 1.349315613050E-002 T 2 finite element node 6 (number of elements = 1; element order = 5) rotational displacement in Y, rad - 30 1.883918471329E-004 T 2 finite element node 6 (number of elements = 1; element order = 5) rotational displacement in Z, rad - 31 -2.386028813050E-002 T 2 First time derivative of finite element node 2 (number of elements = 1; element order = 5) translational displacement in X, m/s - 32 -1.103604820329E+001 T 2 First time derivative of finite element node 2 (number of elements = 1; element order = 5) translational displacement in Y, m/s - 33 2.332797211613E-003 T 2 First time derivative of finite element node 2 (number of elements = 1; element order = 5) translational displacement in Z, m/s - 34 1.264857273587E+000 T 2 First time derivative of finite element node 2 (number of elements = 1; element order = 5) rotational displacement in X, rad/s - 35 -1.997701645343E-004 T 2 First time derivative of finite element node 2 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s - 36 -5.512789539647E-002 T 2 First time derivative of finite element node 2 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s - 37 -2.716756532347E-002 T 2 First time derivative of finite element node 3 (number of elements = 1; element order = 5) translational displacement in X, m/s - 38 -2.967950370460E+001 T 2 First time derivative of finite element node 3 (number of elements = 1; element order = 5) translational displacement in Y, m/s - 39 1.353032837734E-002 T 2 First time derivative of finite element node 3 (number of elements = 1; element order = 5) translational displacement in Z, m/s - 40 1.261971873912E+000 T 2 First time derivative of finite element node 3 (number of elements = 1; element order = 5) rotational displacement in X, rad/s - 41 -5.071462239056E-004 T 2 First time derivative of finite element node 3 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s - 42 -5.486278183530E-002 T 2 First time derivative of finite element node 3 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s - 43 -5.689821962274E-002 T 2 First time derivative of finite element node 4 (number of elements = 1; element order = 5) translational displacement in X, m/s - 44 -5.179739773728E+001 T 2 First time derivative of finite element node 4 (number of elements = 1; element order = 5) translational displacement in Y, m/s - 45 3.567091007522E-002 T 2 First time derivative of finite element node 4 (number of elements = 1; element order = 5) translational displacement in Z, m/s - 46 1.259073908362E+000 T 2 First time derivative of finite element node 4 (number of elements = 1; element order = 5) rotational displacement in X, rad/s - 47 -3.883287311925E-003 T 2 First time derivative of finite element node 4 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s - 48 -5.402635594696E-002 T 2 First time derivative of finite element node 4 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s - 49 -1.665420903348E-001 T 2 First time derivative of finite element node 5 (number of elements = 1; element order = 5) translational displacement in X, m/s - 50 -7.036963343898E+001 T 2 First time derivative of finite element node 5 (number of elements = 1; element order = 5) translational displacement in Y, m/s - 51 5.627433761815E-002 T 2 First time derivative of finite element node 5 (number of elements = 1; element order = 5) translational displacement in Z, m/s - 52 1.257299477434E+000 T 2 First time derivative of finite element node 5 (number of elements = 1; element order = 5) rotational displacement in X, rad/s - 53 -1.174048268147E-002 T 2 First time derivative of finite element node 5 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s - 54 -5.318260186424E-002 T 2 First time derivative of finite element node 5 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s - 55 -2.739426012636E-001 T 2 First time derivative of finite element node 6 (number of elements = 1; element order = 5) translational displacement in X, m/s - 56 -7.945388951938E+001 T 2 First time derivative of finite element node 6 (number of elements = 1; element order = 5) translational displacement in Y, m/s - 57 6.802384582051E-002 T 2 First time derivative of finite element node 6 (number of elements = 1; element order = 5) translational displacement in Z, m/s - 58 1.257012464466E+000 T 2 First time derivative of finite element node 6 (number of elements = 1; element order = 5) rotational displacement in X, rad/s - 59 -1.681670115434E-002 T 2 First time derivative of finite element node 6 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s - 60 -5.300681100805E-002 T 2 First time derivative of finite element node 6 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s + 1 2.313070250555E-003 T 2 finite element node 2 (number of elements = 1; element order = 5) translational displacement in X, m + 2 1.178707487005E-003 T 2 finite element node 2 (number of elements = 1; element order = 5) translational displacement in Y, m + 3 6.924751045805E-004 T 2 finite element node 2 (number of elements = 1; element order = 5) translational displacement in Z, m + 4 -2.622642041896E-004 T 2 finite element node 2 (number of elements = 1; element order = 5) rotational displacement in X, rad + 5 6.255649258794E-004 T 2 finite element node 2 (number of elements = 1; element order = 5) rotational displacement in Y, rad + 6 7.772559800459E-006 T 2 finite element node 2 (number of elements = 1; element order = 5) rotational displacement in Z, rad + 7 3.152381691086E-002 T 2 finite element node 3 (number of elements = 1; element order = 5) translational displacement in X, m + 8 1.016991569041E-002 T 2 finite element node 3 (number of elements = 1; element order = 5) translational displacement in Y, m + 9 3.371201800325E-003 T 2 finite element node 3 (number of elements = 1; element order = 5) translational displacement in Z, m + 10 -7.977553793766E-004 T 2 finite element node 3 (number of elements = 1; element order = 5) rotational displacement in X, rad + 11 3.427876477484E-003 T 2 finite element node 3 (number of elements = 1; element order = 5) rotational displacement in Y, rad + 12 7.061792309318E-005 T 2 finite element node 3 (number of elements = 1; element order = 5) rotational displacement in Z, rad + 13 1.363368700607E-001 T 2 finite element node 4 (number of elements = 1; element order = 5) translational displacement in X, m + 14 2.777441394994E-002 T 2 finite element node 4 (number of elements = 1; element order = 5) translational displacement in Y, m + 15 8.165029659747E-003 T 2 finite element node 4 (number of elements = 1; element order = 5) translational displacement in Z, m + 16 -9.904414163947E-004 T 2 finite element node 4 (number of elements = 1; element order = 5) rotational displacement in X, rad + 17 8.415065162061E-003 T 2 finite element node 4 (number of elements = 1; element order = 5) rotational displacement in Y, rad + 18 1.595801362180E-004 T 2 finite element node 4 (number of elements = 1; element order = 5) rotational displacement in Z, rad + 19 2.943378508682E-001 T 2 finite element node 5 (number of elements = 1; element order = 5) translational displacement in X, m + 20 4.337438924395E-002 T 2 finite element node 5 (number of elements = 1; element order = 5) translational displacement in Y, m + 21 1.227913505826E-002 T 2 finite element node 5 (number of elements = 1; element order = 5) translational displacement in Z, m + 22 -1.035015488432E-003 T 2 finite element node 5 (number of elements = 1; element order = 5) rotational displacement in X, rad + 23 1.255163486027E-002 T 2 finite element node 5 (number of elements = 1; element order = 5) rotational displacement in Y, rad + 24 1.743352643131E-004 T 2 finite element node 5 (number of elements = 1; element order = 5) rotational displacement in Z, rad + 25 3.905448819274E-001 T 2 finite element node 6 (number of elements = 1; element order = 5) translational displacement in X, m + 26 5.159795379873E-002 T 2 finite element node 6 (number of elements = 1; element order = 5) translational displacement in Y, m + 27 1.291370733037E-002 T 2 finite element node 6 (number of elements = 1; element order = 5) translational displacement in Z, m + 28 -1.090083127352E-003 T 2 finite element node 6 (number of elements = 1; element order = 5) rotational displacement in X, rad + 29 1.349315594012E-002 T 2 finite element node 6 (number of elements = 1; element order = 5) rotational displacement in Y, rad + 30 1.883918431248E-004 T 2 finite element node 6 (number of elements = 1; element order = 5) rotational displacement in Z, rad + 31 -2.386028823259E-002 T 2 First time derivative of finite element node 2 (number of elements = 1; element order = 5) translational displacement in X, m/s + 32 -1.103604820333E+001 T 2 First time derivative of finite element node 2 (number of elements = 1; element order = 5) translational displacement in Y, m/s + 33 2.332797192635E-003 T 2 First time derivative of finite element node 2 (number of elements = 1; element order = 5) translational displacement in Z, m/s + 34 1.264857273589E+000 T 2 First time derivative of finite element node 2 (number of elements = 1; element order = 5) rotational displacement in X, rad/s + 35 -1.997701818174E-004 T 2 First time derivative of finite element node 2 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s + 36 -5.512789538857E-002 T 2 First time derivative of finite element node 2 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s + 37 -2.716756534264E-002 T 2 First time derivative of finite element node 3 (number of elements = 1; element order = 5) translational displacement in X, m/s + 38 -2.967950370472E+001 T 2 First time derivative of finite element node 3 (number of elements = 1; element order = 5) translational displacement in Y, m/s + 39 1.353032837407E-002 T 2 First time derivative of finite element node 3 (number of elements = 1; element order = 5) translational displacement in Z, m/s + 40 1.261971873913E+000 T 2 First time derivative of finite element node 3 (number of elements = 1; element order = 5) rotational displacement in X, rad/s + 41 -5.071461427761E-004 T 2 First time derivative of finite element node 3 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s + 42 -5.486278181026E-002 T 2 First time derivative of finite element node 3 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s + 43 -5.689821558528E-002 T 2 First time derivative of finite element node 4 (number of elements = 1; element order = 5) translational displacement in X, m/s + 44 -5.179739773703E+001 T 2 First time derivative of finite element node 4 (number of elements = 1; element order = 5) translational displacement in Y, m/s + 45 3.567091007239E-002 T 2 First time derivative of finite element node 4 (number of elements = 1; element order = 5) translational displacement in Z, m/s + 46 1.259073908307E+000 T 2 First time derivative of finite element node 4 (number of elements = 1; element order = 5) rotational displacement in X, rad/s + 47 -3.883287001113E-003 T 2 First time derivative of finite element node 4 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s + 48 -5.402635586785E-002 T 2 First time derivative of finite element node 4 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s + 49 -1.665420847209E-001 T 2 First time derivative of finite element node 5 (number of elements = 1; element order = 5) translational displacement in X, m/s + 50 -7.036963343693E+001 T 2 First time derivative of finite element node 5 (number of elements = 1; element order = 5) translational displacement in Y, m/s + 51 5.627433767691E-002 T 2 First time derivative of finite element node 5 (number of elements = 1; element order = 5) translational displacement in Z, m/s + 52 1.257299477277E+000 T 2 First time derivative of finite element node 5 (number of elements = 1; element order = 5) rotational displacement in X, rad/s + 53 -1.174048304631E-002 T 2 First time derivative of finite element node 5 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s + 54 -5.318260172971E-002 T 2 First time derivative of finite element node 5 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s + 55 -2.739426025377E-001 T 2 First time derivative of finite element node 6 (number of elements = 1; element order = 5) translational displacement in X, m/s + 56 -7.945388951580E+001 T 2 First time derivative of finite element node 6 (number of elements = 1; element order = 5) translational displacement in Y, m/s + 57 6.802384599279E-002 T 2 First time derivative of finite element node 6 (number of elements = 1; element order = 5) translational displacement in Z, m/s + 58 1.257012464287E+000 T 2 First time derivative of finite element node 6 (number of elements = 1; element order = 5) rotational displacement in X, rad/s + 59 -1.681670260983E-002 T 2 First time derivative of finite element node 6 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s + 60 -5.300681086127E-002 T 2 First time derivative of finite element node 6 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s Order of continuous state derivatives: Row/Column Operating Point Rotating Frame? Derivative Order Description ---------- --------------- --------------- ---------------- ----------- - 1 -2.386028813050E-002 T 2 First time derivative of finite element node 2 (number of elements = 1; element order = 5) translational displacement in X, m/s - 2 -1.103604820329E+001 T 2 First time derivative of finite element node 2 (number of elements = 1; element order = 5) translational displacement in Y, m/s - 3 2.332797211613E-003 T 2 First time derivative of finite element node 2 (number of elements = 1; element order = 5) translational displacement in Z, m/s - 4 1.264857273587E+000 T 2 First time derivative of finite element node 2 (number of elements = 1; element order = 5) rotational displacement in X, rad/s - 5 -1.997701645343E-004 T 2 First time derivative of finite element node 2 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s - 6 -5.512789539647E-002 T 2 First time derivative of finite element node 2 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s - 7 -2.716756532347E-002 T 2 First time derivative of finite element node 3 (number of elements = 1; element order = 5) translational displacement in X, m/s - 8 -2.967950370460E+001 T 2 First time derivative of finite element node 3 (number of elements = 1; element order = 5) translational displacement in Y, m/s - 9 1.353032837734E-002 T 2 First time derivative of finite element node 3 (number of elements = 1; element order = 5) translational displacement in Z, m/s - 10 1.261971873912E+000 T 2 First time derivative of finite element node 3 (number of elements = 1; element order = 5) rotational displacement in X, rad/s - 11 -5.071462239056E-004 T 2 First time derivative of finite element node 3 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s - 12 -5.486278183530E-002 T 2 First time derivative of finite element node 3 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s - 13 -5.689821962274E-002 T 2 First time derivative of finite element node 4 (number of elements = 1; element order = 5) translational displacement in X, m/s - 14 -5.179739773728E+001 T 2 First time derivative of finite element node 4 (number of elements = 1; element order = 5) translational displacement in Y, m/s - 15 3.567091007522E-002 T 2 First time derivative of finite element node 4 (number of elements = 1; element order = 5) translational displacement in Z, m/s - 16 1.259073908362E+000 T 2 First time derivative of finite element node 4 (number of elements = 1; element order = 5) rotational displacement in X, rad/s - 17 -3.883287311925E-003 T 2 First time derivative of finite element node 4 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s - 18 -5.402635594696E-002 T 2 First time derivative of finite element node 4 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s - 19 -1.665420903348E-001 T 2 First time derivative of finite element node 5 (number of elements = 1; element order = 5) translational displacement in X, m/s - 20 -7.036963343898E+001 T 2 First time derivative of finite element node 5 (number of elements = 1; element order = 5) translational displacement in Y, m/s - 21 5.627433761815E-002 T 2 First time derivative of finite element node 5 (number of elements = 1; element order = 5) translational displacement in Z, m/s - 22 1.257299477434E+000 T 2 First time derivative of finite element node 5 (number of elements = 1; element order = 5) rotational displacement in X, rad/s - 23 -1.174048268147E-002 T 2 First time derivative of finite element node 5 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s - 24 -5.318260186424E-002 T 2 First time derivative of finite element node 5 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s - 25 -2.739426012636E-001 T 2 First time derivative of finite element node 6 (number of elements = 1; element order = 5) translational displacement in X, m/s - 26 -7.945388951938E+001 T 2 First time derivative of finite element node 6 (number of elements = 1; element order = 5) translational displacement in Y, m/s - 27 6.802384582051E-002 T 2 First time derivative of finite element node 6 (number of elements = 1; element order = 5) translational displacement in Z, m/s - 28 1.257012464466E+000 T 2 First time derivative of finite element node 6 (number of elements = 1; element order = 5) rotational displacement in X, rad/s - 29 -1.681670115434E-002 T 2 First time derivative of finite element node 6 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s - 30 -5.300681100805E-002 T 2 First time derivative of finite element node 6 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s - 31 -4.780193623229E-001 T 2 First time derivative of First time derivative of finite element node 2 (number of elements = 1; element order = 5) translational displacement in X, m/s/s - 32 -3.252260992889E-004 T 2 First time derivative of First time derivative of finite element node 2 (number of elements = 1; element order = 5) translational displacement in Y, m/s/s - 33 -1.387932926533E+001 T 2 First time derivative of First time derivative of finite element node 2 (number of elements = 1; element order = 5) translational displacement in Z, m/s/s - 34 -1.025108045913E-003 T 2 First time derivative of First time derivative of finite element node 2 (number of elements = 1; element order = 5) rotational displacement in X, rad/s/s - 35 1.460726397873E-002 T 2 First time derivative of First time derivative of finite element node 2 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s/s - 36 -2.816091047173E-003 T 2 First time derivative of First time derivative of finite element node 2 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s/s - 37 -1.452222096789E+000 T 2 First time derivative of First time derivative of finite element node 3 (number of elements = 1; element order = 5) translational displacement in X, m/s/s - 38 -1.484813230383E-002 T 2 First time derivative of First time derivative of finite element node 3 (number of elements = 1; element order = 5) translational displacement in Y, m/s/s - 39 -3.742845784804E+001 T 2 First time derivative of First time derivative of finite element node 3 (number of elements = 1; element order = 5) translational displacement in Z, m/s/s - 40 -2.450839734428E-003 T 2 First time derivative of First time derivative of finite element node 3 (number of elements = 1; element order = 5) rotational displacement in X, rad/s/s - 41 -8.554263789322E-003 T 2 First time derivative of First time derivative of finite element node 3 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s/s - 42 -2.833296010788E-003 T 2 First time derivative of First time derivative of finite element node 3 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s/s - 43 -2.976936304257E+000 T 2 First time derivative of First time derivative of finite element node 4 (number of elements = 1; element order = 5) translational displacement in X, m/s/s - 44 1.310271109308E-001 T 2 First time derivative of First time derivative of finite element node 4 (number of elements = 1; element order = 5) translational displacement in Y, m/s/s - 45 -6.530055462173E+001 T 2 First time derivative of First time derivative of finite element node 4 (number of elements = 1; element order = 5) translational displacement in Z, m/s/s - 46 -1.532375284715E-002 T 2 First time derivative of First time derivative of finite element node 4 (number of elements = 1; element order = 5) rotational displacement in X, rad/s/s - 47 -1.247559446158E-002 T 2 First time derivative of First time derivative of finite element node 4 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s/s - 48 -2.816710400415E-003 T 2 First time derivative of First time derivative of finite element node 4 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s/s - 49 -3.578352222827E+000 T 2 First time derivative of First time derivative of finite element node 5 (number of elements = 1; element order = 5) translational displacement in X, m/s/s - 50 3.612242704203E-001 T 2 First time derivative of First time derivative of finite element node 5 (number of elements = 1; element order = 5) translational displacement in Y, m/s/s - 51 -8.866604973551E+001 T 2 First time derivative of First time derivative of finite element node 5 (number of elements = 1; element order = 5) translational displacement in Z, m/s/s - 52 -1.281838686732E-002 T 2 First time derivative of First time derivative of finite element node 5 (number of elements = 1; element order = 5) rotational displacement in X, rad/s/s - 53 8.575958408108E-002 T 2 First time derivative of First time derivative of finite element node 5 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s/s - 54 -6.388066951437E-003 T 2 First time derivative of First time derivative of finite element node 5 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s/s - 55 -3.036188297742E+000 T 2 First time derivative of First time derivative of finite element node 6 (number of elements = 1; element order = 5) translational displacement in X, m/s/s - 56 4.043644145841E-001 T 2 First time derivative of First time derivative of finite element node 6 (number of elements = 1; element order = 5) translational displacement in Y, m/s/s - 57 -1.000980489451E+002 T 2 First time derivative of First time derivative of finite element node 6 (number of elements = 1; element order = 5) translational displacement in Z, m/s/s - 58 -2.116315619071E-002 T 2 First time derivative of First time derivative of finite element node 6 (number of elements = 1; element order = 5) rotational displacement in X, rad/s/s - 59 1.813531326717E-001 T 2 First time derivative of First time derivative of finite element node 6 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s/s - 60 -1.190225964919E-002 T 2 First time derivative of First time derivative of finite element node 6 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s/s + 1 -2.386028823259E-002 T 2 First time derivative of finite element node 2 (number of elements = 1; element order = 5) translational displacement in X, m/s + 2 -1.103604820333E+001 T 2 First time derivative of finite element node 2 (number of elements = 1; element order = 5) translational displacement in Y, m/s + 3 2.332797192635E-003 T 2 First time derivative of finite element node 2 (number of elements = 1; element order = 5) translational displacement in Z, m/s + 4 1.264857273589E+000 T 2 First time derivative of finite element node 2 (number of elements = 1; element order = 5) rotational displacement in X, rad/s + 5 -1.997701818174E-004 T 2 First time derivative of finite element node 2 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s + 6 -5.512789538857E-002 T 2 First time derivative of finite element node 2 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s + 7 -2.716756534264E-002 T 2 First time derivative of finite element node 3 (number of elements = 1; element order = 5) translational displacement in X, m/s + 8 -2.967950370472E+001 T 2 First time derivative of finite element node 3 (number of elements = 1; element order = 5) translational displacement in Y, m/s + 9 1.353032837407E-002 T 2 First time derivative of finite element node 3 (number of elements = 1; element order = 5) translational displacement in Z, m/s + 10 1.261971873913E+000 T 2 First time derivative of finite element node 3 (number of elements = 1; element order = 5) rotational displacement in X, rad/s + 11 -5.071461427761E-004 T 2 First time derivative of finite element node 3 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s + 12 -5.486278181026E-002 T 2 First time derivative of finite element node 3 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s + 13 -5.689821558528E-002 T 2 First time derivative of finite element node 4 (number of elements = 1; element order = 5) translational displacement in X, m/s + 14 -5.179739773703E+001 T 2 First time derivative of finite element node 4 (number of elements = 1; element order = 5) translational displacement in Y, m/s + 15 3.567091007239E-002 T 2 First time derivative of finite element node 4 (number of elements = 1; element order = 5) translational displacement in Z, m/s + 16 1.259073908307E+000 T 2 First time derivative of finite element node 4 (number of elements = 1; element order = 5) rotational displacement in X, rad/s + 17 -3.883287001113E-003 T 2 First time derivative of finite element node 4 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s + 18 -5.402635586785E-002 T 2 First time derivative of finite element node 4 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s + 19 -1.665420847209E-001 T 2 First time derivative of finite element node 5 (number of elements = 1; element order = 5) translational displacement in X, m/s + 20 -7.036963343693E+001 T 2 First time derivative of finite element node 5 (number of elements = 1; element order = 5) translational displacement in Y, m/s + 21 5.627433767691E-002 T 2 First time derivative of finite element node 5 (number of elements = 1; element order = 5) translational displacement in Z, m/s + 22 1.257299477277E+000 T 2 First time derivative of finite element node 5 (number of elements = 1; element order = 5) rotational displacement in X, rad/s + 23 -1.174048304631E-002 T 2 First time derivative of finite element node 5 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s + 24 -5.318260172971E-002 T 2 First time derivative of finite element node 5 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s + 25 -2.739426025377E-001 T 2 First time derivative of finite element node 6 (number of elements = 1; element order = 5) translational displacement in X, m/s + 26 -7.945388951580E+001 T 2 First time derivative of finite element node 6 (number of elements = 1; element order = 5) translational displacement in Y, m/s + 27 6.802384599279E-002 T 2 First time derivative of finite element node 6 (number of elements = 1; element order = 5) translational displacement in Z, m/s + 28 1.257012464287E+000 T 2 First time derivative of finite element node 6 (number of elements = 1; element order = 5) rotational displacement in X, rad/s + 29 -1.681670260983E-002 T 2 First time derivative of finite element node 6 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s + 30 -5.300681086127E-002 T 2 First time derivative of finite element node 6 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s + 31 -4.780193453663E-001 T 2 First time derivative of First time derivative of finite element node 2 (number of elements = 1; element order = 5) translational displacement in X, m/s/s + 32 -3.252251497457E-004 T 2 First time derivative of First time derivative of finite element node 2 (number of elements = 1; element order = 5) translational displacement in Y, m/s/s + 33 -1.387932925561E+001 T 2 First time derivative of First time derivative of finite element node 2 (number of elements = 1; element order = 5) translational displacement in Z, m/s/s + 34 -1.025107285129E-003 T 2 First time derivative of First time derivative of finite element node 2 (number of elements = 1; element order = 5) rotational displacement in X, rad/s/s + 35 1.460726602769E-002 T 2 First time derivative of First time derivative of finite element node 2 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s/s + 36 -2.816091612587E-003 T 2 First time derivative of First time derivative of finite element node 2 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s/s + 37 -1.452222080445E+000 T 2 First time derivative of First time derivative of finite element node 3 (number of elements = 1; element order = 5) translational displacement in X, m/s/s + 38 -1.484813607431E-002 T 2 First time derivative of First time derivative of finite element node 3 (number of elements = 1; element order = 5) translational displacement in Y, m/s/s + 39 -3.742845783520E+001 T 2 First time derivative of First time derivative of finite element node 3 (number of elements = 1; element order = 5) translational displacement in Z, m/s/s + 40 -2.450839663306E-003 T 2 First time derivative of First time derivative of finite element node 3 (number of elements = 1; element order = 5) rotational displacement in X, rad/s/s + 41 -8.554266727141E-003 T 2 First time derivative of First time derivative of finite element node 3 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s/s + 42 -2.833296247203E-003 T 2 First time derivative of First time derivative of finite element node 3 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s/s + 43 -2.976936384479E+000 T 2 First time derivative of First time derivative of finite element node 4 (number of elements = 1; element order = 5) translational displacement in X, m/s/s + 44 1.310271058984E-001 T 2 First time derivative of First time derivative of finite element node 4 (number of elements = 1; element order = 5) translational displacement in Y, m/s/s + 45 -6.530055460941E+001 T 2 First time derivative of First time derivative of finite element node 4 (number of elements = 1; element order = 5) translational displacement in Z, m/s/s + 46 -1.532375300981E-002 T 2 First time derivative of First time derivative of finite element node 4 (number of elements = 1; element order = 5) rotational displacement in X, rad/s/s + 47 -1.247559827225E-002 T 2 First time derivative of First time derivative of finite element node 4 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s/s + 48 -2.816708535671E-003 T 2 First time derivative of First time derivative of finite element node 4 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s/s + 49 -3.578352164834E+000 T 2 First time derivative of First time derivative of finite element node 5 (number of elements = 1; element order = 5) translational displacement in X, m/s/s + 50 3.612242698838E-001 T 2 First time derivative of First time derivative of finite element node 5 (number of elements = 1; element order = 5) translational displacement in Y, m/s/s + 51 -8.866604971798E+001 T 2 First time derivative of First time derivative of finite element node 5 (number of elements = 1; element order = 5) translational displacement in Z, m/s/s + 52 -1.281838726183E-002 T 2 First time derivative of First time derivative of finite element node 5 (number of elements = 1; element order = 5) rotational displacement in X, rad/s/s + 53 8.575961465841E-002 T 2 First time derivative of First time derivative of finite element node 5 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s/s + 54 -6.388063325386E-003 T 2 First time derivative of First time derivative of finite element node 5 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s/s + 55 -3.036187857147E+000 T 2 First time derivative of First time derivative of finite element node 6 (number of elements = 1; element order = 5) translational displacement in X, m/s/s + 56 4.043644207410E-001 T 2 First time derivative of First time derivative of finite element node 6 (number of elements = 1; element order = 5) translational displacement in Y, m/s/s + 57 -1.000980489311E+002 T 2 First time derivative of First time derivative of finite element node 6 (number of elements = 1; element order = 5) translational displacement in Z, m/s/s + 58 -2.116315602349E-002 T 2 First time derivative of First time derivative of finite element node 6 (number of elements = 1; element order = 5) rotational displacement in X, rad/s/s + 59 1.813532015551E-001 T 2 First time derivative of First time derivative of finite element node 6 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s/s + 60 -1.190225696812E-002 T 2 First time derivative of First time derivative of finite element node 6 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s/s Order of outputs: Row Operating Point Rotating Frame? Derivative Order Description ---------- --------------- --------------- ---------------- ----------- - 1 4.544807855898E+004 T 0 RootFxr, (N) - 2 3.523435963620E+004 T 0 RootFyr, (N) - 3 7.499020008465E+005 T 0 RootFzr, (N) - 4 -6.877297525249E+005 T 0 RootMxr, (N-m) - 5 1.145156708103E+006 T 0 RootMyr, (N-m) - 6 3.401837917051E+003 T 0 RootMzr, (N-m) - 7 3.905448510900E-001 T 0 TipTDxr, (m) - 8 5.159793449642E-002 T 0 TipTDyr, (m) - 9 1.291370415672E-002 T 0 TipTDzr, (m) - 10 -1.090087161504E-003 T 0 TipRDxr, (-) - 11 1.349320711911E-002 T 0 TipRDyr, (-) - 12 1.883929506552E-004 T 0 TipRDzr, (-) + 1 4.544807855073E+004 T 0 RootFxr, (N) + 2 3.523435966842E+004 T 0 RootFyr, (N) + 3 7.499020006703E+005 T 0 RootFzr, (N) + 4 -6.877297535745E+005 T 0 RootMxr, (N-m) + 5 1.145156710760E+006 T 0 RootMyr, (N-m) + 6 3.401837923491E+003 T 0 RootMzr, (N-m) + 7 3.905448495719E-001 T 0 TipTDxr, (m) + 8 5.159793464118E-002 T 0 TipTDyr, (m) + 9 1.291370417598E-002 T 0 TipTDzr, (m) + 10 -1.090087167527E-003 T 0 TipRDxr, (-) + 11 1.349320692872E-002 T 0 TipRDyr, (-) + 12 1.883929466473E-004 T 0 TipRDzr, (-) Linearized state matrices: A: 60 x 60 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 1.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 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0.000000000000E+000 diff --git a/glue-codes/openfast/5MW_Land_BD_Linear/5MW_Land_BD_Linear.1.BD3.lin b/glue-codes/openfast/5MW_Land_BD_Linear/5MW_Land_BD_Linear.1.BD3.lin index 0bd6e0e95..0afbca078 100644 --- a/glue-codes/openfast/5MW_Land_BD_Linear/5MW_Land_BD_Linear.1.BD3.lin +++ b/glue-codes/openfast/5MW_Land_BD_Linear/5MW_Land_BD_Linear.1.BD3.lin @@ -1,5 +1,5 @@ -Linearized model: Predictions were generated on 10-Dec-2025 at 05:21:41 using OpenFAST, compiled on Dec 10 2025 at 05:06:35 as a 64-bit application using double precision at commit -128-NOTFOUND +Linearized model: Predictions were generated on 17-Jul-2026 at 22:42:27 using OpenFAST, compiled on Jul 17 2026 at 14:05:32 as a 64-bit application using double precision at commit HEAD-HASH-NOTFOUND linked with NWTC Subroutine Library; ElastoDyn; BeamDyn; ServoDyn Description from the FAST input file: FAST Certification Test #26: NREL 5.0 MW Baseline Wind Turbine (Onshore) @@ -19,221 +19,221 @@ Simulation information: Order of continuous states: Row/Column Operating Point Rotating Frame? Derivative Order Description ---------- --------------- --------------- ---------------- ----------- - 1 1.610405446698E-003 T 2 finite element node 2 (number of elements = 1; element order = 5) translational displacement in X, m - 2 4.295845399393E-003 T 2 finite element node 2 (number of elements = 1; element order = 5) translational displacement in Y, m - 3 4.793206543850E-004 T 2 finite element node 2 (number of elements = 1; element order = 5) translational displacement in Z, m - 4 -1.016159533649E-003 T 2 finite element node 2 (number of elements = 1; element order = 5) rotational displacement in X, rad - 5 4.093933016574E-004 T 2 finite element node 2 (number of elements = 1; element order = 5) rotational displacement in Y, rad - 6 1.025172612806E-005 T 2 finite element node 2 (number of elements = 1; element order = 5) rotational displacement in Z, rad - 7 1.971843096889E-002 T 2 finite element node 3 (number of elements = 1; element order = 5) translational displacement in X, m - 8 4.259306029522E-002 T 2 finite element node 3 (number of elements = 1; element order = 5) translational displacement in Y, m - 9 2.458441414876E-003 T 2 finite element node 3 (number of elements = 1; element order = 5) translational displacement in Z, m - 10 -3.727282478003E-003 T 2 finite element node 3 (number of elements = 1; element order = 5) rotational displacement in X, rad - 11 2.098552001076E-003 T 2 finite element node 3 (number of elements = 1; element order = 5) rotational displacement in Y, rad - 12 1.044044920911E-004 T 2 finite element node 3 (number of elements = 1; element order = 5) rotational displacement in Z, rad - 13 8.745817474771E-002 T 2 finite element node 4 (number of elements = 1; element order = 5) translational displacement in X, m - 14 1.321888864559E-001 T 2 finite element node 4 (number of elements = 1; element order = 5) translational displacement in Y, m - 15 6.269971782941E-003 T 2 finite element node 4 (number of elements = 1; element order = 5) translational displacement in Z, m - 16 -5.666954788386E-003 T 2 finite element node 4 (number of elements = 1; element order = 5) rotational displacement in X, rad - 17 5.696921538744E-003 T 2 finite element node 4 (number of elements = 1; element order = 5) rotational displacement in Y, rad - 18 2.845989453183E-004 T 2 finite element node 4 (number of elements = 1; element order = 5) rotational displacement in Z, rad - 19 2.020776368215E-001 T 2 finite element node 5 (number of elements = 1; element order = 5) translational displacement in X, m - 20 2.241630306808E-001 T 2 finite element node 5 (number of elements = 1; element order = 5) translational displacement in Y, m - 21 9.745617982109E-003 T 2 finite element node 5 (number of elements = 1; element order = 5) translational displacement in Z, m - 22 -6.318174458436E-003 T 2 finite element node 5 (number of elements = 1; element order = 5) rotational displacement in X, rad - 23 9.644251057108E-003 T 2 finite element node 5 (number of elements = 1; element order = 5) rotational displacement in Y, rad - 24 3.621580420580E-004 T 2 finite element node 5 (number of elements = 1; element order = 5) rotational displacement in Z, rad - 25 2.790474334742E-001 T 2 finite element node 6 (number of elements = 1; element order = 5) translational displacement in X, m - 26 2.722175949534E-001 T 2 finite element node 6 (number of elements = 1; element order = 5) translational displacement in Y, m - 27 1.031907067920E-002 T 2 finite element node 6 (number of elements = 1; element order = 5) translational displacement in Z, m - 28 -6.493283268718E-003 T 2 finite element node 6 (number of elements = 1; element order = 5) rotational displacement in X, rad - 29 1.104310675399E-002 T 2 finite element node 6 (number of elements = 1; element order = 5) rotational displacement in Y, rad - 30 3.644125712529E-004 T 2 finite element node 6 (number of elements = 1; element order = 5) rotational displacement in Z, rad - 31 -2.069571166175E-002 T 2 First time derivative of finite element node 2 (number of elements = 1; element order = 5) translational displacement in X, m/s - 32 -1.105437022992E+001 T 2 First time derivative of finite element node 2 (number of elements = 1; element order = 5) translational displacement in Y, m/s - 33 2.141172036924E-003 T 2 First time derivative of finite element node 2 (number of elements = 1; element order = 5) translational displacement in Z, m/s - 34 1.267562759541E+000 T 2 First time derivative of finite element node 2 (number of elements = 1; element order = 5) rotational displacement in X, rad/s - 35 9.810350072134E-005 T 2 First time derivative of finite element node 2 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s - 36 -5.519407165674E-002 T 2 First time derivative of finite element node 2 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s - 37 -2.341899565312E-002 T 2 First time derivative of finite element node 3 (number of elements = 1; element order = 5) translational displacement in X, m/s - 38 -2.980052033268E+001 T 2 First time derivative of finite element node 3 (number of elements = 1; element order = 5) translational displacement in Y, m/s - 39 5.043099756214E-002 T 2 First time derivative of finite element node 3 (number of elements = 1; element order = 5) translational displacement in Z, m/s - 40 1.272518659397E+000 T 2 First time derivative of finite element node 3 (number of elements = 1; element order = 5) rotational displacement in X, rad/s - 41 -9.624822515867E-004 T 2 First time derivative of finite element node 3 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s - 42 -5.535991950042E-002 T 2 First time derivative of finite element node 3 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s - 43 -5.229579621461E-002 T 2 First time derivative of finite element node 4 (number of elements = 1; element order = 5) translational displacement in X, m/s - 44 -5.218556642523E+001 T 2 First time derivative of finite element node 4 (number of elements = 1; element order = 5) translational displacement in Y, m/s - 45 1.642813049572E-001 T 2 First time derivative of finite element node 4 (number of elements = 1; element order = 5) translational displacement in Z, m/s - 46 1.277418431613E+000 T 2 First time derivative of finite element node 4 (number of elements = 1; element order = 5) rotational displacement in X, rad/s - 47 -2.073252521506E-003 T 2 First time derivative of finite element node 4 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s - 48 -5.582965693034E-002 T 2 First time derivative of finite element node 4 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s - 49 -4.929235424462E-002 T 2 First time derivative of finite element node 5 (number of elements = 1; element order = 5) translational displacement in X, m/s - 50 -7.107387686057E+001 T 2 First time derivative of finite element node 5 (number of elements = 1; element order = 5) translational displacement in Y, m/s - 51 2.814122170090E-001 T 2 First time derivative of finite element node 5 (number of elements = 1; element order = 5) translational displacement in Z, m/s - 52 1.280079960797E+000 T 2 First time derivative of finite element node 5 (number of elements = 1; element order = 5) rotational displacement in X, rad/s - 53 3.628467159835E-003 T 2 First time derivative of finite element node 5 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s - 54 -5.622776372408E-002 T 2 First time derivative of finite element node 5 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s - 55 1.027043619104E-002 T 2 First time derivative of finite element node 6 (number of elements = 1; element order = 5) translational displacement in X, m/s - 56 -8.033426919809E+001 T 2 First time derivative of finite element node 6 (number of elements = 1; element order = 5) translational displacement in Y, m/s - 57 3.422526937212E-001 T 2 First time derivative of finite element node 6 (number of elements = 1; element order = 5) translational displacement in Z, m/s - 58 1.280566592127E+000 T 2 First time derivative of finite element node 6 (number of elements = 1; element order = 5) rotational displacement in X, rad/s - 59 1.123202853641E-002 T 2 First time derivative of finite element node 6 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s - 60 -5.630249289974E-002 T 2 First time derivative of finite element node 6 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s + 1 1.610405446187E-003 T 2 finite element node 2 (number of elements = 1; element order = 5) translational displacement in X, m + 2 4.295845397462E-003 T 2 finite element node 2 (number of elements = 1; element order = 5) translational displacement in Y, m + 3 4.793206543856E-004 T 2 finite element node 2 (number of elements = 1; element order = 5) translational displacement in Z, m + 4 -1.016159533384E-003 T 2 finite element node 2 (number of elements = 1; element order = 5) rotational displacement in X, rad + 5 4.093933009251E-004 T 2 finite element node 2 (number of elements = 1; element order = 5) rotational displacement in Y, rad + 6 1.025172625921E-005 T 2 finite element node 2 (number of elements = 1; element order = 5) rotational displacement in Z, rad + 7 1.971843091267E-002 T 2 finite element node 3 (number of elements = 1; element order = 5) translational displacement in X, m + 8 4.259306029001E-002 T 2 finite element node 3 (number of elements = 1; element order = 5) translational displacement in Y, m + 9 2.458441415268E-003 T 2 finite element node 3 (number of elements = 1; element order = 5) translational displacement in Z, m + 10 -3.727282478217E-003 T 2 finite element node 3 (number of elements = 1; element order = 5) rotational displacement in X, rad + 11 2.098551994912E-003 T 2 finite element node 3 (number of elements = 1; element order = 5) rotational displacement in Y, rad + 12 1.044044943035E-004 T 2 finite element node 3 (number of elements = 1; element order = 5) rotational displacement in Z, rad + 13 8.745817466715E-002 T 2 finite element node 4 (number of elements = 1; element order = 5) translational displacement in X, m + 14 1.321888864602E-001 T 2 finite element node 4 (number of elements = 1; element order = 5) translational displacement in Y, m + 15 6.269971783580E-003 T 2 finite element node 4 (number of elements = 1; element order = 5) translational displacement in Z, m + 16 -5.666954788895E-003 T 2 finite element node 4 (number of elements = 1; element order = 5) rotational displacement in X, rad + 17 5.696921552343E-003 T 2 finite element node 4 (number of elements = 1; element order = 5) rotational displacement in Y, rad + 18 2.845989555945E-004 T 2 finite element node 4 (number of elements = 1; element order = 5) rotational displacement in Z, rad + 19 2.020776374555E-001 T 2 finite element node 5 (number of elements = 1; element order = 5) translational displacement in X, m + 20 2.241630306915E-001 T 2 finite element node 5 (number of elements = 1; element order = 5) translational displacement in Y, m + 21 9.745617976698E-003 T 2 finite element node 5 (number of elements = 1; element order = 5) translational displacement in Z, m + 22 -6.318174457857E-003 T 2 finite element node 5 (number of elements = 1; element order = 5) rotational displacement in X, rad + 23 9.644251150915E-003 T 2 finite element node 5 (number of elements = 1; element order = 5) rotational displacement in Y, rad + 24 3.621580612212E-004 T 2 finite element node 5 (number of elements = 1; element order = 5) rotational displacement in Z, rad + 25 2.790474350626E-001 T 2 finite element node 6 (number of elements = 1; element order = 5) translational displacement in X, m + 26 2.722175949629E-001 T 2 finite element node 6 (number of elements = 1; element order = 5) translational displacement in Y, m + 27 1.031907066351E-002 T 2 finite element node 6 (number of elements = 1; element order = 5) translational displacement in Z, m + 28 -6.493283268394E-003 T 2 finite element node 6 (number of elements = 1; element order = 5) rotational displacement in X, rad + 29 1.104310691042E-002 T 2 finite element node 6 (number of elements = 1; element order = 5) rotational displacement in Y, rad + 30 3.644125913684E-004 T 2 finite element node 6 (number of elements = 1; element order = 5) rotational displacement in Z, rad + 31 -2.069571147612E-002 T 2 First time derivative of finite element node 2 (number of elements = 1; element order = 5) translational displacement in X, m/s + 32 -1.105437023004E+001 T 2 First time derivative of finite element node 2 (number of elements = 1; element order = 5) translational displacement in Y, m/s + 33 2.141172056793E-003 T 2 First time derivative of finite element node 2 (number of elements = 1; element order = 5) translational displacement in Z, m/s + 34 1.267562759561E+000 T 2 First time derivative of finite element node 2 (number of elements = 1; element order = 5) rotational displacement in X, rad/s + 35 9.810353284980E-005 T 2 First time derivative of finite element node 2 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s + 36 -5.519407165408E-002 T 2 First time derivative of finite element node 2 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s + 37 -2.341899502765E-002 T 2 First time derivative of finite element node 3 (number of elements = 1; element order = 5) translational displacement in X, m/s + 38 -2.980052033327E+001 T 2 First time derivative of finite element node 3 (number of elements = 1; element order = 5) translational displacement in Y, m/s + 39 5.043099758327E-002 T 2 First time derivative of finite element node 3 (number of elements = 1; element order = 5) translational displacement in Z, m/s + 40 1.272518659412E+000 T 2 First time derivative of finite element node 3 (number of elements = 1; element order = 5) rotational displacement in X, rad/s + 41 -9.624822831780E-004 T 2 First time derivative of finite element node 3 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s + 42 -5.535991949426E-002 T 2 First time derivative of finite element node 3 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s + 43 -5.229579859093E-002 T 2 First time derivative of finite element node 4 (number of elements = 1; element order = 5) translational displacement in X, m/s + 44 -5.218556642499E+001 T 2 First time derivative of finite element node 4 (number of elements = 1; element order = 5) translational displacement in Y, m/s + 45 1.642813050099E-001 T 2 First time derivative of finite element node 4 (number of elements = 1; element order = 5) translational displacement in Z, m/s + 46 1.277418431481E+000 T 2 First time derivative of finite element node 4 (number of elements = 1; element order = 5) rotational displacement in X, rad/s + 47 -2.073252762250E-003 T 2 First time derivative of finite element node 4 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s + 48 -5.582965688086E-002 T 2 First time derivative of finite element node 4 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s + 49 -4.929235658491E-002 T 2 First time derivative of finite element node 5 (number of elements = 1; element order = 5) translational displacement in X, m/s + 50 -7.107387685680E+001 T 2 First time derivative of finite element node 5 (number of elements = 1; element order = 5) translational displacement in Y, m/s + 51 2.814122170516E-001 T 2 First time derivative of finite element node 5 (number of elements = 1; element order = 5) translational displacement in Z, m/s + 52 1.280079960514E+000 T 2 First time derivative of finite element node 5 (number of elements = 1; element order = 5) rotational displacement in X, rad/s + 53 3.628467695869E-003 T 2 First time derivative of finite element node 5 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s + 54 -5.622776361258E-002 T 2 First time derivative of finite element node 5 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s + 55 1.027044252065E-002 T 2 First time derivative of finite element node 6 (number of elements = 1; element order = 5) translational displacement in X, m/s + 56 -8.033426919178E+001 T 2 First time derivative of finite element node 6 (number of elements = 1; element order = 5) translational displacement in Y, m/s + 57 3.422526936667E-001 T 2 First time derivative of finite element node 6 (number of elements = 1; element order = 5) translational displacement in Z, m/s + 58 1.280566591816E+000 T 2 First time derivative of finite element node 6 (number of elements = 1; element order = 5) rotational displacement in X, rad/s + 59 1.123203030009E-002 T 2 First time derivative of finite element node 6 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s + 60 -5.630249279020E-002 T 2 First time derivative of finite element node 6 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s Order of continuous state derivatives: Row/Column Operating Point Rotating Frame? Derivative Order Description ---------- --------------- --------------- ---------------- ----------- - 1 -2.069571166175E-002 T 2 First time derivative of finite element node 2 (number of elements = 1; element order = 5) translational displacement in X, m/s - 2 -1.105437022992E+001 T 2 First time derivative of finite element node 2 (number of elements = 1; element order = 5) translational displacement in Y, m/s - 3 2.141172036924E-003 T 2 First time derivative of finite element node 2 (number of elements = 1; element order = 5) translational displacement in Z, m/s - 4 1.267562759541E+000 T 2 First time derivative of finite element node 2 (number of elements = 1; element order = 5) rotational displacement in X, rad/s - 5 9.810350072134E-005 T 2 First time derivative of finite element node 2 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s - 6 -5.519407165674E-002 T 2 First time derivative of finite element node 2 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s - 7 -2.341899565312E-002 T 2 First time derivative of finite element node 3 (number of elements = 1; element order = 5) translational displacement in X, m/s - 8 -2.980052033268E+001 T 2 First time derivative of finite element node 3 (number of elements = 1; element order = 5) translational displacement in Y, m/s - 9 5.043099756214E-002 T 2 First time derivative of finite element node 3 (number of elements = 1; element order = 5) translational displacement in Z, m/s - 10 1.272518659397E+000 T 2 First time derivative of finite element node 3 (number of elements = 1; element order = 5) rotational displacement in X, rad/s - 11 -9.624822515867E-004 T 2 First time derivative of finite element node 3 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s - 12 -5.535991950042E-002 T 2 First time derivative of finite element node 3 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s - 13 -5.229579621461E-002 T 2 First time derivative of finite element node 4 (number of elements = 1; element order = 5) translational displacement in X, m/s - 14 -5.218556642523E+001 T 2 First time derivative of finite element node 4 (number of elements = 1; element order = 5) translational displacement in Y, m/s - 15 1.642813049572E-001 T 2 First time derivative of finite element node 4 (number of elements = 1; element order = 5) translational displacement in Z, m/s - 16 1.277418431613E+000 T 2 First time derivative of finite element node 4 (number of elements = 1; element order = 5) rotational displacement in X, rad/s - 17 -2.073252521506E-003 T 2 First time derivative of finite element node 4 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s - 18 -5.582965693034E-002 T 2 First time derivative of finite element node 4 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s - 19 -4.929235424462E-002 T 2 First time derivative of finite element node 5 (number of elements = 1; element order = 5) translational displacement in X, m/s - 20 -7.107387686057E+001 T 2 First time derivative of finite element node 5 (number of elements = 1; element order = 5) translational displacement in Y, m/s - 21 2.814122170090E-001 T 2 First time derivative of finite element node 5 (number of elements = 1; element order = 5) translational displacement in Z, m/s - 22 1.280079960797E+000 T 2 First time derivative of finite element node 5 (number of elements = 1; element order = 5) rotational displacement in X, rad/s - 23 3.628467159835E-003 T 2 First time derivative of finite element node 5 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s - 24 -5.622776372408E-002 T 2 First time derivative of finite element node 5 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s - 25 1.027043619104E-002 T 2 First time derivative of finite element node 6 (number of elements = 1; element order = 5) translational displacement in X, m/s - 26 -8.033426919809E+001 T 2 First time derivative of finite element node 6 (number of elements = 1; element order = 5) translational displacement in Y, m/s - 27 3.422526937212E-001 T 2 First time derivative of finite element node 6 (number of elements = 1; element order = 5) translational displacement in Z, m/s - 28 1.280566592127E+000 T 2 First time derivative of finite element node 6 (number of elements = 1; element order = 5) rotational displacement in X, rad/s - 29 1.123202853641E-002 T 2 First time derivative of finite element node 6 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s - 30 -5.630249289974E-002 T 2 First time derivative of finite element node 6 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s - 31 -7.138745484504E-001 T 2 First time derivative of First time derivative of finite element node 2 (number of elements = 1; element order = 5) translational displacement in X, m/s/s - 32 7.533046685833E-002 T 2 First time derivative of First time derivative of finite element node 2 (number of elements = 1; element order = 5) translational displacement in Y, m/s/s - 33 -1.405741653644E+001 T 2 First time derivative of First time derivative of finite element node 2 (number of elements = 1; element order = 5) translational displacement in Z, m/s/s - 34 -3.949160386439E-003 T 2 First time derivative of First time derivative of finite element node 2 (number of elements = 1; element order = 5) rotational displacement in X, rad/s/s - 35 -3.349679876139E-003 T 2 First time derivative of First time derivative of finite element node 2 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s/s - 36 -1.475522494524E-002 T 2 First time derivative of First time derivative of finite element node 2 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s/s - 37 -1.483244877270E+000 T 2 First time derivative of First time derivative of finite element node 3 (number of elements = 1; element order = 5) translational displacement in X, m/s/s - 38 5.564520911729E-002 T 2 First time derivative of First time derivative of finite element node 3 (number of elements = 1; element order = 5) translational displacement in Y, m/s/s - 39 -3.786979460520E+001 T 2 First time derivative of First time derivative of finite element node 3 (number of elements = 1; element order = 5) translational displacement in Z, m/s/s - 40 -2.506110168124E-003 T 2 First time derivative of First time derivative of finite element node 3 (number of elements = 1; element order = 5) rotational displacement in X, rad/s/s - 41 3.613228186432E-002 T 2 First time derivative of First time derivative of finite element node 3 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s/s - 42 -2.038158342125E-002 T 2 First time derivative of First time derivative of finite element node 3 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s/s - 43 -2.019163231910E+000 T 2 First time derivative of First time derivative of finite element node 4 (number of elements = 1; element order = 5) translational displacement in X, m/s/s - 44 6.311820005133E-002 T 2 First time derivative of First time derivative of finite element node 4 (number of elements = 1; element order = 5) translational displacement in Y, m/s/s - 45 -6.642984184620E+001 T 2 First time derivative of First time derivative of finite element node 4 (number of elements = 1; element order = 5) translational displacement in Z, m/s/s - 46 -1.740429375303E-002 T 2 First time derivative of First time derivative of finite element node 4 (number of elements = 1; element order = 5) rotational displacement in X, rad/s/s - 47 1.805587107384E-002 T 2 First time derivative of First time derivative of finite element node 4 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s/s - 48 -3.994844021519E-002 T 2 First time derivative of First time derivative of finite element node 4 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s/s - 49 -3.724354237925E+000 T 2 First time derivative of First time derivative of finite element node 5 (number of elements = 1; element order = 5) translational displacement in X, m/s/s - 50 3.429818891420E-001 T 2 First time derivative of First time derivative of finite element node 5 (number of elements = 1; element order = 5) translational displacement in Y, m/s/s - 51 -9.059427051699E+001 T 2 First time derivative of First time derivative of finite element node 5 (number of elements = 1; element order = 5) translational displacement in Z, m/s/s - 52 -3.683306055337E-002 T 2 First time derivative of First time derivative of finite element node 5 (number of elements = 1; element order = 5) rotational displacement in X, rad/s/s - 53 -1.240502776173E-001 T 2 First time derivative of First time derivative of finite element node 5 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s/s - 54 -5.385525083077E-002 T 2 First time derivative of First time derivative of finite element node 5 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s/s - 55 -5.595904244062E+000 T 2 First time derivative of First time derivative of finite element node 6 (number of elements = 1; element order = 5) translational displacement in X, m/s/s - 56 6.067707968753E-001 T 2 First time derivative of First time derivative of finite element node 6 (number of elements = 1; element order = 5) translational displacement in Y, m/s/s - 57 -1.024480319691E+002 T 2 First time derivative of First time derivative of finite element node 6 (number of elements = 1; element order = 5) translational displacement in Z, m/s/s - 58 -5.248466010997E-002 T 2 First time derivative of First time derivative of finite element node 6 (number of elements = 1; element order = 5) rotational displacement in X, rad/s/s - 59 -2.186603990376E-001 T 2 First time derivative of First time derivative of finite element node 6 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s/s - 60 -4.649150129162E-002 T 2 First time derivative of First time derivative of finite element node 6 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s/s + 1 -2.069571147612E-002 T 2 First time derivative of finite element node 2 (number of elements = 1; element order = 5) translational displacement in X, m/s + 2 -1.105437023004E+001 T 2 First time derivative of finite element node 2 (number of elements = 1; element order = 5) translational displacement in Y, m/s + 3 2.141172056793E-003 T 2 First time derivative of finite element node 2 (number of elements = 1; element order = 5) translational displacement in Z, m/s + 4 1.267562759561E+000 T 2 First time derivative of finite element node 2 (number of elements = 1; element order = 5) rotational displacement in X, rad/s + 5 9.810353284980E-005 T 2 First time derivative of finite element node 2 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s + 6 -5.519407165408E-002 T 2 First time derivative of finite element node 2 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s + 7 -2.341899502765E-002 T 2 First time derivative of finite element node 3 (number of elements = 1; element order = 5) translational displacement in X, m/s + 8 -2.980052033327E+001 T 2 First time derivative of finite element node 3 (number of elements = 1; element order = 5) translational displacement in Y, m/s + 9 5.043099758327E-002 T 2 First time derivative of finite element node 3 (number of elements = 1; element order = 5) translational displacement in Z, m/s + 10 1.272518659412E+000 T 2 First time derivative of finite element node 3 (number of elements = 1; element order = 5) rotational displacement in X, rad/s + 11 -9.624822831780E-004 T 2 First time derivative of finite element node 3 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s + 12 -5.535991949426E-002 T 2 First time derivative of finite element node 3 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s + 13 -5.229579859093E-002 T 2 First time derivative of finite element node 4 (number of elements = 1; element order = 5) translational displacement in X, m/s + 14 -5.218556642499E+001 T 2 First time derivative of finite element node 4 (number of elements = 1; element order = 5) translational displacement in Y, m/s + 15 1.642813050099E-001 T 2 First time derivative of finite element node 4 (number of elements = 1; element order = 5) translational displacement in Z, m/s + 16 1.277418431481E+000 T 2 First time derivative of finite element node 4 (number of elements = 1; element order = 5) rotational displacement in X, rad/s + 17 -2.073252762250E-003 T 2 First time derivative of finite element node 4 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s + 18 -5.582965688086E-002 T 2 First time derivative of finite element node 4 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s + 19 -4.929235658491E-002 T 2 First time derivative of finite element node 5 (number of elements = 1; element order = 5) translational displacement in X, m/s + 20 -7.107387685680E+001 T 2 First time derivative of finite element node 5 (number of elements = 1; element order = 5) translational displacement in Y, m/s + 21 2.814122170516E-001 T 2 First time derivative of finite element node 5 (number of elements = 1; element order = 5) translational displacement in Z, m/s + 22 1.280079960514E+000 T 2 First time derivative of finite element node 5 (number of elements = 1; element order = 5) rotational displacement in X, rad/s + 23 3.628467695869E-003 T 2 First time derivative of finite element node 5 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s + 24 -5.622776361258E-002 T 2 First time derivative of finite element node 5 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s + 25 1.027044252065E-002 T 2 First time derivative of finite element node 6 (number of elements = 1; element order = 5) translational displacement in X, m/s + 26 -8.033426919178E+001 T 2 First time derivative of finite element node 6 (number of elements = 1; element order = 5) translational displacement in Y, m/s + 27 3.422526936667E-001 T 2 First time derivative of finite element node 6 (number of elements = 1; element order = 5) translational displacement in Z, m/s + 28 1.280566591816E+000 T 2 First time derivative of finite element node 6 (number of elements = 1; element order = 5) rotational displacement in X, rad/s + 29 1.123203030009E-002 T 2 First time derivative of finite element node 6 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s + 30 -5.630249279020E-002 T 2 First time derivative of finite element node 6 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s + 31 -7.138745664939E-001 T 2 First time derivative of First time derivative of finite element node 2 (number of elements = 1; element order = 5) translational displacement in X, m/s/s + 32 7.533047795104E-002 T 2 First time derivative of First time derivative of finite element node 2 (number of elements = 1; element order = 5) translational displacement in Y, m/s/s + 33 -1.405741654439E+001 T 2 First time derivative of First time derivative of finite element node 2 (number of elements = 1; element order = 5) translational displacement in Z, m/s/s + 34 -3.949160505924E-003 T 2 First time derivative of First time derivative of finite element node 2 (number of elements = 1; element order = 5) rotational displacement in X, rad/s/s + 35 -3.349681177618E-003 T 2 First time derivative of First time derivative of finite element node 2 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s/s + 36 -1.475522676232E-002 T 2 First time derivative of First time derivative of finite element node 2 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s/s + 37 -1.483244890941E+000 T 2 First time derivative of First time derivative of finite element node 3 (number of elements = 1; element order = 5) translational displacement in X, m/s/s + 38 5.564521889756E-002 T 2 First time derivative of First time derivative of finite element node 3 (number of elements = 1; element order = 5) translational displacement in Y, m/s/s + 39 -3.786979461496E+001 T 2 First time derivative of First time derivative of finite element node 3 (number of elements = 1; element order = 5) translational displacement in Z, m/s/s + 40 -2.506109944552E-003 T 2 First time derivative of First time derivative of finite element node 3 (number of elements = 1; element order = 5) rotational displacement in X, rad/s/s + 41 3.613228414802E-002 T 2 First time derivative of First time derivative of finite element node 3 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s/s + 42 -2.038158684931E-002 T 2 First time derivative of First time derivative of finite element node 3 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s/s + 43 -2.019163177400E+000 T 2 First time derivative of First time derivative of finite element node 4 (number of elements = 1; element order = 5) translational displacement in X, m/s/s + 44 6.311820264091E-002 T 2 First time derivative of First time derivative of finite element node 4 (number of elements = 1; element order = 5) translational displacement in Y, m/s/s + 45 -6.642984185346E+001 T 2 First time derivative of First time derivative of finite element node 4 (number of elements = 1; element order = 5) translational displacement in Z, m/s/s + 46 -1.740429333256E-002 T 2 First time derivative of First time derivative of finite element node 4 (number of elements = 1; element order = 5) rotational displacement in X, rad/s/s + 47 1.805587323060E-002 T 2 First time derivative of First time derivative of finite element node 4 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s/s + 48 -3.994845117153E-002 T 2 First time derivative of First time derivative of finite element node 4 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s/s + 49 -3.724354288738E+000 T 2 First time derivative of First time derivative of finite element node 5 (number of elements = 1; element order = 5) translational displacement in X, m/s/s + 50 3.429818781646E-001 T 2 First time derivative of First time derivative of finite element node 5 (number of elements = 1; element order = 5) translational displacement in Y, m/s/s + 51 -9.059427051478E+001 T 2 First time derivative of First time derivative of finite element node 5 (number of elements = 1; element order = 5) translational displacement in Z, m/s/s + 52 -3.683305944120E-002 T 2 First time derivative of First time derivative of finite element node 5 (number of elements = 1; element order = 5) rotational displacement in X, rad/s/s + 53 -1.240503001433E-001 T 2 First time derivative of First time derivative of finite element node 5 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s/s + 54 -5.385526971000E-002 T 2 First time derivative of First time derivative of finite element node 5 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s/s + 55 -5.595904567990E+000 T 2 First time derivative of First time derivative of finite element node 6 (number of elements = 1; element order = 5) translational displacement in X, m/s/s + 56 6.067707553606E-001 T 2 First time derivative of First time derivative of finite element node 6 (number of elements = 1; element order = 5) translational displacement in Y, m/s/s + 57 -1.024480319569E+002 T 2 First time derivative of First time derivative of finite element node 6 (number of elements = 1; element order = 5) translational displacement in Z, m/s/s + 58 -5.248465719543E-002 T 2 First time derivative of First time derivative of finite element node 6 (number of elements = 1; element order = 5) rotational displacement in X, rad/s/s + 59 -2.186604483935E-001 T 2 First time derivative of First time derivative of finite element node 6 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s/s + 60 -4.649151987611E-002 T 2 First time derivative of First time derivative of finite element node 6 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s/s Order of outputs: Row Operating Point Rotating Frame? Derivative Order Description ---------- --------------- --------------- ---------------- ----------- - 1 3.226327838916E+004 T 0 RootFxr, (N) - 2 1.196634363051E+005 T 0 RootFyr, (N) - 3 4.874905568645E+005 T 0 RootFzr, (N) - 4 -2.390934202161E+006 T 0 RootMxr, (N-m) - 5 8.432501221735E+005 T 0 RootMyr, (N-m) - 6 4.453394739549E+003 T 0 RootMzr, (N-m) - 7 2.790474778638E-001 T 0 TipTDxr, (m) - 8 2.722175748857E-001 T 0 TipTDyr, (m) - 9 1.031907313934E-002 T 0 TipTDzr, (m) - 10 -6.493305369279E-003 T 0 TipRDxr, (-) - 11 1.104314521610E-002 T 0 TipRDyr, (-) - 12 3.644140852570E-004 T 0 TipRDzr, (-) + 1 3.226327844714E+004 T 0 RootFxr, (N) + 2 1.196634362021E+005 T 0 RootFyr, (N) + 3 4.874905569793E+005 T 0 RootFzr, (N) + 4 -2.390934201018E+006 T 0 RootMxr, (N-m) + 5 8.432501214363E+005 T 0 RootMyr, (N-m) + 6 4.453394819621E+003 T 0 RootMzr, (N-m) + 7 2.790474794523E-001 T 0 TipTDxr, (m) + 8 2.722175748952E-001 T 0 TipTDyr, (m) + 9 1.031907312364E-002 T 0 TipTDzr, (m) + 10 -6.493305368957E-003 T 0 TipRDxr, (-) + 11 1.104314537253E-002 T 0 TipRDyr, (-) + 12 3.644141053726E-004 T 0 TipRDzr, (-) Linearized state matrices: A: 60 x 60 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 1.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 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0.000000000000E+000 0.000000000000E+000 diff --git a/glue-codes/openfast/5MW_Land_BD_Linear/5MW_Land_BD_Linear.1.ED.lin b/glue-codes/openfast/5MW_Land_BD_Linear/5MW_Land_BD_Linear.1.ED.lin index 15e1d53dd..76702031f 100644 --- a/glue-codes/openfast/5MW_Land_BD_Linear/5MW_Land_BD_Linear.1.ED.lin +++ b/glue-codes/openfast/5MW_Land_BD_Linear/5MW_Land_BD_Linear.1.ED.lin @@ -1,5 +1,5 @@ -Linearized model: Predictions were generated on 10-Dec-2025 at 05:21:41 using OpenFAST, compiled on Dec 10 2025 at 05:06:35 as a 64-bit application using double precision at commit -128-NOTFOUND +Linearized model: Predictions were generated on 17-Jul-2026 at 22:42:27 using OpenFAST, compiled on Jul 17 2026 at 14:05:32 as a 64-bit application using double precision at commit HEAD-HASH-NOTFOUND linked with NWTC Subroutine Library; ElastoDyn; BeamDyn; ServoDyn Description from the FAST input file: FAST Certification Test #26: NREL 5.0 MW Baseline Wind Turbine (Onshore) @@ -19,34 +19,34 @@ Simulation information: Order of continuous states: Row/Column Operating Point Rotating Frame? Derivative Order Description ---------- --------------- --------------- ---------------- ----------- - 1 -1.852238774599E-002 F 2 1st tower fore-aft bending mode DOF (internal DOF index = DOF_TFA1), m - 2 -3.125127629626E-003 F 2 1st tower side-to-side bending mode DOF (internal DOF index = DOF_TSS1), m - 3 -3.204038017330E-005 F 2 2nd tower fore-aft bending mode DOF (internal DOF index = DOF_TFA2), m - 4 1.660665454155E-006 F 2 2nd tower side-to-side bending mode DOF (internal DOF index = DOF_TSS2), m - 5 2.209146303427E-005 F 2 Nacelle yaw DOF (internal DOF index = DOF_Yaw), rad - 6 -3.404458148020E-005 F 2 Drivetrain rotational-flexibility DOF (internal DOF index = DOF_DrTr), rad - 7 -2.345622419170E-002 F 2 First time derivative of 1st tower fore-aft bending mode DOF (internal DOF index = DOF_TFA1), m/s - 8 4.883931945946E-003 F 2 First time derivative of 1st tower side-to-side bending mode DOF (internal DOF index = DOF_TSS1), m/s - 9 7.173838135528E-004 F 2 First time derivative of 2nd tower fore-aft bending mode DOF (internal DOF index = DOF_TFA2), m/s - 10 1.844969799256E-005 F 2 First time derivative of 2nd tower side-to-side bending mode DOF (internal DOF index = DOF_TSS2), m/s - 11 -8.830023699096E-005 F 2 First time derivative of Nacelle yaw DOF (internal DOF index = DOF_Yaw), rad/s - 12 -1.251097440370E-004 F 2 First time derivative of Drivetrain rotational-flexibility DOF (internal DOF index = DOF_DrTr), rad/s + 1 -1.852238772294E-002 F 2 1st tower fore-aft bending mode DOF (internal DOF index = DOF_TFA1), m + 2 -3.125127622609E-003 F 2 1st tower side-to-side bending mode DOF (internal DOF index = DOF_TSS1), m + 3 -3.204038175220E-005 F 2 2nd tower fore-aft bending mode DOF (internal DOF index = DOF_TFA2), m + 4 1.660665435105E-006 F 2 2nd tower side-to-side bending mode DOF (internal DOF index = DOF_TSS2), m + 5 2.209146284764E-005 F 2 Nacelle yaw DOF (internal DOF index = DOF_Yaw), rad + 6 -3.404458255472E-005 F 2 Drivetrain rotational-flexibility DOF (internal DOF index = DOF_DrTr), rad + 7 -2.345622415925E-002 F 2 First time derivative of 1st tower fore-aft bending mode DOF (internal DOF index = DOF_TFA1), m/s + 8 4.883931959927E-003 F 2 First time derivative of 1st tower side-to-side bending mode DOF (internal DOF index = DOF_TSS1), m/s + 9 7.173837780042E-004 F 2 First time derivative of 2nd tower fore-aft bending mode DOF (internal DOF index = DOF_TFA2), m/s + 10 1.844969232012E-005 F 2 First time derivative of 2nd tower side-to-side bending mode DOF (internal DOF index = DOF_TSS2), m/s + 11 -8.830024250418E-005 F 2 First time derivative of Nacelle yaw DOF (internal DOF index = DOF_Yaw), rad/s + 12 -1.251097474760E-004 F 2 First time derivative of Drivetrain rotational-flexibility DOF (internal DOF index = DOF_DrTr), rad/s Order of continuous state derivatives: Row/Column Operating Point Rotating Frame? Derivative Order Description ---------- --------------- --------------- ---------------- ----------- - 1 -2.345622419170E-002 F 2 First time derivative of 1st tower fore-aft bending mode DOF (internal DOF index = DOF_TFA1), m/s - 2 4.883931945946E-003 F 2 First time derivative of 1st tower side-to-side bending mode DOF (internal DOF index = DOF_TSS1), m/s - 3 7.173838135528E-004 F 2 First time derivative of 2nd tower fore-aft bending mode DOF (internal DOF index = DOF_TFA2), m/s - 4 1.844969799256E-005 F 2 First time derivative of 2nd tower side-to-side bending mode DOF (internal DOF index = DOF_TSS2), m/s - 5 -8.830023699096E-005 F 2 First time derivative of Nacelle yaw DOF (internal DOF index = DOF_Yaw), rad/s - 6 -1.251097440370E-004 F 2 First time derivative of Drivetrain rotational-flexibility DOF (internal DOF index = DOF_DrTr), rad/s - 7 3.275164794673E-002 F 2 First time derivative of First time derivative of 1st tower fore-aft bending mode DOF (internal DOF index = DOF_TFA1), m/s/s - 8 5.686583813665E-004 F 2 First time derivative of First time derivative of 1st tower side-to-side bending mode DOF (internal DOF index = DOF_TSS1), m/s/s - 9 -2.139912539105E-002 F 2 First time derivative of First time derivative of 2nd tower fore-aft bending mode DOF (internal DOF index = DOF_TFA2), m/s/s - 10 -9.035859641010E-004 F 2 First time derivative of First time derivative of 2nd tower side-to-side bending mode DOF (internal DOF index = DOF_TSS2), m/s/s - 11 -9.493134432528E-004 F 2 First time derivative of First time derivative of Nacelle yaw DOF (internal DOF index = DOF_Yaw), rad/s/s - 12 1.832423086621E-003 F 2 First time derivative of First time derivative of Drivetrain rotational-flexibility DOF (internal DOF index = DOF_DrTr), rad/s/s + 1 -2.345622415925E-002 F 2 First time derivative of 1st tower fore-aft bending mode DOF (internal DOF index = DOF_TFA1), m/s + 2 4.883931959927E-003 F 2 First time derivative of 1st tower side-to-side bending mode DOF (internal DOF index = DOF_TSS1), m/s + 3 7.173837780042E-004 F 2 First time derivative of 2nd tower fore-aft bending mode DOF (internal DOF index = DOF_TFA2), m/s + 4 1.844969232012E-005 F 2 First time derivative of 2nd tower side-to-side bending mode DOF (internal DOF index = DOF_TSS2), m/s + 5 -8.830024250418E-005 F 2 First time derivative of Nacelle yaw DOF (internal DOF index = DOF_Yaw), rad/s + 6 -1.251097474760E-004 F 2 First time derivative of Drivetrain rotational-flexibility DOF (internal DOF index = DOF_DrTr), rad/s + 7 3.275164813928E-002 F 2 First time derivative of First time derivative of 1st tower fore-aft bending mode DOF (internal DOF index = DOF_TFA1), m/s/s + 8 5.686584102825E-004 F 2 First time derivative of First time derivative of 1st tower side-to-side bending mode DOF (internal DOF index = DOF_TSS1), m/s/s + 9 -2.139912488806E-002 F 2 First time derivative of First time derivative of 2nd tower fore-aft bending mode DOF (internal DOF index = DOF_TFA2), m/s/s + 10 -9.035859829044E-004 F 2 First time derivative of First time derivative of 2nd tower side-to-side bending mode DOF (internal DOF index = DOF_TSS2), m/s/s + 11 -9.493133818566E-004 F 2 First time derivative of First time derivative of Nacelle yaw DOF (internal DOF index = DOF_Yaw), rad/s/s + 12 1.832423520083E-003 F 2 First time derivative of First time derivative of Drivetrain rotational-flexibility DOF (internal DOF index = DOF_DrTr), rad/s/s Order of inputs: Column Operating Point Rotating Frame? Derivative Order Description @@ -57,7 +57,7 @@ Order of inputs: 4 -0.000000000000E+000 T 0 Blade 1 pitch moment, Nm 5 -0.000000000000E+000 T 0 Blade 2 pitch moment, Nm 6 -0.000000000000E+000 T 0 Blade 3 pitch moment, Nm - 7 -1.977551319249E+005 F 0 Yaw moment, Nm + 7 -1.977551301344E+005 F 0 Yaw moment, Nm 8 0.000000000000E+000 F 0 Generator torque, Nm 9 0.000000000000E+000 F 0 Extended input: collective blade-pitch command, rad @@ -65,27 +65,27 @@ Order of outputs: Row Operating Point Rotating Frame? Derivative Order Description ---------- --------------- --------------- ---------------- ----------- 1 0.000000000000E+000 T 0 BldPitch1, (deg) - 2 7.263434938918E+001 F 0 Azimuth, (deg) - 3 1.209880528995E+001 F 0 RotSpeed, (rpm) + 2 7.263434938912E+001 F 0 Azimuth, (deg) + 3 1.209880528992E+001 F 0 RotSpeed, (rpm) 4 1.173700000000E+003 F 0 GenSpeed, (rpm) - 5 -1.855442812616E-002 F 0 TTDspFA, (m) - 6 3.123466964172E-003 F 0 TTDspSS, (m) + 5 -1.855442810469E-002 F 0 TTDspFA, (m) + 6 3.123466957174E-003 F 0 TTDspSS, (m) 7 0.000000000000E+000 F 0 TTDspTwst, (deg) - 8 -3.031589560093E+001 F 0 RotTorq, (kN-m) - 9 -5.235242392280E+002 F 0 LSSGagMya, (kN-m) - 10 2.367579841686E+003 F 0 LSSGagMza, (kN-m) - 11 5.830715864411E+000 F 0 YawBrFxp, (kN) - 12 4.318013153864E+000 F 0 YawBrFyp, (kN) - 13 -3.398007253084E+003 F 0 YawBrFzp, (kN) - 14 -2.171824538326E+001 F 0 YawBrMxp, (kN-m) - 15 -1.124678260803E+003 F 0 YawBrMyp, (kN-m) - 16 1.977551319249E+002 F 0 YawBrMzp, (kN-m) - 17 -4.967444085708E+001 F 0 TwrBsFxt, (kN) - 18 6.760162483892E+000 F 0 TwrBsFyt, (kN) - 19 -6.805428803476E+003 F 0 TwrBsFzt, (kN) - 20 -5.248318203032E+002 F 0 TwrBsMxt, (kN-m) - 21 -3.394493580466E+003 F 0 TwrBsMyt, (kN-m) - 22 1.977698654200E+002 F 0 TwrBsMzt, (kN-m) + 8 -3.031589655459E+001 F 0 RotTorq, (kN-m) + 9 -5.235242417553E+002 F 0 LSSGagMya, (kN-m) + 10 2.367579843801E+003 F 0 LSSGagMza, (kN-m) + 11 5.830715451547E+000 F 0 YawBrFxp, (kN) + 12 4.318013110243E+000 F 0 YawBrFyp, (kN) + 13 -3.398007252570E+003 F 0 YawBrFzp, (kN) + 14 -2.171824640360E+001 F 0 YawBrMxp, (kN-m) + 15 -1.124678263717E+003 F 0 YawBrMyp, (kN-m) + 16 1.977551301344E+002 F 0 YawBrMzp, (kN-m) + 17 -4.967443995728E+001 F 0 TwrBsFxt, (kN) + 18 6.760162486211E+000 F 0 TwrBsFyt, (kN) + 19 -6.805428802961E+003 F 0 TwrBsFzt, (kN) + 20 -5.248318193180E+002 F 0 TwrBsMxt, (kN-m) + 21 -3.394493552946E+003 F 0 TwrBsMyt, (kN-m) + 22 1.977698636329E+002 F 0 TwrBsMzt, (kN-m) Linearized state matrices: @@ -97,12 +97,12 @@ A: 12 x 12 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 1.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 1.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 1.000000000000E+000 - -4.968970210447E+000 -1.671154839590E-005 -4.139214339027E+001 -3.607941911060E-003 -3.556725657009E-004 4.670909534483E-004 -1.726706305687E-002 -2.232263866591E-005 -4.453315390892E-002 -1.045355531630E-003 -1.121156120034E-002 7.832271714403E-006 - 1.854639637572E-004 -4.895927715305E+000 9.683525726023E-003 -1.496852661562E+002 -9.331504792952E-002 4.942376338480E+001 4.909834416790E-004 -1.736696141881E-002 2.314042925522E-002 -1.577620406637E-001 -2.248650600569E-005 3.540309332250E-001 - -8.048092044071E-002 -7.808057233622E-006 -3.281319416237E+002 -1.782273400246E-003 4.034535241866E-005 3.309861428171E-004 -3.350417257455E-004 -1.194354882308E-005 -3.404310638519E-001 -5.588673941100E-004 -5.950047004400E-003 4.768904475755E-006 - 9.643360899676E-005 -1.498671636447E-001 3.442584489660E-003 -3.481044604134E+002 2.437249856131E-002 2.327924873576E+001 1.866491484191E-005 -5.817506127042E-004 8.787102063827E-004 -3.620447552646E-001 -8.967830197943E-006 1.667524475006E-001 - -8.268982848847E-005 -2.179632825823E-001 1.353425225979E-002 -3.147901110103E+001 -3.402064327514E-001 -1.494605189525E+001 9.950616210660E-004 -7.971342143950E-004 4.690978820889E-002 -3.319193902142E-002 -1.780174415880E-006 -1.070567130918E-001 - -3.451112655001E-002 -2.519988614079E-001 -1.619119356597E+000 3.285377021522E+002 -1.555855485799E+000 -7.533318030723E+003 5.928482062447E-005 8.798379932686E-004 2.800581385062E-003 3.662609479101E-001 -1.815026518651E-004 -5.379699960675E+001 + -4.968970209061E+000 -1.671144976683E-005 -4.139214231849E+001 -3.607936519003E-003 -3.556725394122E-004 4.670909456834E-004 -1.726706305727E-002 -2.232263867987E-005 -4.453315392180E-002 -1.045355531323E-003 -1.121156120723E-002 7.832271678025E-006 + 1.854641982978E-004 -4.895927712840E+000 9.683582910714E-003 -1.496852640584E+002 -9.331504773099E-002 4.942376338481E+001 4.909834416681E-004 -1.736696141895E-002 2.314042925511E-002 -1.577620406705E-001 -2.248650237709E-005 3.540309332245E-001 + -8.048091967735E-002 -7.808002935624E-006 -3.281319412425E+002 -1.782270498655E-003 4.034535165761E-005 3.309861379974E-004 -3.350417256916E-004 -1.194354883034E-005 -3.404310638474E-001 -5.588673939302E-004 -5.950047005449E-003 4.768904451652E-006 + 9.643369482691E-005 -1.498671628474E-001 3.442600562892E-003 -3.481044597281E+002 2.437249862091E-002 2.327924873576E+001 1.866491484614E-005 -5.817506127071E-004 8.787102065917E-004 -3.620447552648E-001 -8.967828758840E-006 1.667524475006E-001 + -8.268976161993E-005 -2.179632813533E-001 1.353429567182E-002 -3.147901054132E+001 -3.402064326281E-001 -1.494605189473E+001 9.950616211221E-004 -7.971342140776E-004 4.690978821239E-002 -3.319193901272E-002 -1.780174059974E-006 -1.070567130891E-001 + -3.451114349540E-002 -2.519989646120E-001 -1.619124304948E+000 3.285376149378E+002 -1.555855515529E+000 -7.533318030722E+003 5.928482072504E-005 8.798379933582E-004 2.800581389393E-003 3.662609479119E-001 -1.815026230387E-004 -5.379699960675E+001 B: 12 x 9 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 @@ -110,12 +110,12 @@ B: 12 x 9 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 - 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 -7.221552922321E-013 0.000000000000E+000 0.000000000000E+000 - 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 1.191574519367E-007 0.000000000000E+000 0.000000000000E+000 - 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 -1.736730314859E-012 0.000000000000E+000 0.000000000000E+000 - 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 2.374626121102E-009 0.000000000000E+000 0.000000000000E+000 - 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 2.536365620614E-007 0.000000000000E+000 0.000000000000E+000 - 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 1.722644208220E-008 0.000000000000E+000 0.000000000000E+000 + 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 -7.221554897926E-013 0.000000000000E+000 0.000000000000E+000 + 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 1.191574519381E-007 0.000000000000E+000 0.000000000000E+000 + 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 -1.736730409059E-012 0.000000000000E+000 0.000000000000E+000 + 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 2.374626121663E-009 0.000000000000E+000 0.000000000000E+000 + 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 2.536365620616E-007 0.000000000000E+000 0.000000000000E+000 + 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 1.722644208161E-008 0.000000000000E+000 0.000000000000E+000 C: 22 x 12 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 5.729577951308E+001 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 @@ -124,21 +124,21 @@ C: 22 x 12 1.000000000000E+000 0.000000000000E+000 1.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 -1.000000000000E+000 0.000000000000E+000 -1.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 - 0.000000000000E+000 -1.742769688473E-013 -5.809232294911E-013 -5.809232294911E-013 -1.017777498068E-013 8.676370000000E+005 -1.742769688473E-013 0.000000000000E+000 0.000000000000E+000 -5.809232294911E-013 5.088887490342E-014 6.215000000000E+003 - 3.456561673848E+001 7.461525138287E+002 4.904273933657E+004 1.587118864884E+005 -1.119690549070E+003 -3.546175582947E+003 2.158767506973E+000 2.435060672304E+000 1.468175348101E+002 1.593670721129E+002 -4.267200882187E+001 -4.234607308057E+001 - -1.121019560488E+002 2.290307165603E+002 -1.568908894545E+005 4.940583401719E+004 -3.663925391014E+002 -1.313407156452E+003 1.873597437157E-001 1.016904193348E+000 -1.353385126778E+002 6.276470657443E+001 1.364705698016E+002 -1.324157028107E+001 - 1.651717955344E+003 1.040508774931E-002 2.723778102357E+005 2.406724059744E+000 -8.676153405391E-002 -4.610152716425E-001 5.565688486218E+000 1.621323737233E-002 2.800488693372E+002 7.584649823581E-001 8.067108390139E+000 -6.555932433563E-003 - 1.591850017153E-001 -1.672436177664E+003 6.881216602513E+000 -3.439711376185E+005 5.072310200683E+001 3.786090578264E+004 -4.126967541624E-003 -5.720460157984E+000 -1.950642362643E-001 -3.547407778826E+002 -1.429295753878E-002 2.712027209075E+002 - -2.908924837003E+001 -1.520634636429E-001 -4.916559235153E+004 5.006363673838E+001 1.559300181750E-001 -3.759508889032E+000 -2.312981591487E-001 4.718453863873E-002 -4.723964790874E+001 9.645517647606E-001 -9.650405421325E-001 -2.655778660180E-002 - -3.277370881371E-001 3.190506400282E+003 -2.829649774307E+001 6.585627445079E+005 9.910078555276E+002 7.959584819536E+005 1.477203064686E-001 1.090445549518E+001 6.948948967074E+000 6.790643168927E+002 -3.023042075340E-001 5.701557739141E+003 - 3.450710540777E+003 3.893750230008E+000 1.171424616551E+006 1.456468332750E+002 1.718042054680E+000 1.039223981401E+001 1.191621270794E+001 -3.684816445830E-001 1.209417947935E+003 -1.723630367256E+001 -1.833650774477E+002 1.483767644908E-001 - -4.647385835928E-013 4.647385835928E-013 -1.394215750779E-011 4.182647252336E-011 0.000000000000E+000 -1.628443996909E-011 9.294771671857E-013 4.647385835928E-013 0.000000000000E+000 -4.647385835928E-012 0.000000000000E+000 8.142219984547E-013 - 1.860239957941E+003 -7.556317964484E-003 -5.492541669357E+005 -1.741140211982E+000 4.819711744920E-002 3.261142341237E-001 6.370221175677E+000 -1.162053972776E-002 -5.691409064907E+002 -5.434055592176E-001 -5.781380953970E+000 4.666704236562E-003 - -1.027120710425E-001 -1.639724695903E+003 -5.232441483311E+000 6.481715247347E+005 -2.846547090634E+001 -2.447172380812E+004 -1.077960492084E-002 -5.711741302060E+000 -5.080903604197E-001 6.733296769293E+002 9.327082176587E-003 -1.752942755398E+002 - -2.824638655087E+001 6.207201893634E-002 -4.915157047228E+004 6.005762613224E+001 1.540585350410E-001 -5.311752107875E+000 -2.953640548566E-001 5.729974212369E-002 -4.498031770106E+001 8.958543620106E-001 -9.628635469525E-001 -3.767759206666E-002 - 1.872022577519E+000 1.561390114962E+005 8.654522991082E+001 -1.745288673377E+007 5.243536879070E+002 4.474537453679E+005 1.849826464230E-001 5.345043701422E+002 8.713492411584E+000 -1.806685933465E+004 -1.706263980536E-001 3.205171797737E+003 - 1.668716779943E+005 -1.788695862599E-001 -1.510613760886E+007 -4.109451676125E+001 1.175869496030E+000 7.722224771141E+000 5.618960857290E+002 -2.748469220637E-001 -1.559855174622E+004 -1.285481485422E+001 -1.367688199853E+002 1.104548940509E-001 - -3.407898671149E-001 -4.286835165101E+000 2.514441064548E+000 3.307432698868E+001 -4.647958178522E-002 -3.797100510964E+001 -2.013436940062E-002 1.165811753720E-001 6.185728505169E-003 5.005791747338E-001 1.454907234342E-003 -2.719920108801E-001 + 0.000000000000E+000 -5.809232294911E-014 5.809232294911E-013 5.809232294911E-012 -5.088887490342E-014 8.676370000000E+005 1.161846458982E-013 5.809232294911E-014 -5.809232294911E-013 -5.809232294911E-013 -1.017777498068E-013 6.215000000000E+003 + 3.456561532958E+001 7.461525224039E+002 4.904273834727E+004 1.587118938851E+005 -1.119690549125E+003 -3.546175580760E+003 2.158767506492E+000 2.435060672307E+000 1.468175347738E+002 1.593670721096E+002 -4.267200882395E+001 -4.234607308314E+001 + -1.121019498118E+002 2.290307188738E+002 -1.568908864134E+005 4.940583562652E+004 -3.663925402589E+002 -1.313407153987E+003 1.873597452846E-001 1.016904193690E+000 -1.353385125604E+002 6.276470660224E+001 1.364705698049E+002 -1.324157028286E+001 + 1.651717971707E+003 1.040626996290E-002 2.723778180161E+005 2.406781501295E+000 -8.676153095756E-002 -4.610152650990E-001 5.565688486101E+000 1.621323738296E-002 2.800488693284E+002 7.584649821224E-001 8.067108391176E+000 -6.555932400765E-003 + 1.591840239459E-001 -1.672436191268E+003 6.881196812665E+000 -3.439711492515E+005 5.072310209826E+001 3.786090578264E+004 -4.126967532343E-003 -5.720460157979E+000 -1.950642357174E-001 -3.547407778823E+002 -1.429295523887E-002 2.712027209075E+002 + -2.908924848979E+001 -1.520635290409E-001 -4.916559263634E+004 5.006351429746E+001 1.559300212300E-001 -3.759508809369E+000 -2.312981635433E-001 4.718453793976E-002 -4.723964823680E+001 9.645516999202E-001 -9.650405404846E-001 -2.655778604813E-002 + -3.277351907538E-001 3.190506426731E+003 -2.829646034132E+001 6.585627671213E+005 9.910078574872E+002 7.959584819536E+005 1.477203066376E-001 1.090445549522E+001 6.948948974947E+000 6.790643168949E+002 -3.023041589532E-001 5.701557739141E+003 + 3.450710564528E+003 3.893752735090E+000 1.171424627859E+006 1.456476562949E+002 1.718042000674E+000 1.039223966332E+001 1.191621271018E+001 -3.684816447950E-001 1.209417948100E+003 -1.723630366680E+001 -1.833650774746E+002 1.483767637384E-001 + 0.000000000000E+000 9.294771671857E-013 9.294771671857E-012 5.576863003114E-011 0.000000000000E+000 4.885331990728E-012 0.000000000000E+000 -4.647385835928E-013 0.000000000000E+000 -9.294771671857E-012 0.000000000000E+000 0.000000000000E+000 + 1.860239958690E+003 -7.556265127658E-003 -5.492541665724E+005 -1.741137417888E+000 4.819711612986E-002 3.261142294199E-001 6.370221175740E+000 -1.162053973474E-002 -5.691409064858E+002 -5.434055590282E-001 -5.781380954888E+000 4.666704213357E-003 + -1.027121602375E-001 -1.639724696731E+003 -5.232457906381E+000 6.481715240260E+005 -2.846547096758E+001 -2.447172380812E+004 -1.077960492579E-002 -5.711741302060E+000 -5.080903606595E-001 6.733296769293E+002 9.327080675161E-003 -1.752942755398E+002 + -2.824638644366E+001 6.207202347219E-002 -4.915156995519E+004 6.005775705795E+001 1.540585379592E-001 -5.311752153758E+000 -2.953640582027E-001 5.729974166267E-002 -4.498031810631E+001 8.958542817038E-001 -9.628635451547E-001 -3.767759236630E-002 + 1.872024207050E+000 1.561390115113E+005 8.654552970389E+001 -1.745288672086E+007 5.243536890248E+002 4.474537453679E+005 1.849826465085E-001 5.345043701422E+002 8.713492415859E+000 -1.806685933465E+004 -1.706263706160E-001 3.205171797737E+003 + 1.668716780120E+005 -1.788683360536E-001 -1.510613760032E+007 -4.109445050827E+001 1.175869462569E+000 7.722224659788E+000 5.618960857305E+002 -2.748469221976E-001 -1.559855174610E+004 -1.285481484983E+001 -1.367688200066E+002 1.104548934907E-001 + -3.407901650179E-001 -4.286839828359E+000 2.514274233955E+000 3.307107045009E+001 -4.647956232857E-002 -3.797098940330E+001 -2.013436939364E-002 1.165811754719E-001 6.185724364349E-003 5.005792070006E-001 1.454907841751E-003 -2.719918983742E-001 D: 22 x 9 5.729577951308E+001 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 5.729577951308E+001 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 @@ -147,18 +147,18 @@ D: 22 x 9 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 - 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 -3.707880187672E-020 0.000000000000E+000 0.000000000000E+000 - 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 -1.452120452173E-004 0.000000000000E+000 0.000000000000E+000 - 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 -4.541220659061E-005 0.000000000000E+000 0.000000000000E+000 - 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 2.544304648059E-009 0.000000000000E+000 0.000000000000E+000 - 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 -4.857660705099E-006 0.000000000000E+000 0.000000000000E+000 - 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 -7.186460555756E-011 0.000000000000E+000 0.000000000000E+000 - 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 -4.321391992426E-005 0.000000000000E+000 0.000000000000E+000 - 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 7.265901337044E-009 0.000000000000E+000 0.000000000000E+000 + 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 -1.853940093836E-020 0.000000000000E+000 0.000000000000E+000 + 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 -1.452120452176E-004 0.000000000000E+000 0.000000000000E+000 + 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 -4.541220659097E-005 0.000000000000E+000 0.000000000000E+000 + 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 2.544304774262E-009 0.000000000000E+000 0.000000000000E+000 + 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 -4.857660704202E-006 0.000000000000E+000 0.000000000000E+000 + 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 -7.186449639757E-011 0.000000000000E+000 0.000000000000E+000 + 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 -4.321391992598E-005 0.000000000000E+000 0.000000000000E+000 + 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 7.265901708426E-009 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 -1.000000000000E-003 0.000000000000E+000 0.000000000000E+000 - 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 -1.740873233306E-009 0.000000000000E+000 0.000000000000E+000 - 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 -2.585492765518E-007 0.000000000000E+000 0.000000000000E+000 - 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 -5.002957663623E-011 0.000000000000E+000 0.000000000000E+000 - 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 1.678145462163E-006 0.000000000000E+000 0.000000000000E+000 - 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 -4.139311384488E-008 0.000000000000E+000 0.000000000000E+000 - 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 -9.999986631918E-004 0.000000000000E+000 0.000000000000E+000 + 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 -1.740873324520E-009 0.000000000000E+000 0.000000000000E+000 + 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 -2.585492771374E-007 0.000000000000E+000 0.000000000000E+000 + 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 -5.002945323797E-011 0.000000000000E+000 0.000000000000E+000 + 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 1.678145472864E-006 0.000000000000E+000 0.000000000000E+000 + 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 -4.139311599723E-008 0.000000000000E+000 0.000000000000E+000 + 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 -9.999986631927E-004 0.000000000000E+000 0.000000000000E+000 diff --git a/glue-codes/openfast/5MW_Land_BD_Linear/5MW_Land_BD_Linear.1.SrvD.lin b/glue-codes/openfast/5MW_Land_BD_Linear/5MW_Land_BD_Linear.1.SrvD.lin index a951886ac..b096be74b 100644 --- a/glue-codes/openfast/5MW_Land_BD_Linear/5MW_Land_BD_Linear.1.SrvD.lin +++ b/glue-codes/openfast/5MW_Land_BD_Linear/5MW_Land_BD_Linear.1.SrvD.lin @@ -1,5 +1,5 @@ -Linearized model: Predictions were generated on 10-Dec-2025 at 05:21:41 using OpenFAST, compiled on Dec 10 2025 at 05:06:35 as a 64-bit application using double precision at commit -128-NOTFOUND +Linearized model: Predictions were generated on 17-Jul-2026 at 22:42:27 using OpenFAST, compiled on Jul 17 2026 at 14:05:32 as a 64-bit application using double precision at commit HEAD-HASH-NOTFOUND linked with NWTC Subroutine Library; ElastoDyn; BeamDyn; ServoDyn Description from the FAST input file: FAST Certification Test #26: NREL 5.0 MW Baseline Wind Turbine (Onshore) diff --git a/glue-codes/openfast/5MW_Land_BD_Linear/5MW_Land_BD_Linear.1.lin b/glue-codes/openfast/5MW_Land_BD_Linear/5MW_Land_BD_Linear.1.lin index 78dc1db0a..a34c2251e 100644 --- a/glue-codes/openfast/5MW_Land_BD_Linear/5MW_Land_BD_Linear.1.lin +++ b/glue-codes/openfast/5MW_Land_BD_Linear/5MW_Land_BD_Linear.1.lin @@ -1,5 +1,5 @@ -Linearized model: Predictions were generated on 10-Dec-2025 at 05:21:41 using OpenFAST, compiled on Dec 10 2025 at 05:06:35 as a 64-bit application using double precision at commit -128-NOTFOUND +Linearized model: Predictions were generated on 17-Jul-2026 at 22:42:27 using OpenFAST, compiled on Jul 17 2026 at 14:05:32 as a 64-bit application using double precision at commit HEAD-HASH-NOTFOUND linked with NWTC Subroutine Library; ElastoDyn; BeamDyn; ServoDyn Description from the FAST input file: FAST Certification Test #26: NREL 5.0 MW Baseline Wind Turbine (Onshore) @@ -19,394 +19,394 @@ Simulation information: Order of continuous states: Row/Column Operating Point Rotating Frame? Derivative Order Description ---------- --------------- --------------- ---------------- ----------- - 1 -1.852238774599E-002 F 2 ED 1st tower fore-aft bending mode DOF (internal DOF index = DOF_TFA1), m - 2 -3.125127629626E-003 F 2 ED 1st tower side-to-side bending mode DOF (internal DOF index = DOF_TSS1), m - 3 -3.204038017330E-005 F 2 ED 2nd tower fore-aft bending mode DOF (internal DOF index = DOF_TFA2), m - 4 1.660665454155E-006 F 2 ED 2nd tower side-to-side bending mode DOF (internal DOF index = DOF_TSS2), m - 5 2.209146303427E-005 F 2 ED Nacelle yaw DOF (internal DOF index = DOF_Yaw), rad - 6 -3.404458148020E-005 F 2 ED Drivetrain rotational-flexibility DOF (internal DOF index = DOF_DrTr), rad - 7 -2.345622419170E-002 F 2 ED First time derivative of 1st tower fore-aft bending mode DOF (internal DOF index = DOF_TFA1), m/s - 8 4.883931945946E-003 F 2 ED First time derivative of 1st tower side-to-side bending mode DOF (internal DOF index = DOF_TSS1), m/s - 9 7.173838135528E-004 F 2 ED First time derivative of 2nd tower fore-aft bending mode DOF (internal DOF index = DOF_TFA2), m/s - 10 1.844969799256E-005 F 2 ED First time derivative of 2nd tower side-to-side bending mode DOF (internal DOF index = DOF_TSS2), m/s - 11 -8.830023699096E-005 F 2 ED First time derivative of Nacelle yaw DOF (internal DOF index = DOF_Yaw), rad/s - 12 -1.251097440370E-004 F 2 ED First time derivative of Drivetrain rotational-flexibility DOF (internal DOF index = DOF_DrTr), rad/s - 13 2.501876431428E-003 T 2 BD_1 finite element node 2 (number of elements = 1; element order = 5) translational displacement in X, m - 14 -5.603915238836E-003 T 2 BD_1 finite element node 2 (number of elements = 1; element order = 5) translational displacement in Y, m - 15 5.218901429680E-004 T 2 BD_1 finite element node 2 (number of elements = 1; element order = 5) translational displacement in Z, m - 16 1.354796136740E-003 T 2 BD_1 finite element node 2 (number of elements = 1; element order = 5) rotational displacement in X, rad - 17 7.264024769661E-004 T 2 BD_1 finite element node 2 (number of elements = 1; element order = 5) rotational displacement in Y, rad - 18 -7.961935619716E-006 T 2 BD_1 finite element node 2 (number of elements = 1; element order = 5) rotational displacement in Z, rad - 19 3.843489101184E-002 T 2 BD_1 finite element node 3 (number of elements = 1; element order = 5) translational displacement in X, m - 20 -5.861993747572E-002 T 2 BD_1 finite element node 3 (number of elements = 1; element order = 5) translational displacement in Y, m - 21 2.543508784741E-003 T 2 BD_1 finite element node 3 (number of elements = 1; element order = 5) translational displacement in Z, m - 22 5.327255250055E-003 T 2 BD_1 finite element node 3 (number of elements = 1; element order = 5) rotational displacement in X, rad - 23 4.338212501725E-003 T 2 BD_1 finite element node 3 (number of elements = 1; element order = 5) rotational displacement in Y, rad - 24 -9.061099377139E-005 T 2 BD_1 finite element node 3 (number of elements = 1; element order = 5) rotational displacement in Z, rad - 25 1.705676588056E-001 T 2 BD_1 finite element node 4 (number of elements = 1; element order = 5) translational displacement in X, m - 26 -1.902590701423E-001 T 2 BD_1 finite element node 4 (number of elements = 1; element order = 5) translational displacement in Y, m - 27 5.869779285270E-003 T 2 BD_1 finite element node 4 (number of elements = 1; element order = 5) translational displacement in Z, m - 28 8.626561494211E-003 T 2 BD_1 finite element node 4 (number of elements = 1; element order = 5) rotational displacement in X, rad - 29 1.060772689904E-002 T 2 BD_1 finite element node 4 (number of elements = 1; element order = 5) rotational displacement in Y, rad - 30 -2.490959339076E-004 T 2 BD_1 finite element node 4 (number of elements = 1; element order = 5) rotational displacement in Z, rad - 31 3.672285544692E-001 T 2 BD_1 finite element node 5 (number of elements = 1; element order = 5) translational displacement in X, m - 32 -3.313858032088E-001 T 2 BD_1 finite element node 5 (number of elements = 1; element order = 5) translational displacement in Y, m - 33 8.201418424976E-003 T 2 BD_1 finite element node 5 (number of elements = 1; element order = 5) translational displacement in Z, m - 34 9.813868791967E-003 T 2 BD_1 finite element node 5 (number of elements = 1; element order = 5) rotational displacement in X, rad - 35 1.550191352972E-002 T 2 BD_1 finite element node 5 (number of elements = 1; element order = 5) rotational displacement in Y, rad - 36 -2.982667923987E-004 T 2 BD_1 finite element node 5 (number of elements = 1; element order = 5) rotational displacement in Z, rad - 37 4.854550825070E-001 T 2 BD_1 finite element node 6 (number of elements = 1; element order = 5) translational displacement in X, m - 38 -4.051837879549E-001 T 2 BD_1 finite element node 6 (number of elements = 1; element order = 5) translational displacement in Y, m - 39 8.022766669893E-003 T 2 BD_1 finite element node 6 (number of elements = 1; element order = 5) translational displacement in Z, m - 40 1.001799973856E-002 T 2 BD_1 finite element node 6 (number of elements = 1; element order = 5) rotational displacement in X, rad - 41 1.658088877044E-002 T 2 BD_1 finite element node 6 (number of elements = 1; element order = 5) rotational displacement in Y, rad - 42 -2.819930130980E-004 T 2 BD_1 finite element node 6 (number of elements = 1; element order = 5) rotational displacement in Z, rad - 43 -2.275168725901E-002 T 2 BD_1 First time derivative of finite element node 2 (number of elements = 1; element order = 5) translational displacement in X, m/s - 44 -1.104530276738E+001 T 2 BD_1 First time derivative of finite element node 2 (number of elements = 1; element order = 5) translational displacement in Y, m/s - 45 -1.715724471787E-003 T 2 BD_1 First time derivative of finite element node 2 (number of elements = 1; element order = 5) translational displacement in Z, m/s - 46 1.265233320248E+000 T 2 BD_1 First time derivative of finite element node 2 (number of elements = 1; element order = 5) rotational displacement in X, rad/s - 47 -8.957231397548E-005 T 2 BD_1 First time derivative of finite element node 2 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s - 48 -5.548152208964E-002 T 2 BD_1 First time derivative of finite element node 2 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s - 49 -2.809949281426E-002 T 2 BD_1 First time derivative of finite element node 3 (number of elements = 1; element order = 5) translational displacement in X, m/s - 50 -2.969933904236E+001 T 2 BD_1 First time derivative of finite element node 3 (number of elements = 1; element order = 5) translational displacement in Y, m/s - 51 -6.814601336156E-002 T 2 BD_1 First time derivative of finite element node 3 (number of elements = 1; element order = 5) translational displacement in Z, m/s - 52 1.262854801471E+000 T 2 BD_1 First time derivative of finite element node 3 (number of elements = 1; element order = 5) rotational displacement in X, rad/s - 53 5.777686011079E-005 T 2 BD_1 First time derivative of finite element node 3 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s - 54 -5.551285221710E-002 T 2 BD_1 First time derivative of finite element node 3 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s - 55 -1.261729951173E-002 T 2 BD_1 First time derivative of finite element node 4 (number of elements = 1; element order = 5) translational displacement in X, m/s - 56 -5.183712238622E+001 T 2 BD_1 First time derivative of finite element node 4 (number of elements = 1; element order = 5) translational displacement in Y, m/s - 57 -2.335428080552E-001 T 2 BD_1 First time derivative of finite element node 4 (number of elements = 1; element order = 5) translational displacement in Z, m/s - 58 1.260560106332E+000 T 2 BD_1 First time derivative of finite element node 4 (number of elements = 1; element order = 5) rotational displacement in X, rad/s - 59 2.967216346364E-003 T 2 BD_1 First time derivative of finite element node 4 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s - 60 -5.571220419831E-002 T 2 BD_1 First time derivative of finite element node 4 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s - 61 5.200641480161E-002 T 2 BD_1 First time derivative of finite element node 5 (number of elements = 1; element order = 5) translational displacement in X, m/s - 62 -7.043866086018E+001 T 2 BD_1 First time derivative of finite element node 5 (number of elements = 1; element order = 5) translational displacement in Y, m/s - 63 -4.115254749701E-001 T 2 BD_1 First time derivative of finite element node 5 (number of elements = 1; element order = 5) translational displacement in Z, m/s - 64 1.259695978176E+000 T 2 BD_1 First time derivative of finite element node 5 (number of elements = 1; element order = 5) rotational displacement in X, rad/s - 65 6.385304691261E-003 T 2 BD_1 First time derivative of finite element node 5 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s - 66 -5.601591197105E-002 T 2 BD_1 First time derivative of finite element node 5 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s - 67 9.608157129174E-002 T 2 BD_1 First time derivative of finite element node 6 (number of elements = 1; element order = 5) translational displacement in X, m/s - 68 -7.954408118649E+001 T 2 BD_1 First time derivative of finite element node 6 (number of elements = 1; element order = 5) translational displacement in Y, m/s - 69 -5.051683734679E-001 T 2 BD_1 First time derivative of finite element node 6 (number of elements = 1; element order = 5) translational displacement in Z, m/s - 70 1.259535454296E+000 T 2 BD_1 First time derivative of finite element node 6 (number of elements = 1; element order = 5) rotational displacement in X, rad/s - 71 6.286492892031E-003 T 2 BD_1 First time derivative of finite element node 6 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s - 72 -5.608138125295E-002 T 2 BD_1 First time derivative of finite element node 6 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s - 73 2.313070246678E-003 T 2 BD_2 finite element node 2 (number of elements = 1; element order = 5) translational displacement in X, m - 74 1.178707485100E-003 T 2 BD_2 finite element node 2 (number of elements = 1; element order = 5) translational displacement in Y, m - 75 6.924751045680E-004 T 2 BD_2 finite element node 2 (number of elements = 1; element order = 5) translational displacement in Z, m - 76 -2.622642038187E-004 T 2 BD_2 finite element node 2 (number of elements = 1; element order = 5) rotational displacement in X, rad - 77 6.255649240461E-004 T 2 BD_2 finite element node 2 (number of elements = 1; element order = 5) rotational displacement in Y, rad - 78 7.772559811603E-006 T 2 BD_2 finite element node 2 (number of elements = 1; element order = 5) rotational displacement in Z, rad - 79 3.152381679229E-002 T 2 BD_2 finite element node 3 (number of elements = 1; element order = 5) translational displacement in X, m - 80 1.016991567889E-002 T 2 BD_2 finite element node 3 (number of elements = 1; element order = 5) translational displacement in Y, m - 81 3.371201801146E-003 T 2 BD_2 finite element node 3 (number of elements = 1; element order = 5) translational displacement in Z, m - 82 -7.977553786492E-004 T 2 BD_2 finite element node 3 (number of elements = 1; element order = 5) rotational displacement in X, rad - 83 3.427876464303E-003 T 2 BD_2 finite element node 3 (number of elements = 1; element order = 5) rotational displacement in Y, rad - 84 7.061792326479E-005 T 2 BD_2 finite element node 3 (number of elements = 1; element order = 5) rotational displacement in Z, rad - 85 1.363368697469E-001 T 2 BD_2 finite element node 4 (number of elements = 1; element order = 5) translational displacement in X, m - 86 2.777441391128E-002 T 2 BD_2 finite element node 4 (number of elements = 1; element order = 5) translational displacement in Y, m - 87 8.165029662503E-003 T 2 BD_2 finite element node 4 (number of elements = 1; element order = 5) translational displacement in Z, m - 88 -9.904414138651E-004 T 2 BD_2 finite element node 4 (number of elements = 1; element order = 5) rotational displacement in X, rad - 89 8.415065166595E-003 T 2 BD_2 finite element node 4 (number of elements = 1; element order = 5) rotational displacement in Y, rad - 90 1.595801380077E-004 T 2 BD_2 finite element node 4 (number of elements = 1; element order = 5) rotational displacement in Z, rad - 91 2.943378512533E-001 T 2 BD_2 finite element node 5 (number of elements = 1; element order = 5) translational displacement in X, m - 92 4.337438914535E-002 T 2 BD_2 finite element node 5 (number of elements = 1; element order = 5) translational displacement in Y, m - 93 1.227913505400E-002 T 2 BD_2 finite element node 5 (number of elements = 1; element order = 5) translational displacement in Z, m - 94 -1.035015482669E-003 T 2 BD_2 finite element node 5 (number of elements = 1; element order = 5) rotational displacement in X, rad - 95 1.255163496586E-002 T 2 BD_2 finite element node 5 (number of elements = 1; element order = 5) rotational displacement in Y, rad - 96 1.743352683058E-004 T 2 BD_2 finite element node 5 (number of elements = 1; element order = 5) rotational displacement in Z, rad - 97 3.905448834456E-001 T 2 BD_2 finite element node 6 (number of elements = 1; element order = 5) translational displacement in X, m - 98 5.159795365432E-002 T 2 BD_2 finite element node 6 (number of elements = 1; element order = 5) translational displacement in Y, m - 99 1.291370731112E-002 T 2 BD_2 finite element node 6 (number of elements = 1; element order = 5) translational displacement in Z, m - 100 -1.090083121335E-003 T 2 BD_2 finite element node 6 (number of elements = 1; element order = 5) rotational displacement in X, rad - 101 1.349315613050E-002 T 2 BD_2 finite element node 6 (number of elements = 1; element order = 5) rotational displacement in Y, rad - 102 1.883918471329E-004 T 2 BD_2 finite element node 6 (number of elements = 1; element order = 5) rotational displacement in Z, rad - 103 -2.386028813050E-002 T 2 BD_2 First time derivative of finite element node 2 (number of elements = 1; element order = 5) translational displacement in X, m/s - 104 -1.103604820329E+001 T 2 BD_2 First time derivative of finite element node 2 (number of elements = 1; element order = 5) translational displacement in Y, m/s - 105 2.332797211613E-003 T 2 BD_2 First time derivative of finite element node 2 (number of elements = 1; element order = 5) translational displacement in Z, m/s - 106 1.264857273587E+000 T 2 BD_2 First time derivative of finite element node 2 (number of elements = 1; element order = 5) rotational displacement in X, rad/s - 107 -1.997701645343E-004 T 2 BD_2 First time derivative of finite element node 2 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s - 108 -5.512789539647E-002 T 2 BD_2 First time derivative of finite element node 2 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s - 109 -2.716756532347E-002 T 2 BD_2 First time derivative of finite element node 3 (number of elements = 1; element order = 5) translational displacement in X, m/s - 110 -2.967950370460E+001 T 2 BD_2 First time derivative of finite element node 3 (number of elements = 1; element order = 5) translational displacement in Y, m/s - 111 1.353032837734E-002 T 2 BD_2 First time derivative of finite element node 3 (number of elements = 1; element order = 5) translational displacement in Z, m/s - 112 1.261971873912E+000 T 2 BD_2 First time derivative of finite element node 3 (number of elements = 1; element order = 5) rotational displacement in X, rad/s - 113 -5.071462239056E-004 T 2 BD_2 First time derivative of finite element node 3 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s - 114 -5.486278183530E-002 T 2 BD_2 First time derivative of finite element node 3 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s - 115 -5.689821962274E-002 T 2 BD_2 First time derivative of finite element node 4 (number of elements = 1; element order = 5) translational displacement in X, m/s - 116 -5.179739773728E+001 T 2 BD_2 First time derivative of finite element node 4 (number of elements = 1; element order = 5) translational displacement in Y, m/s - 117 3.567091007522E-002 T 2 BD_2 First time derivative of finite element node 4 (number of elements = 1; element order = 5) translational displacement in Z, m/s - 118 1.259073908362E+000 T 2 BD_2 First time derivative of finite element node 4 (number of elements = 1; element order = 5) rotational displacement in X, rad/s - 119 -3.883287311925E-003 T 2 BD_2 First time derivative of finite element node 4 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s - 120 -5.402635594696E-002 T 2 BD_2 First time derivative of finite element node 4 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s - 121 -1.665420903348E-001 T 2 BD_2 First time derivative of finite element node 5 (number of elements = 1; element order = 5) translational displacement in X, m/s - 122 -7.036963343898E+001 T 2 BD_2 First time derivative of finite element node 5 (number of elements = 1; element order = 5) translational displacement in Y, m/s - 123 5.627433761815E-002 T 2 BD_2 First time derivative of finite element node 5 (number of elements = 1; element order = 5) translational displacement in Z, m/s - 124 1.257299477434E+000 T 2 BD_2 First time derivative of finite element node 5 (number of elements = 1; element order = 5) rotational displacement in X, rad/s - 125 -1.174048268147E-002 T 2 BD_2 First time derivative of finite element node 5 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s - 126 -5.318260186424E-002 T 2 BD_2 First time derivative of finite element node 5 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s - 127 -2.739426012636E-001 T 2 BD_2 First time derivative of finite element node 6 (number of elements = 1; element order = 5) translational displacement in X, m/s - 128 -7.945388951938E+001 T 2 BD_2 First time derivative of finite element node 6 (number of elements = 1; element order = 5) translational displacement in Y, m/s - 129 6.802384582051E-002 T 2 BD_2 First time derivative of finite element node 6 (number of elements = 1; element order = 5) translational displacement in Z, m/s - 130 1.257012464466E+000 T 2 BD_2 First time derivative of finite element node 6 (number of elements = 1; element order = 5) rotational displacement in X, rad/s - 131 -1.681670115434E-002 T 2 BD_2 First time derivative of finite element node 6 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s - 132 -5.300681100805E-002 T 2 BD_2 First time derivative of finite element node 6 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s - 133 1.610405446698E-003 T 2 BD_3 finite element node 2 (number of elements = 1; element order = 5) translational displacement in X, m - 134 4.295845399393E-003 T 2 BD_3 finite element node 2 (number of elements = 1; element order = 5) translational displacement in Y, m - 135 4.793206543850E-004 T 2 BD_3 finite element node 2 (number of elements = 1; element order = 5) translational displacement in Z, m - 136 -1.016159533649E-003 T 2 BD_3 finite element node 2 (number of elements = 1; element order = 5) rotational displacement in X, rad - 137 4.093933016574E-004 T 2 BD_3 finite element node 2 (number of elements = 1; element order = 5) rotational displacement in Y, rad - 138 1.025172612806E-005 T 2 BD_3 finite element node 2 (number of elements = 1; element order = 5) rotational displacement in Z, rad - 139 1.971843096889E-002 T 2 BD_3 finite element node 3 (number of elements = 1; element order = 5) translational displacement in X, m - 140 4.259306029522E-002 T 2 BD_3 finite element node 3 (number of elements = 1; element order = 5) translational displacement in Y, m - 141 2.458441414876E-003 T 2 BD_3 finite element node 3 (number of elements = 1; element order = 5) translational displacement in Z, m - 142 -3.727282478003E-003 T 2 BD_3 finite element node 3 (number of elements = 1; element order = 5) rotational displacement in X, rad - 143 2.098552001076E-003 T 2 BD_3 finite element node 3 (number of elements = 1; element order = 5) rotational displacement in Y, rad - 144 1.044044920911E-004 T 2 BD_3 finite element node 3 (number of elements = 1; element order = 5) rotational displacement in Z, rad - 145 8.745817474771E-002 T 2 BD_3 finite element node 4 (number of elements = 1; element order = 5) translational displacement in X, m - 146 1.321888864559E-001 T 2 BD_3 finite element node 4 (number of elements = 1; element order = 5) translational displacement in Y, m - 147 6.269971782941E-003 T 2 BD_3 finite element node 4 (number of elements = 1; element order = 5) translational displacement in Z, m - 148 -5.666954788386E-003 T 2 BD_3 finite element node 4 (number of elements = 1; element order = 5) rotational displacement in X, rad - 149 5.696921538744E-003 T 2 BD_3 finite element node 4 (number of elements = 1; element order = 5) rotational displacement in Y, rad - 150 2.845989453183E-004 T 2 BD_3 finite element node 4 (number of elements = 1; element order = 5) rotational displacement in Z, rad - 151 2.020776368215E-001 T 2 BD_3 finite element node 5 (number of elements = 1; element order = 5) translational displacement in X, m - 152 2.241630306808E-001 T 2 BD_3 finite element node 5 (number of elements = 1; element order = 5) translational displacement in Y, m - 153 9.745617982109E-003 T 2 BD_3 finite element node 5 (number of elements = 1; element order = 5) translational displacement in Z, m - 154 -6.318174458436E-003 T 2 BD_3 finite element node 5 (number of elements = 1; element order = 5) rotational displacement in X, rad - 155 9.644251057108E-003 T 2 BD_3 finite element node 5 (number of elements = 1; element order = 5) rotational displacement in Y, rad - 156 3.621580420580E-004 T 2 BD_3 finite element node 5 (number of elements = 1; element order = 5) rotational displacement in Z, rad - 157 2.790474334742E-001 T 2 BD_3 finite element node 6 (number of elements = 1; element order = 5) translational displacement in X, m - 158 2.722175949534E-001 T 2 BD_3 finite element node 6 (number of elements = 1; element order = 5) translational displacement in Y, m - 159 1.031907067920E-002 T 2 BD_3 finite element node 6 (number of elements = 1; element order = 5) translational displacement in Z, m - 160 -6.493283268718E-003 T 2 BD_3 finite element node 6 (number of elements = 1; element order = 5) rotational displacement in X, rad - 161 1.104310675399E-002 T 2 BD_3 finite element node 6 (number of elements = 1; element order = 5) rotational displacement in Y, rad - 162 3.644125712529E-004 T 2 BD_3 finite element node 6 (number of elements = 1; element order = 5) rotational displacement in Z, rad - 163 -2.069571166175E-002 T 2 BD_3 First time derivative of finite element node 2 (number of elements = 1; element order = 5) translational displacement in X, m/s - 164 -1.105437022992E+001 T 2 BD_3 First time derivative of finite element node 2 (number of elements = 1; element order = 5) translational displacement in Y, m/s - 165 2.141172036924E-003 T 2 BD_3 First time derivative of finite element node 2 (number of elements = 1; element order = 5) translational displacement in Z, m/s - 166 1.267562759541E+000 T 2 BD_3 First time derivative of finite element node 2 (number of elements = 1; element order = 5) rotational displacement in X, rad/s - 167 9.810350072134E-005 T 2 BD_3 First time derivative of finite element node 2 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s - 168 -5.519407165674E-002 T 2 BD_3 First time derivative of finite element node 2 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s - 169 -2.341899565312E-002 T 2 BD_3 First time derivative of finite element node 3 (number of elements = 1; element order = 5) translational displacement in X, m/s - 170 -2.980052033268E+001 T 2 BD_3 First time derivative of finite element node 3 (number of elements = 1; element order = 5) translational displacement in Y, m/s - 171 5.043099756214E-002 T 2 BD_3 First time derivative of finite element node 3 (number of elements = 1; element order = 5) translational displacement in Z, m/s - 172 1.272518659397E+000 T 2 BD_3 First time derivative of finite element node 3 (number of elements = 1; element order = 5) rotational displacement in X, rad/s - 173 -9.624822515867E-004 T 2 BD_3 First time derivative of finite element node 3 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s - 174 -5.535991950042E-002 T 2 BD_3 First time derivative of finite element node 3 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s - 175 -5.229579621461E-002 T 2 BD_3 First time derivative of finite element node 4 (number of elements = 1; element order = 5) translational displacement in X, m/s - 176 -5.218556642523E+001 T 2 BD_3 First time derivative of finite element node 4 (number of elements = 1; element order = 5) translational displacement in Y, m/s - 177 1.642813049572E-001 T 2 BD_3 First time derivative of finite element node 4 (number of elements = 1; element order = 5) translational displacement in Z, m/s - 178 1.277418431613E+000 T 2 BD_3 First time derivative of finite element node 4 (number of elements = 1; element order = 5) rotational displacement in X, rad/s - 179 -2.073252521506E-003 T 2 BD_3 First time derivative of finite element node 4 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s - 180 -5.582965693034E-002 T 2 BD_3 First time derivative of finite element node 4 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s - 181 -4.929235424462E-002 T 2 BD_3 First time derivative of finite element node 5 (number of elements = 1; element order = 5) translational displacement in X, m/s - 182 -7.107387686057E+001 T 2 BD_3 First time derivative of finite element node 5 (number of elements = 1; element order = 5) translational displacement in Y, m/s - 183 2.814122170090E-001 T 2 BD_3 First time derivative of finite element node 5 (number of elements = 1; element order = 5) translational displacement in Z, m/s - 184 1.280079960797E+000 T 2 BD_3 First time derivative of finite element node 5 (number of elements = 1; element order = 5) rotational displacement in X, rad/s - 185 3.628467159835E-003 T 2 BD_3 First time derivative of finite element node 5 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s - 186 -5.622776372408E-002 T 2 BD_3 First time derivative of finite element node 5 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s - 187 1.027043619104E-002 T 2 BD_3 First time derivative of finite element node 6 (number of elements = 1; element order = 5) translational displacement in X, m/s - 188 -8.033426919809E+001 T 2 BD_3 First time derivative of finite element node 6 (number of elements = 1; element order = 5) translational displacement in Y, m/s - 189 3.422526937212E-001 T 2 BD_3 First time derivative of finite element node 6 (number of elements = 1; element order = 5) translational displacement in Z, m/s - 190 1.280566592127E+000 T 2 BD_3 First time derivative of finite element node 6 (number of elements = 1; element order = 5) rotational displacement in X, rad/s - 191 1.123202853641E-002 T 2 BD_3 First time derivative of finite element node 6 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s - 192 -5.630249289974E-002 T 2 BD_3 First time derivative of finite element node 6 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s + 1 -1.852238772294E-002 F 2 ED 1st tower fore-aft bending mode DOF (internal DOF index = DOF_TFA1), m + 2 -3.125127622609E-003 F 2 ED 1st tower side-to-side bending mode DOF (internal DOF index = DOF_TSS1), m + 3 -3.204038175220E-005 F 2 ED 2nd tower fore-aft bending mode DOF (internal DOF index = DOF_TFA2), m + 4 1.660665435105E-006 F 2 ED 2nd tower side-to-side bending mode DOF (internal DOF index = DOF_TSS2), m + 5 2.209146284764E-005 F 2 ED Nacelle yaw DOF (internal DOF index = DOF_Yaw), rad + 6 -3.404458255472E-005 F 2 ED Drivetrain rotational-flexibility DOF (internal DOF index = DOF_DrTr), rad + 7 -2.345622415925E-002 F 2 ED First time derivative of 1st tower fore-aft bending mode DOF (internal DOF index = DOF_TFA1), m/s + 8 4.883931959927E-003 F 2 ED First time derivative of 1st tower side-to-side bending mode DOF (internal DOF index = DOF_TSS1), m/s + 9 7.173837780042E-004 F 2 ED First time derivative of 2nd tower fore-aft bending mode DOF (internal DOF index = DOF_TFA2), m/s + 10 1.844969232012E-005 F 2 ED First time derivative of 2nd tower side-to-side bending mode DOF (internal DOF index = DOF_TSS2), m/s + 11 -8.830024250418E-005 F 2 ED First time derivative of Nacelle yaw DOF (internal DOF index = DOF_Yaw), rad/s + 12 -1.251097474760E-004 F 2 ED First time derivative of Drivetrain rotational-flexibility DOF (internal DOF index = DOF_DrTr), rad/s + 13 2.501876428296E-003 T 2 BD_1 finite element node 2 (number of elements = 1; element order = 5) translational displacement in X, m + 14 -5.603915237019E-003 T 2 BD_1 finite element node 2 (number of elements = 1; element order = 5) translational displacement in Y, m + 15 5.218901429204E-004 T 2 BD_1 finite element node 2 (number of elements = 1; element order = 5) translational displacement in Z, m + 16 1.354796136463E-003 T 2 BD_1 finite element node 2 (number of elements = 1; element order = 5) rotational displacement in X, rad + 17 7.264024756525E-004 T 2 BD_1 finite element node 2 (number of elements = 1; element order = 5) rotational displacement in Y, rad + 18 -7.961935725425E-006 T 2 BD_1 finite element node 2 (number of elements = 1; element order = 5) rotational displacement in Z, rad + 19 3.843489092702E-002 T 2 BD_1 finite element node 3 (number of elements = 1; element order = 5) translational displacement in X, m + 20 -5.861993746787E-002 T 2 BD_1 finite element node 3 (number of elements = 1; element order = 5) translational displacement in Y, m + 21 2.543508785025E-003 T 2 BD_1 finite element node 3 (number of elements = 1; element order = 5) translational displacement in Z, m + 22 5.327255250408E-003 T 2 BD_1 finite element node 3 (number of elements = 1; element order = 5) rotational displacement in X, rad + 23 4.338212491591E-003 T 2 BD_1 finite element node 3 (number of elements = 1; element order = 5) rotational displacement in Y, rad + 24 -9.061099574498E-005 T 2 BD_1 finite element node 3 (number of elements = 1; element order = 5) rotational displacement in Z, rad + 25 1.705676584851E-001 T 2 BD_1 finite element node 4 (number of elements = 1; element order = 5) translational displacement in X, m + 26 -1.902590701874E-001 T 2 BD_1 finite element node 4 (number of elements = 1; element order = 5) translational displacement in Y, m + 27 5.869779287116E-003 T 2 BD_1 finite element node 4 (number of elements = 1; element order = 5) translational displacement in Z, m + 28 8.626561500357E-003 T 2 BD_1 finite element node 4 (number of elements = 1; element order = 5) rotational displacement in X, rad + 29 1.060772688882E-002 T 2 BD_1 finite element node 4 (number of elements = 1; element order = 5) rotational displacement in Y, rad + 30 -2.490959425730E-004 T 2 BD_1 finite element node 4 (number of elements = 1; element order = 5) rotational displacement in Z, rad + 31 3.672285542464E-001 T 2 BD_1 finite element node 5 (number of elements = 1; element order = 5) translational displacement in X, m + 32 -3.313858034136E-001 T 2 BD_1 finite element node 5 (number of elements = 1; element order = 5) translational displacement in Y, m + 33 8.201418424067E-003 T 2 BD_1 finite element node 5 (number of elements = 1; element order = 5) translational displacement in Z, m + 34 9.813868804890E-003 T 2 BD_1 finite element node 5 (number of elements = 1; element order = 5) rotational displacement in X, rad + 35 1.550191356238E-002 T 2 BD_1 finite element node 5 (number of elements = 1; element order = 5) rotational displacement in Y, rad + 36 -2.982668082316E-004 T 2 BD_1 finite element node 5 (number of elements = 1; element order = 5) rotational displacement in Z, rad + 37 4.854550827003E-001 T 2 BD_1 finite element node 6 (number of elements = 1; element order = 5) translational displacement in X, m + 38 -4.051837882704E-001 T 2 BD_1 finite element node 6 (number of elements = 1; element order = 5) translational displacement in Y, m + 39 8.022766661191E-003 T 2 BD_1 finite element node 6 (number of elements = 1; element order = 5) translational displacement in Z, m + 40 1.001799975236E-002 T 2 BD_1 finite element node 6 (number of elements = 1; element order = 5) rotational displacement in X, rad + 41 1.658088884561E-002 T 2 BD_1 finite element node 6 (number of elements = 1; element order = 5) rotational displacement in Y, rad + 42 -2.819930298825E-004 T 2 BD_1 finite element node 6 (number of elements = 1; element order = 5) rotational displacement in Z, rad + 43 -2.275168728580E-002 T 2 BD_1 First time derivative of finite element node 2 (number of elements = 1; element order = 5) translational displacement in X, m/s + 44 -1.104530276729E+001 T 2 BD_1 First time derivative of finite element node 2 (number of elements = 1; element order = 5) translational displacement in Y, m/s + 45 -1.715724467165E-003 T 2 BD_1 First time derivative of finite element node 2 (number of elements = 1; element order = 5) translational displacement in Z, m/s + 46 1.265233320229E+000 T 2 BD_1 First time derivative of finite element node 2 (number of elements = 1; element order = 5) rotational displacement in X, rad/s + 47 -8.957231944202E-005 T 2 BD_1 First time derivative of finite element node 2 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s + 48 -5.548152210032E-002 T 2 BD_1 First time derivative of finite element node 2 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s + 49 -2.809949316085E-002 T 2 BD_1 First time derivative of finite element node 3 (number of elements = 1; element order = 5) translational displacement in X, m/s + 50 -2.969933904147E+001 T 2 BD_1 First time derivative of finite element node 3 (number of elements = 1; element order = 5) translational displacement in Y, m/s + 51 -6.814601335521E-002 T 2 BD_1 First time derivative of finite element node 3 (number of elements = 1; element order = 5) translational displacement in Z, m/s + 52 1.262854801416E+000 T 2 BD_1 First time derivative of finite element node 3 (number of elements = 1; element order = 5) rotational displacement in X, rad/s + 53 5.777680937742E-005 T 2 BD_1 First time derivative of finite element node 3 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s + 54 -5.551285224808E-002 T 2 BD_1 First time derivative of finite element node 3 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s + 55 -1.261730167659E-002 T 2 BD_1 First time derivative of finite element node 4 (number of elements = 1; element order = 5) translational displacement in X, m/s + 56 -5.183712238512E+001 T 2 BD_1 First time derivative of finite element node 4 (number of elements = 1; element order = 5) translational displacement in Y, m/s + 57 -2.335428081060E-001 T 2 BD_1 First time derivative of finite element node 4 (number of elements = 1; element order = 5) translational displacement in Z, m/s + 58 1.260560106403E+000 T 2 BD_1 First time derivative of finite element node 4 (number of elements = 1; element order = 5) rotational displacement in X, rad/s + 59 2.967216208550E-003 T 2 BD_1 First time derivative of finite element node 4 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s + 60 -5.571220432564E-002 T 2 BD_1 First time derivative of finite element node 4 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s + 61 5.200641099793E-002 T 2 BD_1 First time derivative of finite element node 5 (number of elements = 1; element order = 5) translational displacement in X, m/s + 62 -7.043866086211E+001 T 2 BD_1 First time derivative of finite element node 5 (number of elements = 1; element order = 5) translational displacement in Y, m/s + 63 -4.115254752534E-001 T 2 BD_1 First time derivative of finite element node 5 (number of elements = 1; element order = 5) translational displacement in Z, m/s + 64 1.259695978440E+000 T 2 BD_1 First time derivative of finite element node 5 (number of elements = 1; element order = 5) rotational displacement in X, rad/s + 65 6.385304679787E-003 T 2 BD_1 First time derivative of finite element node 5 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s + 66 -5.601591221761E-002 T 2 BD_1 First time derivative of finite element node 5 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s + 67 9.608156830294E-002 T 2 BD_1 First time derivative of finite element node 6 (number of elements = 1; element order = 5) translational displacement in X, m/s + 68 -7.954408119094E+001 T 2 BD_1 First time derivative of finite element node 6 (number of elements = 1; element order = 5) translational displacement in Y, m/s + 69 -5.051683739402E-001 T 2 BD_1 First time derivative of finite element node 6 (number of elements = 1; element order = 5) translational displacement in Z, m/s + 70 1.259535454586E+000 T 2 BD_1 First time derivative of finite element node 6 (number of elements = 1; element order = 5) rotational displacement in X, rad/s + 71 6.286493124427E-003 T 2 BD_1 First time derivative of finite element node 6 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s + 72 -5.608138151730E-002 T 2 BD_1 First time derivative of finite element node 6 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s + 73 2.313070250555E-003 T 2 BD_2 finite element node 2 (number of elements = 1; element order = 5) translational displacement in X, m + 74 1.178707487005E-003 T 2 BD_2 finite element node 2 (number of elements = 1; element order = 5) translational displacement in Y, m + 75 6.924751045805E-004 T 2 BD_2 finite element node 2 (number of elements = 1; element order = 5) translational displacement in Z, m + 76 -2.622642041896E-004 T 2 BD_2 finite element node 2 (number of elements = 1; element order = 5) rotational displacement in X, rad + 77 6.255649258794E-004 T 2 BD_2 finite element node 2 (number of elements = 1; element order = 5) rotational displacement in Y, rad + 78 7.772559800459E-006 T 2 BD_2 finite element node 2 (number of elements = 1; element order = 5) rotational displacement in Z, rad + 79 3.152381691086E-002 T 2 BD_2 finite element node 3 (number of elements = 1; element order = 5) translational displacement in X, m + 80 1.016991569041E-002 T 2 BD_2 finite element node 3 (number of elements = 1; element order = 5) translational displacement in Y, m + 81 3.371201800325E-003 T 2 BD_2 finite element node 3 (number of elements = 1; element order = 5) translational displacement in Z, m + 82 -7.977553793766E-004 T 2 BD_2 finite element node 3 (number of elements = 1; element order = 5) rotational displacement in X, rad + 83 3.427876477484E-003 T 2 BD_2 finite element node 3 (number of elements = 1; element order = 5) rotational displacement in Y, rad + 84 7.061792309318E-005 T 2 BD_2 finite element node 3 (number of elements = 1; element order = 5) rotational displacement in Z, rad + 85 1.363368700607E-001 T 2 BD_2 finite element node 4 (number of elements = 1; element order = 5) translational displacement in X, m + 86 2.777441394994E-002 T 2 BD_2 finite element node 4 (number of elements = 1; element order = 5) translational displacement in Y, m + 87 8.165029659747E-003 T 2 BD_2 finite element node 4 (number of elements = 1; element order = 5) translational displacement in Z, m + 88 -9.904414163947E-004 T 2 BD_2 finite element node 4 (number of elements = 1; element order = 5) rotational displacement in X, rad + 89 8.415065162061E-003 T 2 BD_2 finite element node 4 (number of elements = 1; element order = 5) rotational displacement in Y, rad + 90 1.595801362180E-004 T 2 BD_2 finite element node 4 (number of elements = 1; element order = 5) rotational displacement in Z, rad + 91 2.943378508682E-001 T 2 BD_2 finite element node 5 (number of elements = 1; element order = 5) translational displacement in X, m + 92 4.337438924395E-002 T 2 BD_2 finite element node 5 (number of elements = 1; element order = 5) translational displacement in Y, m + 93 1.227913505826E-002 T 2 BD_2 finite element node 5 (number of elements = 1; element order = 5) translational displacement in Z, m + 94 -1.035015488432E-003 T 2 BD_2 finite element node 5 (number of elements = 1; element order = 5) rotational displacement in X, rad + 95 1.255163486027E-002 T 2 BD_2 finite element node 5 (number of elements = 1; element order = 5) rotational displacement in Y, rad + 96 1.743352643131E-004 T 2 BD_2 finite element node 5 (number of elements = 1; element order = 5) rotational displacement in Z, rad + 97 3.905448819274E-001 T 2 BD_2 finite element node 6 (number of elements = 1; element order = 5) translational displacement in X, m + 98 5.159795379873E-002 T 2 BD_2 finite element node 6 (number of elements = 1; element order = 5) translational displacement in Y, m + 99 1.291370733037E-002 T 2 BD_2 finite element node 6 (number of elements = 1; element order = 5) translational displacement in Z, m + 100 -1.090083127352E-003 T 2 BD_2 finite element node 6 (number of elements = 1; element order = 5) rotational displacement in X, rad + 101 1.349315594012E-002 T 2 BD_2 finite element node 6 (number of elements = 1; element order = 5) rotational displacement in Y, rad + 102 1.883918431248E-004 T 2 BD_2 finite element node 6 (number of elements = 1; element order = 5) rotational displacement in Z, rad + 103 -2.386028823259E-002 T 2 BD_2 First time derivative of finite element node 2 (number of elements = 1; element order = 5) translational displacement in X, m/s + 104 -1.103604820333E+001 T 2 BD_2 First time derivative of finite element node 2 (number of elements = 1; element order = 5) translational displacement in Y, m/s + 105 2.332797192635E-003 T 2 BD_2 First time derivative of finite element node 2 (number of elements = 1; element order = 5) translational displacement in Z, m/s + 106 1.264857273589E+000 T 2 BD_2 First time derivative of finite element node 2 (number of elements = 1; element order = 5) rotational displacement in X, rad/s + 107 -1.997701818174E-004 T 2 BD_2 First time derivative of finite element node 2 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s + 108 -5.512789538857E-002 T 2 BD_2 First time derivative of finite element node 2 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s + 109 -2.716756534264E-002 T 2 BD_2 First time derivative of finite element node 3 (number of elements = 1; element order = 5) translational displacement in X, m/s + 110 -2.967950370472E+001 T 2 BD_2 First time derivative of finite element node 3 (number of elements = 1; element order = 5) translational displacement in Y, m/s + 111 1.353032837407E-002 T 2 BD_2 First time derivative of finite element node 3 (number of elements = 1; element order = 5) translational displacement in Z, m/s + 112 1.261971873913E+000 T 2 BD_2 First time derivative of finite element node 3 (number of elements = 1; element order = 5) rotational displacement in X, rad/s + 113 -5.071461427761E-004 T 2 BD_2 First time derivative of finite element node 3 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s + 114 -5.486278181026E-002 T 2 BD_2 First time derivative of finite element node 3 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s + 115 -5.689821558528E-002 T 2 BD_2 First time derivative of finite element node 4 (number of elements = 1; element order = 5) translational displacement in X, m/s + 116 -5.179739773703E+001 T 2 BD_2 First time derivative of finite element node 4 (number of elements = 1; element order = 5) translational displacement in Y, m/s + 117 3.567091007239E-002 T 2 BD_2 First time derivative of finite element node 4 (number of elements = 1; element order = 5) translational displacement in Z, m/s + 118 1.259073908307E+000 T 2 BD_2 First time derivative of finite element node 4 (number of elements = 1; element order = 5) rotational displacement in X, rad/s + 119 -3.883287001113E-003 T 2 BD_2 First time derivative of finite element node 4 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s + 120 -5.402635586785E-002 T 2 BD_2 First time derivative of finite element node 4 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s + 121 -1.665420847209E-001 T 2 BD_2 First time derivative of finite element node 5 (number of elements = 1; element order = 5) translational displacement in X, m/s + 122 -7.036963343693E+001 T 2 BD_2 First time derivative of finite element node 5 (number of elements = 1; element order = 5) translational displacement in Y, m/s + 123 5.627433767691E-002 T 2 BD_2 First time derivative of finite element node 5 (number of elements = 1; element order = 5) translational displacement in Z, m/s + 124 1.257299477277E+000 T 2 BD_2 First time derivative of finite element node 5 (number of elements = 1; element order = 5) rotational displacement in X, rad/s + 125 -1.174048304631E-002 T 2 BD_2 First time derivative of finite element node 5 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s + 126 -5.318260172971E-002 T 2 BD_2 First time derivative of finite element node 5 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s + 127 -2.739426025377E-001 T 2 BD_2 First time derivative of finite element node 6 (number of elements = 1; element order = 5) translational displacement in X, m/s + 128 -7.945388951580E+001 T 2 BD_2 First time derivative of finite element node 6 (number of elements = 1; element order = 5) translational displacement in Y, m/s + 129 6.802384599279E-002 T 2 BD_2 First time derivative of finite element node 6 (number of elements = 1; element order = 5) translational displacement in Z, m/s + 130 1.257012464287E+000 T 2 BD_2 First time derivative of finite element node 6 (number of elements = 1; element order = 5) rotational displacement in X, rad/s + 131 -1.681670260983E-002 T 2 BD_2 First time derivative of finite element node 6 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s + 132 -5.300681086127E-002 T 2 BD_2 First time derivative of finite element node 6 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s + 133 1.610405446187E-003 T 2 BD_3 finite element node 2 (number of elements = 1; element order = 5) translational displacement in X, m + 134 4.295845397462E-003 T 2 BD_3 finite element node 2 (number of elements = 1; element order = 5) translational displacement in Y, m + 135 4.793206543856E-004 T 2 BD_3 finite element node 2 (number of elements = 1; element order = 5) translational displacement in Z, m + 136 -1.016159533384E-003 T 2 BD_3 finite element node 2 (number of elements = 1; element order = 5) rotational displacement in X, rad + 137 4.093933009251E-004 T 2 BD_3 finite element node 2 (number of elements = 1; element order = 5) rotational displacement in Y, rad + 138 1.025172625921E-005 T 2 BD_3 finite element node 2 (number of elements = 1; element order = 5) rotational displacement in Z, rad + 139 1.971843091267E-002 T 2 BD_3 finite element node 3 (number of elements = 1; element order = 5) translational displacement in X, m + 140 4.259306029001E-002 T 2 BD_3 finite element node 3 (number of elements = 1; element order = 5) translational displacement in Y, m + 141 2.458441415268E-003 T 2 BD_3 finite element node 3 (number of elements = 1; element order = 5) translational displacement in Z, m + 142 -3.727282478217E-003 T 2 BD_3 finite element node 3 (number of elements = 1; element order = 5) rotational displacement in X, rad + 143 2.098551994912E-003 T 2 BD_3 finite element node 3 (number of elements = 1; element order = 5) rotational displacement in Y, rad + 144 1.044044943035E-004 T 2 BD_3 finite element node 3 (number of elements = 1; element order = 5) rotational displacement in Z, rad + 145 8.745817466715E-002 T 2 BD_3 finite element node 4 (number of elements = 1; element order = 5) translational displacement in X, m + 146 1.321888864602E-001 T 2 BD_3 finite element node 4 (number of elements = 1; element order = 5) translational displacement in Y, m + 147 6.269971783580E-003 T 2 BD_3 finite element node 4 (number of elements = 1; element order = 5) translational displacement in Z, m + 148 -5.666954788895E-003 T 2 BD_3 finite element node 4 (number of elements = 1; element order = 5) rotational displacement in X, rad + 149 5.696921552343E-003 T 2 BD_3 finite element node 4 (number of elements = 1; element order = 5) rotational displacement in Y, rad + 150 2.845989555945E-004 T 2 BD_3 finite element node 4 (number of elements = 1; element order = 5) rotational displacement in Z, rad + 151 2.020776374555E-001 T 2 BD_3 finite element node 5 (number of elements = 1; element order = 5) translational displacement in X, m + 152 2.241630306915E-001 T 2 BD_3 finite element node 5 (number of elements = 1; element order = 5) translational displacement in Y, m + 153 9.745617976698E-003 T 2 BD_3 finite element node 5 (number of elements = 1; element order = 5) translational displacement in Z, m + 154 -6.318174457857E-003 T 2 BD_3 finite element node 5 (number of elements = 1; element order = 5) rotational displacement in X, rad + 155 9.644251150915E-003 T 2 BD_3 finite element node 5 (number of elements = 1; element order = 5) rotational displacement in Y, rad + 156 3.621580612212E-004 T 2 BD_3 finite element node 5 (number of elements = 1; element order = 5) rotational displacement in Z, rad + 157 2.790474350626E-001 T 2 BD_3 finite element node 6 (number of elements = 1; element order = 5) translational displacement in X, m + 158 2.722175949629E-001 T 2 BD_3 finite element node 6 (number of elements = 1; element order = 5) translational displacement in Y, m + 159 1.031907066351E-002 T 2 BD_3 finite element node 6 (number of elements = 1; element order = 5) translational displacement in Z, m + 160 -6.493283268394E-003 T 2 BD_3 finite element node 6 (number of elements = 1; element order = 5) rotational displacement in X, rad + 161 1.104310691042E-002 T 2 BD_3 finite element node 6 (number of elements = 1; element order = 5) rotational displacement in Y, rad + 162 3.644125913684E-004 T 2 BD_3 finite element node 6 (number of elements = 1; element order = 5) rotational displacement in Z, rad + 163 -2.069571147612E-002 T 2 BD_3 First time derivative of finite element node 2 (number of elements = 1; element order = 5) translational displacement in X, m/s + 164 -1.105437023004E+001 T 2 BD_3 First time derivative of finite element node 2 (number of elements = 1; element order = 5) translational displacement in Y, m/s + 165 2.141172056793E-003 T 2 BD_3 First time derivative of finite element node 2 (number of elements = 1; element order = 5) translational displacement in Z, m/s + 166 1.267562759561E+000 T 2 BD_3 First time derivative of finite element node 2 (number of elements = 1; element order = 5) rotational displacement in X, rad/s + 167 9.810353284980E-005 T 2 BD_3 First time derivative of finite element node 2 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s + 168 -5.519407165408E-002 T 2 BD_3 First time derivative of finite element node 2 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s + 169 -2.341899502765E-002 T 2 BD_3 First time derivative of finite element node 3 (number of elements = 1; element order = 5) translational displacement in X, m/s + 170 -2.980052033327E+001 T 2 BD_3 First time derivative of finite element node 3 (number of elements = 1; element order = 5) translational displacement in Y, m/s + 171 5.043099758327E-002 T 2 BD_3 First time derivative of finite element node 3 (number of elements = 1; element order = 5) translational displacement in Z, m/s + 172 1.272518659412E+000 T 2 BD_3 First time derivative of finite element node 3 (number of elements = 1; element order = 5) rotational displacement in X, rad/s + 173 -9.624822831780E-004 T 2 BD_3 First time derivative of finite element node 3 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s + 174 -5.535991949426E-002 T 2 BD_3 First time derivative of finite element node 3 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s + 175 -5.229579859093E-002 T 2 BD_3 First time derivative of finite element node 4 (number of elements = 1; element order = 5) translational displacement in X, m/s + 176 -5.218556642499E+001 T 2 BD_3 First time derivative of finite element node 4 (number of elements = 1; element order = 5) translational displacement in Y, m/s + 177 1.642813050099E-001 T 2 BD_3 First time derivative of finite element node 4 (number of elements = 1; element order = 5) translational displacement in Z, m/s + 178 1.277418431481E+000 T 2 BD_3 First time derivative of finite element node 4 (number of elements = 1; element order = 5) rotational displacement in X, rad/s + 179 -2.073252762250E-003 T 2 BD_3 First time derivative of finite element node 4 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s + 180 -5.582965688086E-002 T 2 BD_3 First time derivative of finite element node 4 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s + 181 -4.929235658491E-002 T 2 BD_3 First time derivative of finite element node 5 (number of elements = 1; element order = 5) translational displacement in X, m/s + 182 -7.107387685680E+001 T 2 BD_3 First time derivative of finite element node 5 (number of elements = 1; element order = 5) translational displacement in Y, m/s + 183 2.814122170516E-001 T 2 BD_3 First time derivative of finite element node 5 (number of elements = 1; element order = 5) translational displacement in Z, m/s + 184 1.280079960514E+000 T 2 BD_3 First time derivative of finite element node 5 (number of elements = 1; element order = 5) rotational displacement in X, rad/s + 185 3.628467695869E-003 T 2 BD_3 First time derivative of finite element node 5 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s + 186 -5.622776361258E-002 T 2 BD_3 First time derivative of finite element node 5 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s + 187 1.027044252065E-002 T 2 BD_3 First time derivative of finite element node 6 (number of elements = 1; element order = 5) translational displacement in X, m/s + 188 -8.033426919178E+001 T 2 BD_3 First time derivative of finite element node 6 (number of elements = 1; element order = 5) translational displacement in Y, m/s + 189 3.422526936667E-001 T 2 BD_3 First time derivative of finite element node 6 (number of elements = 1; element order = 5) translational displacement in Z, m/s + 190 1.280566591816E+000 T 2 BD_3 First time derivative of finite element node 6 (number of elements = 1; element order = 5) rotational displacement in X, rad/s + 191 1.123203030009E-002 T 2 BD_3 First time derivative of finite element node 6 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s + 192 -5.630249279020E-002 T 2 BD_3 First time derivative of finite element node 6 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s Order of continuous state derivatives: Row/Column Operating Point Rotating Frame? Derivative Order Description ---------- --------------- --------------- ---------------- ----------- - 1 -2.345622419170E-002 F 2 First time derivative of ED 1st tower fore-aft bending mode DOF (internal DOF index = DOF_TFA1), m/s - 2 4.883931945946E-003 F 2 First time derivative of ED 1st tower side-to-side bending mode DOF (internal DOF index = DOF_TSS1), m/s - 3 7.173838135528E-004 F 2 First time derivative of ED 2nd tower fore-aft bending mode DOF (internal DOF index = DOF_TFA2), m/s - 4 1.844969799256E-005 F 2 First time derivative of ED 2nd tower side-to-side bending mode DOF (internal DOF index = DOF_TSS2), m/s - 5 -8.830023699096E-005 F 2 First time derivative of ED Nacelle yaw DOF (internal DOF index = DOF_Yaw), rad/s - 6 -1.251097440370E-004 F 2 First time derivative of ED Drivetrain rotational-flexibility DOF (internal DOF index = DOF_DrTr), rad/s - 7 3.275164794673E-002 F 2 First time derivative of ED First time derivative of 1st tower fore-aft bending mode DOF (internal DOF index = DOF_TFA1), m/s/s - 8 5.686583813665E-004 F 2 First time derivative of ED First time derivative of 1st tower side-to-side bending mode DOF (internal DOF index = DOF_TSS1), m/s/s - 9 -2.139912539105E-002 F 2 First time derivative of ED First time derivative of 2nd tower fore-aft bending mode DOF (internal DOF index = DOF_TFA2), m/s/s - 10 -9.035859641010E-004 F 2 First time derivative of ED First time derivative of 2nd tower side-to-side bending mode DOF (internal DOF index = DOF_TSS2), m/s/s - 11 -9.493134432528E-004 F 2 First time derivative of ED First time derivative of Nacelle yaw DOF (internal DOF index = DOF_Yaw), rad/s/s - 12 1.832423086621E-003 F 2 First time derivative of ED First time derivative of Drivetrain rotational-flexibility DOF (internal DOF index = DOF_DrTr), rad/s/s - 13 -2.275168725901E-002 T 2 First time derivative of BD_1 finite element node 2 (number of elements = 1; element order = 5) translational displacement in X, m/s - 14 -1.104530276738E+001 T 2 First time derivative of BD_1 finite element node 2 (number of elements = 1; element order = 5) translational displacement in Y, m/s - 15 -1.715724471787E-003 T 2 First time derivative of BD_1 finite element node 2 (number of elements = 1; element order = 5) translational displacement in Z, m/s - 16 1.265233320248E+000 T 2 First time derivative of BD_1 finite element node 2 (number of elements = 1; element order = 5) rotational displacement in X, rad/s - 17 -8.957231397548E-005 T 2 First time derivative of BD_1 finite element node 2 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s - 18 -5.548152208964E-002 T 2 First time derivative of BD_1 finite element node 2 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s - 19 -2.809949281426E-002 T 2 First time derivative of BD_1 finite element node 3 (number of elements = 1; element order = 5) translational displacement in X, m/s - 20 -2.969933904236E+001 T 2 First time derivative of BD_1 finite element node 3 (number of elements = 1; element order = 5) translational displacement in Y, m/s - 21 -6.814601336156E-002 T 2 First time derivative of BD_1 finite element node 3 (number of elements = 1; element order = 5) translational displacement in Z, m/s - 22 1.262854801471E+000 T 2 First time derivative of BD_1 finite element node 3 (number of elements = 1; element order = 5) rotational displacement in X, rad/s - 23 5.777686011079E-005 T 2 First time derivative of BD_1 finite element node 3 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s - 24 -5.551285221710E-002 T 2 First time derivative of BD_1 finite element node 3 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s - 25 -1.261729951173E-002 T 2 First time derivative of BD_1 finite element node 4 (number of elements = 1; element order = 5) translational displacement in X, m/s - 26 -5.183712238622E+001 T 2 First time derivative of BD_1 finite element node 4 (number of elements = 1; element order = 5) translational displacement in Y, m/s - 27 -2.335428080552E-001 T 2 First time derivative of BD_1 finite element node 4 (number of elements = 1; element order = 5) translational displacement in Z, m/s - 28 1.260560106332E+000 T 2 First time derivative of BD_1 finite element node 4 (number of elements = 1; element order = 5) rotational displacement in X, rad/s - 29 2.967216346364E-003 T 2 First time derivative of BD_1 finite element node 4 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s - 30 -5.571220419831E-002 T 2 First time derivative of BD_1 finite element node 4 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s - 31 5.200641480161E-002 T 2 First time derivative of BD_1 finite element node 5 (number of elements = 1; element order = 5) translational displacement in X, m/s - 32 -7.043866086018E+001 T 2 First time derivative of BD_1 finite element node 5 (number of elements = 1; element order = 5) translational displacement in Y, m/s - 33 -4.115254749701E-001 T 2 First time derivative of BD_1 finite element node 5 (number of elements = 1; element order = 5) translational displacement in Z, m/s - 34 1.259695978176E+000 T 2 First time derivative of BD_1 finite element node 5 (number of elements = 1; element order = 5) rotational displacement in X, rad/s - 35 6.385304691261E-003 T 2 First time derivative of BD_1 finite element node 5 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s - 36 -5.601591197105E-002 T 2 First time derivative of BD_1 finite element node 5 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s - 37 9.608157129174E-002 T 2 First time derivative of BD_1 finite element node 6 (number of elements = 1; element order = 5) translational displacement in X, m/s - 38 -7.954408118649E+001 T 2 First time derivative of BD_1 finite element node 6 (number of elements = 1; element order = 5) translational displacement in Y, m/s - 39 -5.051683734679E-001 T 2 First time derivative of BD_1 finite element node 6 (number of elements = 1; element order = 5) translational displacement in Z, m/s - 40 1.259535454296E+000 T 2 First time derivative of BD_1 finite element node 6 (number of elements = 1; element order = 5) rotational displacement in X, rad/s - 41 6.286492892031E-003 T 2 First time derivative of BD_1 finite element node 6 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s - 42 -5.608138125295E-002 T 2 First time derivative of BD_1 finite element node 6 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s - 43 -7.021410903267E-001 T 2 First time derivative of BD_1 First time derivative of finite element node 2 (number of elements = 1; element order = 5) translational displacement in X, m/s/s - 44 -9.272230564135E-002 T 2 First time derivative of BD_1 First time derivative of finite element node 2 (number of elements = 1; element order = 5) translational displacement in Y, m/s/s - 45 -1.401142137629E+001 T 2 First time derivative of BD_1 First time derivative of finite element node 2 (number of elements = 1; element order = 5) translational displacement in Z, m/s/s - 46 1.437628586536E-004 T 2 First time derivative of BD_1 First time derivative of finite element node 2 (number of elements = 1; element order = 5) rotational displacement in X, rad/s/s - 47 -8.388003585753E-003 T 2 First time derivative of BD_1 First time derivative of finite element node 2 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s/s - 48 1.711169505684E-002 T 2 First time derivative of BD_1 First time derivative of finite element node 2 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s/s - 49 -1.907941934896E+000 T 2 First time derivative of BD_1 First time derivative of finite element node 3 (number of elements = 1; element order = 5) translational displacement in X, m/s/s - 50 -8.996002876824E-002 T 2 First time derivative of BD_1 First time derivative of finite element node 3 (number of elements = 1; element order = 5) translational displacement in Y, m/s/s - 51 -3.758704393283E+001 T 2 First time derivative of BD_1 First time derivative of finite element node 3 (number of elements = 1; element order = 5) translational displacement in Z, m/s/s - 52 1.194973917102E-002 T 2 First time derivative of BD_1 First time derivative of finite element node 3 (number of elements = 1; element order = 5) rotational displacement in X, rad/s/s - 53 -1.488118061717E-002 T 2 First time derivative of BD_1 First time derivative of finite element node 3 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s/s - 54 1.907242249339E-002 T 2 First time derivative of BD_1 First time derivative of finite element node 3 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s/s - 55 -3.438054716588E+000 T 2 First time derivative of BD_1 First time derivative of finite element node 4 (number of elements = 1; element order = 5) translational displacement in X, m/s/s - 56 -2.653213198649E-001 T 2 First time derivative of BD_1 First time derivative of finite element node 4 (number of elements = 1; element order = 5) translational displacement in Y, m/s/s - 57 -6.551018723664E+001 T 2 First time derivative of BD_1 First time derivative of finite element node 4 (number of elements = 1; element order = 5) translational displacement in Z, m/s/s - 58 3.122533937354E-002 T 2 First time derivative of BD_1 First time derivative of finite element node 4 (number of elements = 1; element order = 5) rotational displacement in X, rad/s/s - 59 -1.399174617949E-002 T 2 First time derivative of BD_1 First time derivative of finite element node 4 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s/s - 60 2.608925182327E-002 T 2 First time derivative of BD_1 First time derivative of finite element node 4 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s/s - 61 -4.446969122491E+000 T 2 First time derivative of BD_1 First time derivative of finite element node 5 (number of elements = 1; element order = 5) translational displacement in X, m/s/s - 62 -7.071401928991E-001 T 2 First time derivative of BD_1 First time derivative of finite element node 5 (number of elements = 1; element order = 5) translational displacement in Y, m/s/s - 63 -8.894921387301E+001 T 2 First time derivative of BD_1 First time derivative of finite element node 5 (number of elements = 1; element order = 5) translational displacement in Z, m/s/s - 64 5.128987351189E-002 T 2 First time derivative of BD_1 First time derivative of finite element node 5 (number of elements = 1; element order = 5) rotational displacement in X, rad/s/s - 65 2.648638860010E-002 T 2 First time derivative of BD_1 First time derivative of finite element node 5 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s/s - 66 3.349635054923E-002 T 2 First time derivative of BD_1 First time derivative of finite element node 5 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s/s - 67 -4.591989055337E+000 T 2 First time derivative of BD_1 First time derivative of finite element node 6 (number of elements = 1; element order = 5) translational displacement in X, m/s/s - 68 -9.945082201452E-001 T 2 First time derivative of BD_1 First time derivative of finite element node 6 (number of elements = 1; element order = 5) translational displacement in Y, m/s/s - 69 -1.004288556836E+002 T 2 First time derivative of BD_1 First time derivative of finite element node 6 (number of elements = 1; element order = 5) translational displacement in Z, m/s/s - 70 4.182420605866E-002 T 2 First time derivative of BD_1 First time derivative of finite element node 6 (number of elements = 1; element order = 5) rotational displacement in X, rad/s/s - 71 7.016941017345E-002 T 2 First time derivative of BD_1 First time derivative of finite element node 6 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s/s - 72 3.569457667580E-002 T 2 First time derivative of BD_1 First time derivative of finite element node 6 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s/s - 73 -2.386028813050E-002 T 2 First time derivative of BD_2 finite element node 2 (number of elements = 1; element order = 5) translational displacement in X, m/s - 74 -1.103604820329E+001 T 2 First time derivative of BD_2 finite element node 2 (number of elements = 1; element order = 5) translational displacement in Y, m/s - 75 2.332797211613E-003 T 2 First time derivative of BD_2 finite element node 2 (number of elements = 1; element order = 5) translational displacement in Z, m/s - 76 1.264857273587E+000 T 2 First time derivative of BD_2 finite element node 2 (number of elements = 1; element order = 5) rotational displacement in X, rad/s - 77 -1.997701645343E-004 T 2 First time derivative of BD_2 finite element node 2 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s - 78 -5.512789539647E-002 T 2 First time derivative of BD_2 finite element node 2 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s - 79 -2.716756532347E-002 T 2 First time derivative of BD_2 finite element node 3 (number of elements = 1; element order = 5) translational displacement in X, m/s - 80 -2.967950370460E+001 T 2 First time derivative of BD_2 finite element node 3 (number of elements = 1; element order = 5) translational displacement in Y, m/s - 81 1.353032837734E-002 T 2 First time derivative of BD_2 finite element node 3 (number of elements = 1; element order = 5) translational displacement in Z, m/s - 82 1.261971873912E+000 T 2 First time derivative of BD_2 finite element node 3 (number of elements = 1; element order = 5) rotational displacement in X, rad/s - 83 -5.071462239056E-004 T 2 First time derivative of BD_2 finite element node 3 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s - 84 -5.486278183530E-002 T 2 First time derivative of BD_2 finite element node 3 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s - 85 -5.689821962274E-002 T 2 First time derivative of BD_2 finite element node 4 (number of elements = 1; element order = 5) translational displacement in X, m/s - 86 -5.179739773728E+001 T 2 First time derivative of BD_2 finite element node 4 (number of elements = 1; element order = 5) translational displacement in Y, m/s - 87 3.567091007522E-002 T 2 First time derivative of BD_2 finite element node 4 (number of elements = 1; element order = 5) translational displacement in Z, m/s - 88 1.259073908362E+000 T 2 First time derivative of BD_2 finite element node 4 (number of elements = 1; element order = 5) rotational displacement in X, rad/s - 89 -3.883287311925E-003 T 2 First time derivative of BD_2 finite element node 4 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s - 90 -5.402635594696E-002 T 2 First time derivative of BD_2 finite element node 4 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s - 91 -1.665420903348E-001 T 2 First time derivative of BD_2 finite element node 5 (number of elements = 1; element order = 5) translational displacement in X, m/s - 92 -7.036963343898E+001 T 2 First time derivative of BD_2 finite element node 5 (number of elements = 1; element order = 5) translational displacement in Y, m/s - 93 5.627433761815E-002 T 2 First time derivative of BD_2 finite element node 5 (number of elements = 1; element order = 5) translational displacement in Z, m/s - 94 1.257299477434E+000 T 2 First time derivative of BD_2 finite element node 5 (number of elements = 1; element order = 5) rotational displacement in X, rad/s - 95 -1.174048268147E-002 T 2 First time derivative of BD_2 finite element node 5 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s - 96 -5.318260186424E-002 T 2 First time derivative of BD_2 finite element node 5 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s - 97 -2.739426012636E-001 T 2 First time derivative of BD_2 finite element node 6 (number of elements = 1; element order = 5) translational displacement in X, m/s - 98 -7.945388951938E+001 T 2 First time derivative of BD_2 finite element node 6 (number of elements = 1; element order = 5) translational displacement in Y, m/s - 99 6.802384582051E-002 T 2 First time derivative of BD_2 finite element node 6 (number of elements = 1; element order = 5) translational displacement in Z, m/s - 100 1.257012464466E+000 T 2 First time derivative of BD_2 finite element node 6 (number of elements = 1; element order = 5) rotational displacement in X, rad/s - 101 -1.681670115434E-002 T 2 First time derivative of BD_2 finite element node 6 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s - 102 -5.300681100805E-002 T 2 First time derivative of BD_2 finite element node 6 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s - 103 -4.780193623229E-001 T 2 First time derivative of BD_2 First time derivative of finite element node 2 (number of elements = 1; element order = 5) translational displacement in X, m/s/s - 104 -3.252260992889E-004 T 2 First time derivative of BD_2 First time derivative of finite element node 2 (number of elements = 1; element order = 5) translational displacement in Y, m/s/s - 105 -1.387932926533E+001 T 2 First time derivative of BD_2 First time derivative of finite element node 2 (number of elements = 1; element order = 5) translational displacement in Z, m/s/s - 106 -1.025108045913E-003 T 2 First time derivative of BD_2 First time derivative of finite element node 2 (number of elements = 1; element order = 5) rotational displacement in X, rad/s/s - 107 1.460726397873E-002 T 2 First time derivative of BD_2 First time derivative of finite element node 2 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s/s - 108 -2.816091047173E-003 T 2 First time derivative of BD_2 First time derivative of finite element node 2 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s/s - 109 -1.452222096789E+000 T 2 First time derivative of BD_2 First time derivative of finite element node 3 (number of elements = 1; element order = 5) translational displacement in X, m/s/s - 110 -1.484813230383E-002 T 2 First time derivative of BD_2 First time derivative of finite element node 3 (number of elements = 1; element order = 5) translational displacement in Y, m/s/s - 111 -3.742845784804E+001 T 2 First time derivative of BD_2 First time derivative of finite element node 3 (number of elements = 1; element order = 5) translational displacement in Z, m/s/s - 112 -2.450839734428E-003 T 2 First time derivative of BD_2 First time derivative of finite element node 3 (number of elements = 1; element order = 5) rotational displacement in X, rad/s/s - 113 -8.554263789322E-003 T 2 First time derivative of BD_2 First time derivative of finite element node 3 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s/s - 114 -2.833296010788E-003 T 2 First time derivative of BD_2 First time derivative of finite element node 3 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s/s - 115 -2.976936304257E+000 T 2 First time derivative of BD_2 First time derivative of finite element node 4 (number of elements = 1; element order = 5) translational displacement in X, m/s/s - 116 1.310271109308E-001 T 2 First time derivative of BD_2 First time derivative of finite element node 4 (number of elements = 1; element order = 5) translational displacement in Y, m/s/s - 117 -6.530055462173E+001 T 2 First time derivative of BD_2 First time derivative of finite element node 4 (number of elements = 1; element order = 5) translational displacement in Z, m/s/s - 118 -1.532375284715E-002 T 2 First time derivative of BD_2 First time derivative of finite element node 4 (number of elements = 1; element order = 5) rotational displacement in X, rad/s/s - 119 -1.247559446158E-002 T 2 First time derivative of BD_2 First time derivative of finite element node 4 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s/s - 120 -2.816710400415E-003 T 2 First time derivative of BD_2 First time derivative of finite element node 4 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s/s - 121 -3.578352222827E+000 T 2 First time derivative of BD_2 First time derivative of finite element node 5 (number of elements = 1; element order = 5) translational displacement in X, m/s/s - 122 3.612242704203E-001 T 2 First time derivative of BD_2 First time derivative of finite element node 5 (number of elements = 1; element order = 5) translational displacement in Y, m/s/s - 123 -8.866604973551E+001 T 2 First time derivative of BD_2 First time derivative of finite element node 5 (number of elements = 1; element order = 5) translational displacement in Z, m/s/s - 124 -1.281838686732E-002 T 2 First time derivative of BD_2 First time derivative of finite element node 5 (number of elements = 1; element order = 5) rotational displacement in X, rad/s/s - 125 8.575958408108E-002 T 2 First time derivative of BD_2 First time derivative of finite element node 5 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s/s - 126 -6.388066951437E-003 T 2 First time derivative of BD_2 First time derivative of finite element node 5 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s/s - 127 -3.036188297742E+000 T 2 First time derivative of BD_2 First time derivative of finite element node 6 (number of elements = 1; element order = 5) translational displacement in X, m/s/s - 128 4.043644145841E-001 T 2 First time derivative of BD_2 First time derivative of finite element node 6 (number of elements = 1; element order = 5) translational displacement in Y, m/s/s - 129 -1.000980489451E+002 T 2 First time derivative of BD_2 First time derivative of finite element node 6 (number of elements = 1; element order = 5) translational displacement in Z, m/s/s - 130 -2.116315619071E-002 T 2 First time derivative of BD_2 First time derivative of finite element node 6 (number of elements = 1; element order = 5) rotational displacement in X, rad/s/s - 131 1.813531326717E-001 T 2 First time derivative of BD_2 First time derivative of finite element node 6 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s/s - 132 -1.190225964919E-002 T 2 First time derivative of BD_2 First time derivative of finite element node 6 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s/s - 133 -2.069571166175E-002 T 2 First time derivative of BD_3 finite element node 2 (number of elements = 1; element order = 5) translational displacement in X, m/s - 134 -1.105437022992E+001 T 2 First time derivative of BD_3 finite element node 2 (number of elements = 1; element order = 5) translational displacement in Y, m/s - 135 2.141172036924E-003 T 2 First time derivative of BD_3 finite element node 2 (number of elements = 1; element order = 5) translational displacement in Z, m/s - 136 1.267562759541E+000 T 2 First time derivative of BD_3 finite element node 2 (number of elements = 1; element order = 5) rotational displacement in X, rad/s - 137 9.810350072134E-005 T 2 First time derivative of BD_3 finite element node 2 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s - 138 -5.519407165674E-002 T 2 First time derivative of BD_3 finite element node 2 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s - 139 -2.341899565312E-002 T 2 First time derivative of BD_3 finite element node 3 (number of elements = 1; element order = 5) translational displacement in X, m/s - 140 -2.980052033268E+001 T 2 First time derivative of BD_3 finite element node 3 (number of elements = 1; element order = 5) translational displacement in Y, m/s - 141 5.043099756214E-002 T 2 First time derivative of BD_3 finite element node 3 (number of elements = 1; element order = 5) translational displacement in Z, m/s - 142 1.272518659397E+000 T 2 First time derivative of BD_3 finite element node 3 (number of elements = 1; element order = 5) rotational displacement in X, rad/s - 143 -9.624822515867E-004 T 2 First time derivative of BD_3 finite element node 3 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s - 144 -5.535991950042E-002 T 2 First time derivative of BD_3 finite element node 3 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s - 145 -5.229579621461E-002 T 2 First time derivative of BD_3 finite element node 4 (number of elements = 1; element order = 5) translational displacement in X, m/s - 146 -5.218556642523E+001 T 2 First time derivative of BD_3 finite element node 4 (number of elements = 1; element order = 5) translational displacement in Y, m/s - 147 1.642813049572E-001 T 2 First time derivative of BD_3 finite element node 4 (number of elements = 1; element order = 5) translational displacement in Z, m/s - 148 1.277418431613E+000 T 2 First time derivative of BD_3 finite element node 4 (number of elements = 1; element order = 5) rotational displacement in X, rad/s - 149 -2.073252521506E-003 T 2 First time derivative of BD_3 finite element node 4 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s - 150 -5.582965693034E-002 T 2 First time derivative of BD_3 finite element node 4 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s - 151 -4.929235424462E-002 T 2 First time derivative of BD_3 finite element node 5 (number of elements = 1; element order = 5) translational displacement in X, m/s - 152 -7.107387686057E+001 T 2 First time derivative of BD_3 finite element node 5 (number of elements = 1; element order = 5) translational displacement in Y, m/s - 153 2.814122170090E-001 T 2 First time derivative of BD_3 finite element node 5 (number of elements = 1; element order = 5) translational displacement in Z, m/s - 154 1.280079960797E+000 T 2 First time derivative of BD_3 finite element node 5 (number of elements = 1; element order = 5) rotational displacement in X, rad/s - 155 3.628467159835E-003 T 2 First time derivative of BD_3 finite element node 5 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s - 156 -5.622776372408E-002 T 2 First time derivative of BD_3 finite element node 5 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s - 157 1.027043619104E-002 T 2 First time derivative of BD_3 finite element node 6 (number of elements = 1; element order = 5) translational displacement in X, m/s - 158 -8.033426919809E+001 T 2 First time derivative of BD_3 finite element node 6 (number of elements = 1; element order = 5) translational displacement in Y, m/s - 159 3.422526937212E-001 T 2 First time derivative of BD_3 finite element node 6 (number of elements = 1; element order = 5) translational displacement in Z, m/s - 160 1.280566592127E+000 T 2 First time derivative of BD_3 finite element node 6 (number of elements = 1; element order = 5) rotational displacement in X, rad/s - 161 1.123202853641E-002 T 2 First time derivative of BD_3 finite element node 6 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s - 162 -5.630249289974E-002 T 2 First time derivative of BD_3 finite element node 6 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s - 163 -7.138745484504E-001 T 2 First time derivative of BD_3 First time derivative of finite element node 2 (number of elements = 1; element order = 5) translational displacement in X, m/s/s - 164 7.533046685833E-002 T 2 First time derivative of BD_3 First time derivative of finite element node 2 (number of elements = 1; element order = 5) translational displacement in Y, m/s/s - 165 -1.405741653644E+001 T 2 First time derivative of BD_3 First time derivative of finite element node 2 (number of elements = 1; element order = 5) translational displacement in Z, m/s/s - 166 -3.949160386439E-003 T 2 First time derivative of BD_3 First time derivative of finite element node 2 (number of elements = 1; element order = 5) rotational displacement in X, rad/s/s - 167 -3.349679876139E-003 T 2 First time derivative of BD_3 First time derivative of finite element node 2 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s/s - 168 -1.475522494524E-002 T 2 First time derivative of BD_3 First time derivative of finite element node 2 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s/s - 169 -1.483244877270E+000 T 2 First time derivative of BD_3 First time derivative of finite element node 3 (number of elements = 1; element order = 5) translational displacement in X, m/s/s - 170 5.564520911729E-002 T 2 First time derivative of BD_3 First time derivative of finite element node 3 (number of elements = 1; element order = 5) translational displacement in Y, m/s/s - 171 -3.786979460520E+001 T 2 First time derivative of BD_3 First time derivative of finite element node 3 (number of elements = 1; element order = 5) translational displacement in Z, m/s/s - 172 -2.506110168124E-003 T 2 First time derivative of BD_3 First time derivative of finite element node 3 (number of elements = 1; element order = 5) rotational displacement in X, rad/s/s - 173 3.613228186432E-002 T 2 First time derivative of BD_3 First time derivative of finite element node 3 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s/s - 174 -2.038158342125E-002 T 2 First time derivative of BD_3 First time derivative of finite element node 3 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s/s - 175 -2.019163231910E+000 T 2 First time derivative of BD_3 First time derivative of finite element node 4 (number of elements = 1; element order = 5) translational displacement in X, m/s/s - 176 6.311820005133E-002 T 2 First time derivative of BD_3 First time derivative of finite element node 4 (number of elements = 1; element order = 5) translational displacement in Y, m/s/s - 177 -6.642984184620E+001 T 2 First time derivative of BD_3 First time derivative of finite element node 4 (number of elements = 1; element order = 5) translational displacement in Z, m/s/s - 178 -1.740429375303E-002 T 2 First time derivative of BD_3 First time derivative of finite element node 4 (number of elements = 1; element order = 5) rotational displacement in X, rad/s/s - 179 1.805587107384E-002 T 2 First time derivative of BD_3 First time derivative of finite element node 4 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s/s - 180 -3.994844021519E-002 T 2 First time derivative of BD_3 First time derivative of finite element node 4 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s/s - 181 -3.724354237925E+000 T 2 First time derivative of BD_3 First time derivative of finite element node 5 (number of elements = 1; element order = 5) translational displacement in X, m/s/s - 182 3.429818891420E-001 T 2 First time derivative of BD_3 First time derivative of finite element node 5 (number of elements = 1; element order = 5) translational displacement in Y, m/s/s - 183 -9.059427051699E+001 T 2 First time derivative of BD_3 First time derivative of finite element node 5 (number of elements = 1; element order = 5) translational displacement in Z, m/s/s - 184 -3.683306055337E-002 T 2 First time derivative of BD_3 First time derivative of finite element node 5 (number of elements = 1; element order = 5) rotational displacement in X, rad/s/s - 185 -1.240502776173E-001 T 2 First time derivative of BD_3 First time derivative of finite element node 5 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s/s - 186 -5.385525083077E-002 T 2 First time derivative of BD_3 First time derivative of finite element node 5 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s/s - 187 -5.595904244062E+000 T 2 First time derivative of BD_3 First time derivative of finite element node 6 (number of elements = 1; element order = 5) translational displacement in X, m/s/s - 188 6.067707968753E-001 T 2 First time derivative of BD_3 First time derivative of finite element node 6 (number of elements = 1; element order = 5) translational displacement in Y, m/s/s - 189 -1.024480319691E+002 T 2 First time derivative of BD_3 First time derivative of finite element node 6 (number of elements = 1; element order = 5) translational displacement in Z, m/s/s - 190 -5.248466010997E-002 T 2 First time derivative of BD_3 First time derivative of finite element node 6 (number of elements = 1; element order = 5) rotational displacement in X, rad/s/s - 191 -2.186603990376E-001 T 2 First time derivative of BD_3 First time derivative of finite element node 6 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s/s - 192 -4.649150129162E-002 T 2 First time derivative of BD_3 First time derivative of finite element node 6 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s/s + 1 -2.345622415925E-002 F 2 First time derivative of ED 1st tower fore-aft bending mode DOF (internal DOF index = DOF_TFA1), m/s + 2 4.883931959927E-003 F 2 First time derivative of ED 1st tower side-to-side bending mode DOF (internal DOF index = DOF_TSS1), m/s + 3 7.173837780042E-004 F 2 First time derivative of ED 2nd tower fore-aft bending mode DOF (internal DOF index = DOF_TFA2), m/s + 4 1.844969232012E-005 F 2 First time derivative of ED 2nd tower side-to-side bending mode DOF (internal DOF index = DOF_TSS2), m/s + 5 -8.830024250418E-005 F 2 First time derivative of ED Nacelle yaw DOF (internal DOF index = DOF_Yaw), rad/s + 6 -1.251097474760E-004 F 2 First time derivative of ED Drivetrain rotational-flexibility DOF (internal DOF index = DOF_DrTr), rad/s + 7 3.275164813928E-002 F 2 First time derivative of ED First time derivative of 1st tower fore-aft bending mode DOF (internal DOF index = DOF_TFA1), m/s/s + 8 5.686584102825E-004 F 2 First time derivative of ED First time derivative of 1st tower side-to-side bending mode DOF (internal DOF index = DOF_TSS1), m/s/s + 9 -2.139912488806E-002 F 2 First time derivative of ED First time derivative of 2nd tower fore-aft bending mode DOF (internal DOF index = DOF_TFA2), m/s/s + 10 -9.035859829044E-004 F 2 First time derivative of ED First time derivative of 2nd tower side-to-side bending mode DOF (internal DOF index = DOF_TSS2), m/s/s + 11 -9.493133818566E-004 F 2 First time derivative of ED First time derivative of Nacelle yaw DOF (internal DOF index = DOF_Yaw), rad/s/s + 12 1.832423520083E-003 F 2 First time derivative of ED First time derivative of Drivetrain rotational-flexibility DOF (internal DOF index = DOF_DrTr), rad/s/s + 13 -2.275168728580E-002 T 2 First time derivative of BD_1 finite element node 2 (number of elements = 1; element order = 5) translational displacement in X, m/s + 14 -1.104530276729E+001 T 2 First time derivative of BD_1 finite element node 2 (number of elements = 1; element order = 5) translational displacement in Y, m/s + 15 -1.715724467165E-003 T 2 First time derivative of BD_1 finite element node 2 (number of elements = 1; element order = 5) translational displacement in Z, m/s + 16 1.265233320229E+000 T 2 First time derivative of BD_1 finite element node 2 (number of elements = 1; element order = 5) rotational displacement in X, rad/s + 17 -8.957231944202E-005 T 2 First time derivative of BD_1 finite element node 2 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s + 18 -5.548152210032E-002 T 2 First time derivative of BD_1 finite element node 2 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s + 19 -2.809949316085E-002 T 2 First time derivative of BD_1 finite element node 3 (number of elements = 1; element order = 5) translational displacement in X, m/s + 20 -2.969933904147E+001 T 2 First time derivative of BD_1 finite element node 3 (number of elements = 1; element order = 5) translational displacement in Y, m/s + 21 -6.814601335521E-002 T 2 First time derivative of BD_1 finite element node 3 (number of elements = 1; element order = 5) translational displacement in Z, m/s + 22 1.262854801416E+000 T 2 First time derivative of BD_1 finite element node 3 (number of elements = 1; element order = 5) rotational displacement in X, rad/s + 23 5.777680937742E-005 T 2 First time derivative of BD_1 finite element node 3 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s + 24 -5.551285224808E-002 T 2 First time derivative of BD_1 finite element node 3 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s + 25 -1.261730167659E-002 T 2 First time derivative of BD_1 finite element node 4 (number of elements = 1; element order = 5) translational displacement in X, m/s + 26 -5.183712238512E+001 T 2 First time derivative of BD_1 finite element node 4 (number of elements = 1; element order = 5) translational displacement in Y, m/s + 27 -2.335428081060E-001 T 2 First time derivative of BD_1 finite element node 4 (number of elements = 1; element order = 5) translational displacement in Z, m/s + 28 1.260560106403E+000 T 2 First time derivative of BD_1 finite element node 4 (number of elements = 1; element order = 5) rotational displacement in X, rad/s + 29 2.967216208550E-003 T 2 First time derivative of BD_1 finite element node 4 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s + 30 -5.571220432564E-002 T 2 First time derivative of BD_1 finite element node 4 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s + 31 5.200641099793E-002 T 2 First time derivative of BD_1 finite element node 5 (number of elements = 1; element order = 5) translational displacement in X, m/s + 32 -7.043866086211E+001 T 2 First time derivative of BD_1 finite element node 5 (number of elements = 1; element order = 5) translational displacement in Y, m/s + 33 -4.115254752534E-001 T 2 First time derivative of BD_1 finite element node 5 (number of elements = 1; element order = 5) translational displacement in Z, m/s + 34 1.259695978440E+000 T 2 First time derivative of BD_1 finite element node 5 (number of elements = 1; element order = 5) rotational displacement in X, rad/s + 35 6.385304679787E-003 T 2 First time derivative of BD_1 finite element node 5 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s + 36 -5.601591221761E-002 T 2 First time derivative of BD_1 finite element node 5 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s + 37 9.608156830294E-002 T 2 First time derivative of BD_1 finite element node 6 (number of elements = 1; element order = 5) translational displacement in X, m/s + 38 -7.954408119094E+001 T 2 First time derivative of BD_1 finite element node 6 (number of elements = 1; element order = 5) translational displacement in Y, m/s + 39 -5.051683739402E-001 T 2 First time derivative of BD_1 finite element node 6 (number of elements = 1; element order = 5) translational displacement in Z, m/s + 40 1.259535454586E+000 T 2 First time derivative of BD_1 finite element node 6 (number of elements = 1; element order = 5) rotational displacement in X, rad/s + 41 6.286493124427E-003 T 2 First time derivative of BD_1 finite element node 6 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s + 42 -5.608138151730E-002 T 2 First time derivative of BD_1 finite element node 6 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s + 43 -7.021411014186E-001 T 2 First time derivative of BD_1 First time derivative of finite element node 2 (number of elements = 1; element order = 5) translational displacement in X, m/s/s + 44 -9.272231637648E-002 T 2 First time derivative of BD_1 First time derivative of finite element node 2 (number of elements = 1; element order = 5) translational displacement in Y, m/s/s + 45 -1.401142137980E+001 T 2 First time derivative of BD_1 First time derivative of finite element node 2 (number of elements = 1; element order = 5) translational displacement in Z, m/s/s + 46 1.437635556725E-004 T 2 First time derivative of BD_1 First time derivative of finite element node 2 (number of elements = 1; element order = 5) rotational displacement in X, rad/s/s + 47 -8.388004355441E-003 T 2 First time derivative of BD_1 First time derivative of finite element node 2 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s/s + 48 1.711169744382E-002 T 2 First time derivative of BD_1 First time derivative of finite element node 2 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s/s + 49 -1.907941947820E+000 T 2 First time derivative of BD_1 First time derivative of finite element node 3 (number of elements = 1; element order = 5) translational displacement in X, m/s/s + 50 -8.996004454110E-002 T 2 First time derivative of BD_1 First time derivative of finite element node 3 (number of elements = 1; element order = 5) translational displacement in Y, m/s/s + 51 -3.758704393254E+001 T 2 First time derivative of BD_1 First time derivative of finite element node 3 (number of elements = 1; element order = 5) translational displacement in Z, m/s/s + 52 1.194973980429E-002 T 2 First time derivative of BD_1 First time derivative of finite element node 3 (number of elements = 1; element order = 5) rotational displacement in X, rad/s/s + 53 -1.488117920726E-002 T 2 First time derivative of BD_1 First time derivative of finite element node 3 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s/s + 54 1.907242595402E-002 T 2 First time derivative of BD_1 First time derivative of finite element node 3 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s/s + 55 -3.438054672748E+000 T 2 First time derivative of BD_1 First time derivative of finite element node 4 (number of elements = 1; element order = 5) translational displacement in X, m/s/s + 56 -2.653213285452E-001 T 2 First time derivative of BD_1 First time derivative of finite element node 4 (number of elements = 1; element order = 5) translational displacement in Y, m/s/s + 57 -6.551018723926E+001 T 2 First time derivative of BD_1 First time derivative of finite element node 4 (number of elements = 1; element order = 5) translational displacement in Z, m/s/s + 58 3.122533844903E-002 T 2 First time derivative of BD_1 First time derivative of finite element node 4 (number of elements = 1; element order = 5) rotational displacement in X, rad/s/s + 59 -1.399174305868E-002 T 2 First time derivative of BD_1 First time derivative of finite element node 4 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s/s + 60 2.608926061061E-002 T 2 First time derivative of BD_1 First time derivative of finite element node 4 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s/s + 61 -4.446969137250E+000 T 2 First time derivative of BD_1 First time derivative of finite element node 5 (number of elements = 1; element order = 5) translational displacement in X, m/s/s + 62 -7.071401509954E-001 T 2 First time derivative of BD_1 First time derivative of finite element node 5 (number of elements = 1; element order = 5) translational displacement in Y, m/s/s + 63 -8.894921387856E+001 T 2 First time derivative of BD_1 First time derivative of finite element node 5 (number of elements = 1; element order = 5) translational displacement in Z, m/s/s + 64 5.128986983384E-002 T 2 First time derivative of BD_1 First time derivative of finite element node 5 (number of elements = 1; element order = 5) rotational displacement in X, rad/s/s + 65 2.648637265808E-002 T 2 First time derivative of BD_1 First time derivative of finite element node 5 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s/s + 66 3.349636645189E-002 T 2 First time derivative of BD_1 First time derivative of finite element node 5 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s/s + 67 -4.591989282134E+000 T 2 First time derivative of BD_1 First time derivative of finite element node 6 (number of elements = 1; element order = 5) translational displacement in X, m/s/s + 68 -9.945081513226E-001 T 2 First time derivative of BD_1 First time derivative of finite element node 6 (number of elements = 1; element order = 5) translational displacement in Y, m/s/s + 69 -1.004288556980E+002 T 2 First time derivative of BD_1 First time derivative of finite element node 6 (number of elements = 1; element order = 5) translational displacement in Z, m/s/s + 70 4.182420541752E-002 T 2 First time derivative of BD_1 First time derivative of finite element node 6 (number of elements = 1; element order = 5) rotational displacement in X, rad/s/s + 71 7.016937089220E-002 T 2 First time derivative of BD_1 First time derivative of finite element node 6 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s/s + 72 3.569459413194E-002 T 2 First time derivative of BD_1 First time derivative of finite element node 6 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s/s + 73 -2.386028823259E-002 T 2 First time derivative of BD_2 finite element node 2 (number of elements = 1; element order = 5) translational displacement in X, m/s + 74 -1.103604820333E+001 T 2 First time derivative of BD_2 finite element node 2 (number of elements = 1; element order = 5) translational displacement in Y, m/s + 75 2.332797192635E-003 T 2 First time derivative of BD_2 finite element node 2 (number of elements = 1; element order = 5) translational displacement in Z, m/s + 76 1.264857273589E+000 T 2 First time derivative of BD_2 finite element node 2 (number of elements = 1; element order = 5) rotational displacement in X, rad/s + 77 -1.997701818174E-004 T 2 First time derivative of BD_2 finite element node 2 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s + 78 -5.512789538857E-002 T 2 First time derivative of BD_2 finite element node 2 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s + 79 -2.716756534264E-002 T 2 First time derivative of BD_2 finite element node 3 (number of elements = 1; element order = 5) translational displacement in X, m/s + 80 -2.967950370472E+001 T 2 First time derivative of BD_2 finite element node 3 (number of elements = 1; element order = 5) translational displacement in Y, m/s + 81 1.353032837407E-002 T 2 First time derivative of BD_2 finite element node 3 (number of elements = 1; element order = 5) translational displacement in Z, m/s + 82 1.261971873913E+000 T 2 First time derivative of BD_2 finite element node 3 (number of elements = 1; element order = 5) rotational displacement in X, rad/s + 83 -5.071461427761E-004 T 2 First time derivative of BD_2 finite element node 3 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s + 84 -5.486278181026E-002 T 2 First time derivative of BD_2 finite element node 3 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s + 85 -5.689821558528E-002 T 2 First time derivative of BD_2 finite element node 4 (number of elements = 1; element order = 5) translational displacement in X, m/s + 86 -5.179739773703E+001 T 2 First time derivative of BD_2 finite element node 4 (number of elements = 1; element order = 5) translational displacement in Y, m/s + 87 3.567091007239E-002 T 2 First time derivative of BD_2 finite element node 4 (number of elements = 1; element order = 5) translational displacement in Z, m/s + 88 1.259073908307E+000 T 2 First time derivative of BD_2 finite element node 4 (number of elements = 1; element order = 5) rotational displacement in X, rad/s + 89 -3.883287001113E-003 T 2 First time derivative of BD_2 finite element node 4 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s + 90 -5.402635586785E-002 T 2 First time derivative of BD_2 finite element node 4 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s + 91 -1.665420847209E-001 T 2 First time derivative of BD_2 finite element node 5 (number of elements = 1; element order = 5) translational displacement in X, m/s + 92 -7.036963343693E+001 T 2 First time derivative of BD_2 finite element node 5 (number of elements = 1; element order = 5) translational displacement in Y, m/s + 93 5.627433767691E-002 T 2 First time derivative of BD_2 finite element node 5 (number of elements = 1; element order = 5) translational displacement in Z, m/s + 94 1.257299477277E+000 T 2 First time derivative of BD_2 finite element node 5 (number of elements = 1; element order = 5) rotational displacement in X, rad/s + 95 -1.174048304631E-002 T 2 First time derivative of BD_2 finite element node 5 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s + 96 -5.318260172971E-002 T 2 First time derivative of BD_2 finite element node 5 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s + 97 -2.739426025377E-001 T 2 First time derivative of BD_2 finite element node 6 (number of elements = 1; element order = 5) translational displacement in X, m/s + 98 -7.945388951580E+001 T 2 First time derivative of BD_2 finite element node 6 (number of elements = 1; element order = 5) translational displacement in Y, m/s + 99 6.802384599279E-002 T 2 First time derivative of BD_2 finite element node 6 (number of elements = 1; element order = 5) translational displacement in Z, m/s + 100 1.257012464287E+000 T 2 First time derivative of BD_2 finite element node 6 (number of elements = 1; element order = 5) rotational displacement in X, rad/s + 101 -1.681670260983E-002 T 2 First time derivative of BD_2 finite element node 6 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s + 102 -5.300681086127E-002 T 2 First time derivative of BD_2 finite element node 6 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s + 103 -4.780193453663E-001 T 2 First time derivative of BD_2 First time derivative of finite element node 2 (number of elements = 1; element order = 5) translational displacement in X, m/s/s + 104 -3.252251497457E-004 T 2 First time derivative of BD_2 First time derivative of finite element node 2 (number of elements = 1; element order = 5) translational displacement in Y, m/s/s + 105 -1.387932925561E+001 T 2 First time derivative of BD_2 First time derivative of finite element node 2 (number of elements = 1; element order = 5) translational displacement in Z, m/s/s + 106 -1.025107285129E-003 T 2 First time derivative of BD_2 First time derivative of finite element node 2 (number of elements = 1; element order = 5) rotational displacement in X, rad/s/s + 107 1.460726602769E-002 T 2 First time derivative of BD_2 First time derivative of finite element node 2 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s/s + 108 -2.816091612587E-003 T 2 First time derivative of BD_2 First time derivative of finite element node 2 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s/s + 109 -1.452222080445E+000 T 2 First time derivative of BD_2 First time derivative of finite element node 3 (number of elements = 1; element order = 5) translational displacement in X, m/s/s + 110 -1.484813607431E-002 T 2 First time derivative of BD_2 First time derivative of finite element node 3 (number of elements = 1; element order = 5) translational displacement in Y, m/s/s + 111 -3.742845783520E+001 T 2 First time derivative of BD_2 First time derivative of finite element node 3 (number of elements = 1; element order = 5) translational displacement in Z, m/s/s + 112 -2.450839663306E-003 T 2 First time derivative of BD_2 First time derivative of finite element node 3 (number of elements = 1; element order = 5) rotational displacement in X, rad/s/s + 113 -8.554266727141E-003 T 2 First time derivative of BD_2 First time derivative of finite element node 3 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s/s + 114 -2.833296247203E-003 T 2 First time derivative of BD_2 First time derivative of finite element node 3 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s/s + 115 -2.976936384479E+000 T 2 First time derivative of BD_2 First time derivative of finite element node 4 (number of elements = 1; element order = 5) translational displacement in X, m/s/s + 116 1.310271058984E-001 T 2 First time derivative of BD_2 First time derivative of finite element node 4 (number of elements = 1; element order = 5) translational displacement in Y, m/s/s + 117 -6.530055460941E+001 T 2 First time derivative of BD_2 First time derivative of finite element node 4 (number of elements = 1; element order = 5) translational displacement in Z, m/s/s + 118 -1.532375300981E-002 T 2 First time derivative of BD_2 First time derivative of finite element node 4 (number of elements = 1; element order = 5) rotational displacement in X, rad/s/s + 119 -1.247559827225E-002 T 2 First time derivative of BD_2 First time derivative of finite element node 4 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s/s + 120 -2.816708535671E-003 T 2 First time derivative of BD_2 First time derivative of finite element node 4 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s/s + 121 -3.578352164834E+000 T 2 First time derivative of BD_2 First time derivative of finite element node 5 (number of elements = 1; element order = 5) translational displacement in X, m/s/s + 122 3.612242698838E-001 T 2 First time derivative of BD_2 First time derivative of finite element node 5 (number of elements = 1; element order = 5) translational displacement in Y, m/s/s + 123 -8.866604971798E+001 T 2 First time derivative of BD_2 First time derivative of finite element node 5 (number of elements = 1; element order = 5) translational displacement in Z, m/s/s + 124 -1.281838726183E-002 T 2 First time derivative of BD_2 First time derivative of finite element node 5 (number of elements = 1; element order = 5) rotational displacement in X, rad/s/s + 125 8.575961465841E-002 T 2 First time derivative of BD_2 First time derivative of finite element node 5 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s/s + 126 -6.388063325386E-003 T 2 First time derivative of BD_2 First time derivative of finite element node 5 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s/s + 127 -3.036187857147E+000 T 2 First time derivative of BD_2 First time derivative of finite element node 6 (number of elements = 1; element order = 5) translational displacement in X, m/s/s + 128 4.043644207410E-001 T 2 First time derivative of BD_2 First time derivative of finite element node 6 (number of elements = 1; element order = 5) translational displacement in Y, m/s/s + 129 -1.000980489311E+002 T 2 First time derivative of BD_2 First time derivative of finite element node 6 (number of elements = 1; element order = 5) translational displacement in Z, m/s/s + 130 -2.116315602349E-002 T 2 First time derivative of BD_2 First time derivative of finite element node 6 (number of elements = 1; element order = 5) rotational displacement in X, rad/s/s + 131 1.813532015551E-001 T 2 First time derivative of BD_2 First time derivative of finite element node 6 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s/s + 132 -1.190225696812E-002 T 2 First time derivative of BD_2 First time derivative of finite element node 6 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s/s + 133 -2.069571147612E-002 T 2 First time derivative of BD_3 finite element node 2 (number of elements = 1; element order = 5) translational displacement in X, m/s + 134 -1.105437023004E+001 T 2 First time derivative of BD_3 finite element node 2 (number of elements = 1; element order = 5) translational displacement in Y, m/s + 135 2.141172056793E-003 T 2 First time derivative of BD_3 finite element node 2 (number of elements = 1; element order = 5) translational displacement in Z, m/s + 136 1.267562759561E+000 T 2 First time derivative of BD_3 finite element node 2 (number of elements = 1; element order = 5) rotational displacement in X, rad/s + 137 9.810353284980E-005 T 2 First time derivative of BD_3 finite element node 2 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s + 138 -5.519407165408E-002 T 2 First time derivative of BD_3 finite element node 2 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s + 139 -2.341899502765E-002 T 2 First time derivative of BD_3 finite element node 3 (number of elements = 1; element order = 5) translational displacement in X, m/s + 140 -2.980052033327E+001 T 2 First time derivative of BD_3 finite element node 3 (number of elements = 1; element order = 5) translational displacement in Y, m/s + 141 5.043099758327E-002 T 2 First time derivative of BD_3 finite element node 3 (number of elements = 1; element order = 5) translational displacement in Z, m/s + 142 1.272518659412E+000 T 2 First time derivative of BD_3 finite element node 3 (number of elements = 1; element order = 5) rotational displacement in X, rad/s + 143 -9.624822831780E-004 T 2 First time derivative of BD_3 finite element node 3 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s + 144 -5.535991949426E-002 T 2 First time derivative of BD_3 finite element node 3 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s + 145 -5.229579859093E-002 T 2 First time derivative of BD_3 finite element node 4 (number of elements = 1; element order = 5) translational displacement in X, m/s + 146 -5.218556642499E+001 T 2 First time derivative of BD_3 finite element node 4 (number of elements = 1; element order = 5) translational displacement in Y, m/s + 147 1.642813050099E-001 T 2 First time derivative of BD_3 finite element node 4 (number of elements = 1; element order = 5) translational displacement in Z, m/s + 148 1.277418431481E+000 T 2 First time derivative of BD_3 finite element node 4 (number of elements = 1; element order = 5) rotational displacement in X, rad/s + 149 -2.073252762250E-003 T 2 First time derivative of BD_3 finite element node 4 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s + 150 -5.582965688086E-002 T 2 First time derivative of BD_3 finite element node 4 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s + 151 -4.929235658491E-002 T 2 First time derivative of BD_3 finite element node 5 (number of elements = 1; element order = 5) translational displacement in X, m/s + 152 -7.107387685680E+001 T 2 First time derivative of BD_3 finite element node 5 (number of elements = 1; element order = 5) translational displacement in Y, m/s + 153 2.814122170516E-001 T 2 First time derivative of BD_3 finite element node 5 (number of elements = 1; element order = 5) translational displacement in Z, m/s + 154 1.280079960514E+000 T 2 First time derivative of BD_3 finite element node 5 (number of elements = 1; element order = 5) rotational displacement in X, rad/s + 155 3.628467695869E-003 T 2 First time derivative of BD_3 finite element node 5 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s + 156 -5.622776361258E-002 T 2 First time derivative of BD_3 finite element node 5 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s + 157 1.027044252065E-002 T 2 First time derivative of BD_3 finite element node 6 (number of elements = 1; element order = 5) translational displacement in X, m/s + 158 -8.033426919178E+001 T 2 First time derivative of BD_3 finite element node 6 (number of elements = 1; element order = 5) translational displacement in Y, m/s + 159 3.422526936667E-001 T 2 First time derivative of BD_3 finite element node 6 (number of elements = 1; element order = 5) translational displacement in Z, m/s + 160 1.280566591816E+000 T 2 First time derivative of BD_3 finite element node 6 (number of elements = 1; element order = 5) rotational displacement in X, rad/s + 161 1.123203030009E-002 T 2 First time derivative of BD_3 finite element node 6 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s + 162 -5.630249279020E-002 T 2 First time derivative of BD_3 finite element node 6 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s + 163 -7.138745664939E-001 T 2 First time derivative of BD_3 First time derivative of finite element node 2 (number of elements = 1; element order = 5) translational displacement in X, m/s/s + 164 7.533047795104E-002 T 2 First time derivative of BD_3 First time derivative of finite element node 2 (number of elements = 1; element order = 5) translational displacement in Y, m/s/s + 165 -1.405741654439E+001 T 2 First time derivative of BD_3 First time derivative of finite element node 2 (number of elements = 1; element order = 5) translational displacement in Z, m/s/s + 166 -3.949160505924E-003 T 2 First time derivative of BD_3 First time derivative of finite element node 2 (number of elements = 1; element order = 5) rotational displacement in X, rad/s/s + 167 -3.349681177618E-003 T 2 First time derivative of BD_3 First time derivative of finite element node 2 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s/s + 168 -1.475522676232E-002 T 2 First time derivative of BD_3 First time derivative of finite element node 2 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s/s + 169 -1.483244890941E+000 T 2 First time derivative of BD_3 First time derivative of finite element node 3 (number of elements = 1; element order = 5) translational displacement in X, m/s/s + 170 5.564521889756E-002 T 2 First time derivative of BD_3 First time derivative of finite element node 3 (number of elements = 1; element order = 5) translational displacement in Y, m/s/s + 171 -3.786979461496E+001 T 2 First time derivative of BD_3 First time derivative of finite element node 3 (number of elements = 1; element order = 5) translational displacement in Z, m/s/s + 172 -2.506109944552E-003 T 2 First time derivative of BD_3 First time derivative of finite element node 3 (number of elements = 1; element order = 5) rotational displacement in X, rad/s/s + 173 3.613228414802E-002 T 2 First time derivative of BD_3 First time derivative of finite element node 3 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s/s + 174 -2.038158684931E-002 T 2 First time derivative of BD_3 First time derivative of finite element node 3 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s/s + 175 -2.019163177400E+000 T 2 First time derivative of BD_3 First time derivative of finite element node 4 (number of elements = 1; element order = 5) translational displacement in X, m/s/s + 176 6.311820264091E-002 T 2 First time derivative of BD_3 First time derivative of finite element node 4 (number of elements = 1; element order = 5) translational displacement in Y, m/s/s + 177 -6.642984185346E+001 T 2 First time derivative of BD_3 First time derivative of finite element node 4 (number of elements = 1; element order = 5) translational displacement in Z, m/s/s + 178 -1.740429333256E-002 T 2 First time derivative of BD_3 First time derivative of finite element node 4 (number of elements = 1; element order = 5) rotational displacement in X, rad/s/s + 179 1.805587323060E-002 T 2 First time derivative of BD_3 First time derivative of finite element node 4 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s/s + 180 -3.994845117153E-002 T 2 First time derivative of BD_3 First time derivative of finite element node 4 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s/s + 181 -3.724354288738E+000 T 2 First time derivative of BD_3 First time derivative of finite element node 5 (number of elements = 1; element order = 5) translational displacement in X, m/s/s + 182 3.429818781646E-001 T 2 First time derivative of BD_3 First time derivative of finite element node 5 (number of elements = 1; element order = 5) translational displacement in Y, m/s/s + 183 -9.059427051478E+001 T 2 First time derivative of BD_3 First time derivative of finite element node 5 (number of elements = 1; element order = 5) translational displacement in Z, m/s/s + 184 -3.683305944120E-002 T 2 First time derivative of BD_3 First time derivative of finite element node 5 (number of elements = 1; element order = 5) rotational displacement in X, rad/s/s + 185 -1.240503001433E-001 T 2 First time derivative of BD_3 First time derivative of finite element node 5 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s/s + 186 -5.385526971000E-002 T 2 First time derivative of BD_3 First time derivative of finite element node 5 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s/s + 187 -5.595904567990E+000 T 2 First time derivative of BD_3 First time derivative of finite element node 6 (number of elements = 1; element order = 5) translational displacement in X, m/s/s + 188 6.067707553606E-001 T 2 First time derivative of BD_3 First time derivative of finite element node 6 (number of elements = 1; element order = 5) translational displacement in Y, m/s/s + 189 -1.024480319569E+002 T 2 First time derivative of BD_3 First time derivative of finite element node 6 (number of elements = 1; element order = 5) translational displacement in Z, m/s/s + 190 -5.248465719543E-002 T 2 First time derivative of BD_3 First time derivative of finite element node 6 (number of elements = 1; element order = 5) rotational displacement in X, rad/s/s + 191 -2.186604483935E-001 T 2 First time derivative of BD_3 First time derivative of finite element node 6 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s/s + 192 -4.649151987611E-002 T 2 First time derivative of BD_3 First time derivative of finite element node 6 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s/s Order of inputs: Column Operating Point Rotating Frame? Derivative Order Description @@ -417,7 +417,7 @@ Order of inputs: 4 -0.000000000000E+000 T 0 ED Blade 1 pitch moment, Nm 5 -0.000000000000E+000 T 0 ED Blade 2 pitch moment, Nm 6 -0.000000000000E+000 T 0 ED Blade 3 pitch moment, Nm - 7 -1.977551319249E+005 F 0 ED Yaw moment, Nm + 7 -1.977551301344E+005 F 0 ED Yaw moment, Nm 8 0.000000000000E+000 F 0 ED Generator torque, Nm 9 0.000000000000E+000 F 0 ED Extended input: collective blade-pitch command, rad @@ -427,63 +427,63 @@ Order of outputs: 1 0.000000000000E+000 F 0 SrvD GenPwr, (kW) 2 0.000000000000E+000 F 0 SrvD GenTq, (kN-m) 3 0.000000000000E+000 T 0 ED BldPitch1, (deg) - 4 7.263434938918E+001 F 0 ED Azimuth, (deg) - 5 1.209880528995E+001 F 0 ED RotSpeed, (rpm) + 4 7.263434938912E+001 F 0 ED Azimuth, (deg) + 5 1.209880528992E+001 F 0 ED RotSpeed, (rpm) 6 1.173700000000E+003 F 0 ED GenSpeed, (rpm) - 7 -1.855442812616E-002 F 0 ED TTDspFA, (m) - 8 3.123466964172E-003 F 0 ED TTDspSS, (m) + 7 -1.855442810469E-002 F 0 ED TTDspFA, (m) + 8 3.123466957174E-003 F 0 ED TTDspSS, (m) 9 0.000000000000E+000 F 0 ED TTDspTwst, (deg) - 10 -3.031589560093E+001 F 0 ED RotTorq, (kN-m) - 11 -5.235242392280E+002 F 0 ED LSSGagMya, (kN-m) - 12 2.367579841686E+003 F 0 ED LSSGagMza, (kN-m) - 13 5.830715864411E+000 F 0 ED YawBrFxp, (kN) - 14 4.318013153864E+000 F 0 ED YawBrFyp, (kN) - 15 -3.398007253084E+003 F 0 ED YawBrFzp, (kN) - 16 -2.171824538326E+001 F 0 ED YawBrMxp, (kN-m) - 17 -1.124678260803E+003 F 0 ED YawBrMyp, (kN-m) - 18 1.977551319249E+002 F 0 ED YawBrMzp, (kN-m) - 19 -4.967444085708E+001 F 0 ED TwrBsFxt, (kN) - 20 6.760162483892E+000 F 0 ED TwrBsFyt, (kN) - 21 -6.805428803476E+003 F 0 ED TwrBsFzt, (kN) - 22 -5.248318203032E+002 F 0 ED TwrBsMxt, (kN-m) - 23 -3.394493580466E+003 F 0 ED TwrBsMyt, (kN-m) - 24 1.977698654200E+002 F 0 ED TwrBsMzt, (kN-m) - 25 4.252332607336E+004 T 0 BD_1 RootFxr, (N) - 26 -1.542935200337E+005 T 0 BD_1 RootFyr, (N) - 27 5.431644785706E+005 T 0 BD_1 RootFzr, (N) - 28 3.049641309481E+006 T 0 BD_1 RootMxr, (N-m) - 29 1.130001645567E+006 T 0 BD_1 RootMyr, (N-m) - 30 -3.428585822143E+003 T 0 BD_1 RootMzr, (N-m) - 31 4.854550786756E-001 T 0 BD_1 TipTDxr, (m) - 32 -4.051837998270E-001 T 0 BD_1 TipTDyr, (m) - 33 8.022767335418E-003 T 0 BD_1 TipTDzr, (m) - 34 1.001807816177E-002 T 0 BD_1 TipRDxr, (-) - 35 1.658101835347E-002 T 0 BD_1 TipRDyr, (-) - 36 -2.819959952603E-004 T 0 BD_1 TipRDzr, (-) - 37 4.544807855898E+004 T 0 BD_2 RootFxr, (N) - 38 3.523435963620E+004 T 0 BD_2 RootFyr, (N) - 39 7.499020008465E+005 T 0 BD_2 RootFzr, (N) - 40 -6.877297525249E+005 T 0 BD_2 RootMxr, (N-m) - 41 1.145156708103E+006 T 0 BD_2 RootMyr, (N-m) - 42 3.401837917051E+003 T 0 BD_2 RootMzr, (N-m) - 43 3.905448510900E-001 T 0 BD_2 TipTDxr, (m) - 44 5.159793449642E-002 T 0 BD_2 TipTDyr, (m) - 45 1.291370415672E-002 T 0 BD_2 TipTDzr, (m) - 46 -1.090087161504E-003 T 0 BD_2 TipRDxr, (-) - 47 1.349320711911E-002 T 0 BD_2 TipRDyr, (-) - 48 1.883929506552E-004 T 0 BD_2 TipRDzr, (-) - 49 3.226327838916E+004 T 0 BD_3 RootFxr, (N) - 50 1.196634363051E+005 T 0 BD_3 RootFyr, (N) - 51 4.874905568645E+005 T 0 BD_3 RootFzr, (N) - 52 -2.390934202161E+006 T 0 BD_3 RootMxr, (N-m) - 53 8.432501221735E+005 T 0 BD_3 RootMyr, (N-m) - 54 4.453394739549E+003 T 0 BD_3 RootMzr, (N-m) - 55 2.790474778638E-001 T 0 BD_3 TipTDxr, (m) - 56 2.722175748857E-001 T 0 BD_3 TipTDyr, (m) - 57 1.031907313934E-002 T 0 BD_3 TipTDzr, (m) - 58 -6.493305369279E-003 T 0 BD_3 TipRDxr, (-) - 59 1.104314521610E-002 T 0 BD_3 TipRDyr, (-) - 60 3.644140852570E-004 T 0 BD_3 TipRDzr, (-) + 10 -3.031589655459E+001 F 0 ED RotTorq, (kN-m) + 11 -5.235242417553E+002 F 0 ED LSSGagMya, (kN-m) + 12 2.367579843801E+003 F 0 ED LSSGagMza, (kN-m) + 13 5.830715451547E+000 F 0 ED YawBrFxp, (kN) + 14 4.318013110243E+000 F 0 ED YawBrFyp, (kN) + 15 -3.398007252570E+003 F 0 ED YawBrFzp, (kN) + 16 -2.171824640360E+001 F 0 ED YawBrMxp, (kN-m) + 17 -1.124678263717E+003 F 0 ED YawBrMyp, (kN-m) + 18 1.977551301344E+002 F 0 ED YawBrMzp, (kN-m) + 19 -4.967443995728E+001 F 0 ED TwrBsFxt, (kN) + 20 6.760162486211E+000 F 0 ED TwrBsFyt, (kN) + 21 -6.805428802961E+003 F 0 ED TwrBsFzt, (kN) + 22 -5.248318193180E+002 F 0 ED TwrBsMxt, (kN-m) + 23 -3.394493552946E+003 F 0 ED TwrBsMyt, (kN-m) + 24 1.977698636329E+002 F 0 ED TwrBsMzt, (kN-m) + 25 4.252332608302E+004 T 0 BD_1 RootFxr, (N) + 26 -1.542935199095E+005 T 0 BD_1 RootFyr, (N) + 27 5.431644786012E+005 T 0 BD_1 RootFzr, (N) + 28 3.049641308549E+006 T 0 BD_1 RootMxr, (N-m) + 29 1.130001643664E+006 T 0 BD_1 RootMyr, (N-m) + 30 -3.428585903586E+003 T 0 BD_1 RootMzr, (N-m) + 31 4.854550788689E-001 T 0 BD_1 TipTDxr, (m) + 32 -4.051838001425E-001 T 0 BD_1 TipTDyr, (m) + 33 8.022767326726E-003 T 0 BD_1 TipTDzr, (m) + 34 1.001807817557E-002 T 0 BD_1 TipRDxr, (-) + 35 1.658101842864E-002 T 0 BD_1 TipRDyr, (-) + 36 -2.819960120449E-004 T 0 BD_1 TipRDzr, (-) + 37 4.544807855073E+004 T 0 BD_2 RootFxr, (N) + 38 3.523435966842E+004 T 0 BD_2 RootFyr, (N) + 39 7.499020006703E+005 T 0 BD_2 RootFzr, (N) + 40 -6.877297535745E+005 T 0 BD_2 RootMxr, (N-m) + 41 1.145156710760E+006 T 0 BD_2 RootMyr, (N-m) + 42 3.401837923491E+003 T 0 BD_2 RootMzr, (N-m) + 43 3.905448495719E-001 T 0 BD_2 TipTDxr, (m) + 44 5.159793464118E-002 T 0 BD_2 TipTDyr, (m) + 45 1.291370417598E-002 T 0 BD_2 TipTDzr, (m) + 46 -1.090087167527E-003 T 0 BD_2 TipRDxr, (-) + 47 1.349320692872E-002 T 0 BD_2 TipRDyr, (-) + 48 1.883929466473E-004 T 0 BD_2 TipRDzr, (-) + 49 3.226327844714E+004 T 0 BD_3 RootFxr, (N) + 50 1.196634362021E+005 T 0 BD_3 RootFyr, (N) + 51 4.874905569793E+005 T 0 BD_3 RootFzr, (N) + 52 -2.390934201018E+006 T 0 BD_3 RootMxr, (N-m) + 53 8.432501214363E+005 T 0 BD_3 RootMyr, (N-m) + 54 4.453394819621E+003 T 0 BD_3 RootMzr, (N-m) + 55 2.790474794523E-001 T 0 BD_3 TipTDxr, (m) + 56 2.722175748952E-001 T 0 BD_3 TipTDyr, (m) + 57 1.031907312364E-002 T 0 BD_3 TipTDzr, (m) + 58 -6.493305368957E-003 T 0 BD_3 TipRDxr, (-) + 59 1.104314537253E-002 T 0 BD_3 TipRDyr, (-) + 60 3.644141053726E-004 T 0 BD_3 TipRDzr, (-) Linearized state matrices: @@ -495,192 +495,192 @@ A: 192 x 192 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 1.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 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0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 -2.518376466322E-006 0.000000000000E+000 -2.518518564904E+001 + -6.551365441263E+005 1.500645286664E+005 5.051279022556E+005 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 -4.176321923518E-008 0.000000000000E+000 5.588679563115E+001 + 6.193240040614E+000 7.392060183411E-001 -6.931599579958E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 -9.999985042240E-004 0.000000000000E+000 8.537977384108E-004 + 2.538816555985E+005 4.163277347917E+005 -4.312148562631E+005 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 -4.356568962132E-004 0.000000000000E+000 2.389945348713E+005 + -2.112405334710E+005 -1.067865739415E+006 -3.775956681396E+005 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 4.344250050308E-004 0.000000000000E+000 -1.656701941112E+006 + -4.033580656039E+005 1.423463569299E+006 -1.023642531897E+006 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 -1.371437368540E-003 0.000000000000E+000 -3.537027993240E+003 + -5.530801297710E+005 5.002942330789E+005 5.021066504012E+005 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 7.757881926097E-007 0.000000000000E+000 4.493207536131E+005 + 2.518499116338E+006 2.678049801063E+005 -2.076407754369E+005 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 -2.685235279526E-004 0.000000000000E+000 2.578663326768E+006 + 1.062937750446E+009 1.699396314152E+005 -1.280720744225E+005 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 -1.897843981709E-004 0.000000000000E+000 1.062979618003E+009 + 4.051829779867E-001 -1.688897229501E-011 -1.074016969915E-011 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 1.059224999474E-021 0.000000000000E+000 4.051829780304E-001 + 4.854540929300E-001 -7.385925889254E-013 -1.423253228529E-012 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 -9.189303585835E-022 0.000000000000E+000 4.854540929304E-001 + 5.104527447619E-013 9.230714123234E-014 4.975004361369E-014 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 -1.035093938977E-023 0.000000000000E+000 2.199006725019E-013 + -8.290864452274E-003 1.196520737924E-014 2.812392943451E-014 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 1.924204710023E-023 0.000000000000E+000 -8.290864452286E-003 + 5.008455897449E-003 -2.744507436175E-013 -1.755284599929E-013 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 1.632347748716E-023 0.000000000000E+000 5.008455898158E-003 + 9.999768030480E-001 -6.301237936096E-014 1.022101993993E-013 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 1.323538964909E-022 0.000000000000E+000 9.999768030481E-001 + 1.237839254484E+005 -1.757737127319E+005 6.824173699762E+002 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 9.984927592444E-005 0.000000000000E+000 -5.130737046239E+004 + -1.068350215176E+006 9.947085574145E+005 -1.583832488853E+006 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 -1.420238982280E-003 0.000000000000E+000 -1.657474146588E+006 + -5.223501160513E+004 -2.888895508331E+005 3.453553600200E+005 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 3.142881670339E-004 0.000000000000E+000 4.230799035486E+003 + 5.066640721114E+005 -5.007203945386E+005 5.091404463164E+005 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 1.331568945713E-005 0.000000000000E+000 5.150841239075E+005 + -1.739324380129E+004 -6.052594482575E+005 5.830514622319E+004 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 6.147704795992E-005 0.000000000000E+000 -5.643475501547E+005 + 1.703014547815E+005 1.062556245509E+009 3.946450306121E+005 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 6.225204548594E-004 0.000000000000E+000 1.063121191995E+009 + 1.461867491180E-011 -5.159782914618E-002 1.115110651821E-011 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 4.411689902186E-021 0.000000000000E+000 -5.159782917397E-002 + 6.695834578510E-014 3.905440563411E-001 5.839038026953E-014 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 2.694978673556E-023 0.000000000000E+000 3.905440563409E-001 + -3.402785906448E-013 1.319043428064E-012 -2.268909732176E-013 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 -7.257203943806E-023 0.000000000000E+000 1.853726836723E-012 + -1.950059532763E-015 -6.746630846935E-003 -1.486923057055E-015 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 -5.879632678143E-025 0.000000000000E+000 -6.746630846931E-003 + 2.381761239891E-013 -5.447259757239E-004 1.816096198343E-013 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 7.181258306383E-023 0.000000000000E+000 -5.447259761764E-004 + -5.319940315768E-014 9.999888026250E-001 -4.056461756563E-014 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 -1.604017436434E-023 0.000000000000E+000 9.999888026251E-001 + 2.774896641891E+005 -3.871467428305E+005 -7.536635375556E+004 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 3.358338937709E-004 0.000000000000E+000 -1.850234323970E+005 + -3.792646429311E+005 -1.584835275361E+006 2.803389066803E+005 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 9.858136777905E-004 0.000000000000E+000 -1.683761011611E+006 + 4.329377877565E+005 -1.125980788478E+006 6.981378647997E+005 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 1.057148054308E-003 0.000000000000E+000 5.094864077807E+003 + 4.978736576724E+005 5.150876003161E+005 -1.867554811304E+005 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 -1.405526618000E-005 0.000000000000E+000 8.262057768581E+005 + 7.738967003815E+004 -2.268444169139E+005 -1.836828118572E+006 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 2.070248713324E-004 0.000000000000E+000 -1.986282865447E+006 + -1.284375985685E+005 3.944091148485E+005 1.062667921676E+009 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 -4.317302706782E-004 0.000000000000E+000 1.062933893193E+009 + 0.000000000000E+000 0.000000000000E+000 -2.722170213738E-001 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 -2.722170213738E-001 + 0.000000000000E+000 0.000000000000E+000 2.790469126622E-001 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 2.790469126622E-001 + 0.000000000000E+000 0.000000000000E+000 -3.517025932843E-013 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 -3.517025932843E-013 + 0.000000000000E+000 0.000000000000E+000 -5.521869869212E-003 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 -5.521869869212E-003 + 0.000000000000E+000 0.000000000000E+000 -3.246150474053E-003 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 -3.246150474053E-003 + 0.000000000000E+000 0.000000000000E+000 9.999900050184E-001 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 9.999900050184E-001 diff --git a/glue-codes/openfast/5MW_Land_BD_Linear_Aero/5MW_Land_BD_Linear_Aero.1.AD.lin b/glue-codes/openfast/5MW_Land_BD_Linear_Aero/5MW_Land_BD_Linear_Aero.1.AD.lin index 1212e582d..93001d210 100644 --- a/glue-codes/openfast/5MW_Land_BD_Linear_Aero/5MW_Land_BD_Linear_Aero.1.AD.lin +++ b/glue-codes/openfast/5MW_Land_BD_Linear_Aero/5MW_Land_BD_Linear_Aero.1.AD.lin @@ -1,5 +1,5 @@ -Linearized model: Predictions were generated on 11-Oct-2025 at 16:01:35 using OpenFAST, compiled on Oct 10 2025 at 17:31:28 as a 64-bit application using double precision at commit v4.1.2-727-g39496902 +Linearized model: Predictions were generated on 17-Jul-2026 at 22:42:29 using OpenFAST, compiled on Jul 17 2026 at 14:05:32 as a 64-bit application using double precision at commit HEAD-HASH-NOTFOUND linked with NWTC Subroutine Library; ElastoDyn; BeamDyn; InflowWind; AeroDyn; ServoDyn Description from the FAST input file: NREL 5.0 MW Baseline Wind Turbine (Onshore), Linearization with AeroDyn + BD @@ -19,7 +19,7 @@ Simulation information: Order of continuous states: Row/Column Operating Point Rotating Frame? Derivative Order Description ---------- --------------- --------------- ---------------- ----------- - 1 -7.920206507701E+000 T 2 vind (axial) at blade 1, node 1, m/s + 1 -7.920206557287E+000 T 2 vind (axial) at blade 1, node 1, m/s 2 0.000000000000E+000 T 2 vind (tangential) at blade 1, node 1, m/s 3 0.000000000000E+000 T 2 vind (axial) at blade 1, node 2, m/s 4 0.000000000000E+000 T 2 vind (tangential) at blade 1, node 2, m/s @@ -27,37 +27,37 @@ Order of continuous states: 6 0.000000000000E+000 T 2 vind (tangential) at blade 1, node 3, m/s 7 0.000000000000E+000 T 2 vind (axial) at blade 1, node 4, m/s 8 0.000000000000E+000 T 2 vind (tangential) at blade 1, node 4, m/s - 9 -2.218724439825E+000 T 2 vind (axial) at blade 1, node 5, m/s - 10 8.021290009404E-001 T 2 vind (tangential) at blade 1, node 5, m/s - 11 -2.072856765247E+000 T 2 vind (axial) at blade 1, node 6, m/s - 12 5.836045959088E-001 T 2 vind (tangential) at blade 1, node 6, m/s - 13 -1.838281858008E+000 T 2 vind (axial) at blade 1, node 7, m/s - 14 4.316444525354E-001 T 2 vind (tangential) at blade 1, node 7, m/s - 15 -1.863254624718E+000 T 2 vind (axial) at blade 1, node 8, m/s - 16 3.617586162783E-001 T 2 vind (tangential) at blade 1, node 8, m/s - 17 -2.256758790551E+000 T 2 vind (axial) at blade 1, node 9, m/s - 18 3.481942140854E-001 T 2 vind (tangential) at blade 1, node 9, m/s - 19 -2.406985081206E+000 T 2 vind (axial) at blade 1, node 10, m/s - 20 3.131804135732E-001 T 2 vind (tangential) at blade 1, node 10, m/s - 21 -2.948484214028E+000 T 2 vind (axial) at blade 1, node 11, m/s - 22 3.021088982545E-001 T 2 vind (tangential) at blade 1, node 11, m/s - 23 -3.343348419459E+000 T 2 vind (axial) at blade 1, node 12, m/s - 24 2.795281355619E-001 T 2 vind (tangential) at blade 1, node 12, m/s - 25 -3.278855014646E+000 T 2 vind (axial) at blade 1, node 13, m/s - 26 2.465045802002E-001 T 2 vind (tangential) at blade 1, node 13, m/s - 27 -3.507027798282E+000 T 2 vind (axial) at blade 1, node 14, m/s - 28 2.263880919929E-001 T 2 vind (tangential) at blade 1, node 14, m/s - 29 -3.730631404250E+000 T 2 vind (axial) at blade 1, node 15, m/s - 30 2.089100876357E-001 T 2 vind (tangential) at blade 1, node 15, m/s - 31 -3.929197607129E+000 T 2 vind (axial) at blade 1, node 16, m/s - 32 1.966324729592E-001 T 2 vind (tangential) at blade 1, node 16, m/s - 33 -4.056994956049E+000 T 2 vind (axial) at blade 1, node 17, m/s - 34 1.869568078320E-001 T 2 vind (tangential) at blade 1, node 17, m/s - 35 -3.797321089480E+000 T 2 vind (axial) at blade 1, node 18, m/s - 36 1.726157048723E-001 T 2 vind (tangential) at blade 1, node 18, m/s - 37 -6.477975034977E+000 T 2 vind (axial) at blade 1, node 19, m/s + 9 -2.218724512346E+000 T 2 vind (axial) at blade 1, node 5, m/s + 10 8.021290860645E-001 T 2 vind (tangential) at blade 1, node 5, m/s + 11 -2.072856889205E+000 T 2 vind (axial) at blade 1, node 6, m/s + 12 5.836046754849E-001 T 2 vind (tangential) at blade 1, node 6, m/s + 13 -1.838282024110E+000 T 2 vind (axial) at blade 1, node 7, m/s + 14 4.316445313380E-001 T 2 vind (tangential) at blade 1, node 7, m/s + 15 -1.863254761820E+000 T 2 vind (axial) at blade 1, node 8, m/s + 16 3.617586830082E-001 T 2 vind (tangential) at blade 1, node 8, m/s + 17 -2.256758778074E+000 T 2 vind (axial) at blade 1, node 9, m/s + 18 3.481942724306E-001 T 2 vind (tangential) at blade 1, node 9, m/s + 19 -2.406984853826E+000 T 2 vind (axial) at blade 1, node 10, m/s + 20 3.131804652431E-001 T 2 vind (tangential) at blade 1, node 10, m/s + 21 -2.948483336780E+000 T 2 vind (axial) at blade 1, node 11, m/s + 22 3.021089547793E-001 T 2 vind (tangential) at blade 1, node 11, m/s + 23 -3.343346692407E+000 T 2 vind (axial) at blade 1, node 12, m/s + 24 2.795281880655E-001 T 2 vind (tangential) at blade 1, node 12, m/s + 25 -3.278852107061E+000 T 2 vind (axial) at blade 1, node 13, m/s + 26 2.465046149809E-001 T 2 vind (tangential) at blade 1, node 13, m/s + 27 -3.507023535766E+000 T 2 vind (axial) at blade 1, node 14, m/s + 28 2.263880930010E-001 T 2 vind (tangential) at blade 1, node 14, m/s + 29 -3.730625553069E+000 T 2 vind (axial) at blade 1, node 15, m/s + 30 2.089100425171E-001 T 2 vind (tangential) at blade 1, node 15, m/s + 31 -3.929190387596E+000 T 2 vind (axial) at blade 1, node 16, m/s + 32 1.966323829882E-001 T 2 vind (tangential) at blade 1, node 16, m/s + 33 -4.056986905373E+000 T 2 vind (axial) at blade 1, node 17, m/s + 34 1.869566928215E-001 T 2 vind (tangential) at blade 1, node 17, m/s + 35 -3.797314196124E+000 T 2 vind (axial) at blade 1, node 18, m/s + 36 1.726156179694E-001 T 2 vind (tangential) at blade 1, node 18, m/s + 37 -6.477979862842E+000 T 2 vind (axial) at blade 1, node 19, m/s 38 0.000000000000E+000 T 2 vind (tangential) at blade 1, node 19, m/s - 39 -7.718199210440E+000 T 2 vind (axial) at blade 2, node 1, m/s + 39 -7.718199262810E+000 T 2 vind (axial) at blade 2, node 1, m/s 40 0.000000000000E+000 T 2 vind (tangential) at blade 2, node 1, m/s 41 0.000000000000E+000 T 2 vind (axial) at blade 2, node 2, m/s 42 0.000000000000E+000 T 2 vind (tangential) at blade 2, node 2, m/s @@ -65,37 +65,37 @@ Order of continuous states: 44 0.000000000000E+000 T 2 vind (tangential) at blade 2, node 3, m/s 45 0.000000000000E+000 T 2 vind (axial) at blade 2, node 4, m/s 46 0.000000000000E+000 T 2 vind (tangential) at blade 2, node 4, m/s - 47 -2.194856632221E+000 T 2 vind (axial) at blade 2, node 5, m/s - 48 7.695266032337E-001 T 2 vind (tangential) at blade 2, node 5, m/s - 49 -2.048900567825E+000 T 2 vind (axial) at blade 2, node 6, m/s - 50 5.662574929457E-001 T 2 vind (tangential) at blade 2, node 6, m/s - 51 -1.822462628421E+000 T 2 vind (axial) at blade 2, node 7, m/s - 52 4.221721880212E-001 T 2 vind (tangential) at blade 2, node 7, m/s - 53 -1.857956138770E+000 T 2 vind (axial) at blade 2, node 8, m/s - 54 3.568424836705E-001 T 2 vind (tangential) at blade 2, node 8, m/s - 55 -2.266001485451E+000 T 2 vind (axial) at blade 2, node 9, m/s - 56 3.463015860069E-001 T 2 vind (tangential) at blade 2, node 9, m/s - 57 -2.425180989616E+000 T 2 vind (axial) at blade 2, node 10, m/s - 58 3.130960196867E-001 T 2 vind (tangential) at blade 2, node 10, m/s - 59 -2.981887507874E+000 T 2 vind (axial) at blade 2, node 11, m/s - 60 3.032479635424E-001 T 2 vind (tangential) at blade 2, node 11, m/s - 61 -3.386885404282E+000 T 2 vind (axial) at blade 2, node 12, m/s - 62 2.817579069154E-001 T 2 vind (tangential) at blade 2, node 12, m/s - 63 -3.328818100918E+000 T 2 vind (axial) at blade 2, node 13, m/s - 64 2.495022598021E-001 T 2 vind (tangential) at blade 2, node 13, m/s - 65 -3.564313269507E+000 T 2 vind (axial) at blade 2, node 14, m/s - 66 2.302129710715E-001 T 2 vind (tangential) at blade 2, node 14, m/s - 67 -3.793777071883E+000 T 2 vind (axial) at blade 2, node 15, m/s - 68 2.135387256787E-001 T 2 vind (tangential) at blade 2, node 15, m/s - 69 -3.996117881045E+000 T 2 vind (axial) at blade 2, node 16, m/s - 70 2.020221640113E-001 T 2 vind (tangential) at blade 2, node 16, m/s - 71 -4.160177690972E+000 T 2 vind (axial) at blade 2, node 17, m/s - 72 1.923178619655E-001 T 2 vind (tangential) at blade 2, node 17, m/s - 73 -3.910933153963E+000 T 2 vind (axial) at blade 2, node 18, m/s - 74 1.797296907531E-001 T 2 vind (tangential) at blade 2, node 18, m/s - 75 -6.569740899845E+000 T 2 vind (axial) at blade 2, node 19, m/s + 47 -2.194856754228E+000 T 2 vind (axial) at blade 2, node 5, m/s + 48 7.695267140881E-001 T 2 vind (tangential) at blade 2, node 5, m/s + 49 -2.048900741818E+000 T 2 vind (axial) at blade 2, node 6, m/s + 50 5.662575942198E-001 T 2 vind (tangential) at blade 2, node 6, m/s + 51 -1.822462831337E+000 T 2 vind (axial) at blade 2, node 7, m/s + 52 4.221722840992E-001 T 2 vind (tangential) at blade 2, node 7, m/s + 53 -1.857956282701E+000 T 2 vind (axial) at blade 2, node 8, m/s + 54 3.568425609087E-001 T 2 vind (tangential) at blade 2, node 8, m/s + 55 -2.266001425915E+000 T 2 vind (axial) at blade 2, node 9, m/s + 56 3.463016493178E-001 T 2 vind (tangential) at blade 2, node 9, m/s + 57 -2.425180647409E+000 T 2 vind (axial) at blade 2, node 10, m/s + 58 3.130960693391E-001 T 2 vind (tangential) at blade 2, node 10, m/s + 59 -2.981886402361E+000 T 2 vind (axial) at blade 2, node 11, m/s + 60 3.032480128292E-001 T 2 vind (tangential) at blade 2, node 11, m/s + 61 -3.386883439437E+000 T 2 vind (axial) at blade 2, node 12, m/s + 62 2.817579377971E-001 T 2 vind (tangential) at blade 2, node 12, m/s + 63 -3.328814963507E+000 T 2 vind (axial) at blade 2, node 13, m/s + 64 2.495022643495E-001 T 2 vind (tangential) at blade 2, node 13, m/s + 65 -3.564308831063E+000 T 2 vind (axial) at blade 2, node 14, m/s + 66 2.302129332328E-001 T 2 vind (tangential) at blade 2, node 14, m/s + 67 -3.793771144942E+000 T 2 vind (axial) at blade 2, node 15, m/s + 68 2.135386349527E-001 T 2 vind (tangential) at blade 2, node 15, m/s + 69 -3.996110743649E+000 T 2 vind (axial) at blade 2, node 16, m/s + 70 2.020220196961E-001 T 2 vind (tangential) at blade 2, node 16, m/s + 71 -4.160170977553E+000 T 2 vind (axial) at blade 2, node 17, m/s + 72 1.923176450866E-001 T 2 vind (tangential) at blade 2, node 17, m/s + 73 -3.910927817607E+000 T 2 vind (axial) at blade 2, node 18, m/s + 74 1.797294837944E-001 T 2 vind (tangential) at blade 2, node 18, m/s + 75 -6.569744887439E+000 T 2 vind (axial) at blade 2, node 19, m/s 76 0.000000000000E+000 T 2 vind (tangential) at blade 2, node 19, m/s - 77 -7.851805908242E+000 T 2 vind (axial) at blade 3, node 1, m/s + 77 -7.851805973503E+000 T 2 vind (axial) at blade 3, node 1, m/s 78 0.000000000000E+000 T 2 vind (tangential) at blade 3, node 1, m/s 79 0.000000000000E+000 T 2 vind (axial) at blade 3, node 2, m/s 80 0.000000000000E+000 T 2 vind (tangential) at blade 3, node 2, m/s @@ -103,37 +103,37 @@ Order of continuous states: 82 0.000000000000E+000 T 2 vind (tangential) at blade 3, node 3, m/s 83 0.000000000000E+000 T 2 vind (axial) at blade 3, node 4, m/s 84 0.000000000000E+000 T 2 vind (tangential) at blade 3, node 4, m/s - 85 -2.239328398545E+000 T 2 vind (axial) at blade 3, node 5, m/s - 86 8.533969599594E-001 T 2 vind (tangential) at blade 3, node 5, m/s - 87 -2.115834468498E+000 T 2 vind (axial) at blade 3, node 6, m/s - 88 6.163005420188E-001 T 2 vind (tangential) at blade 3, node 6, m/s - 89 -1.878321387365E+000 T 2 vind (axial) at blade 3, node 7, m/s - 90 4.522379082776E-001 T 2 vind (tangential) at blade 3, node 7, m/s - 91 -1.895036969520E+000 T 2 vind (axial) at blade 3, node 8, m/s - 92 3.753382108513E-001 T 2 vind (tangential) at blade 3, node 8, m/s - 93 -2.276211539081E+000 T 2 vind (axial) at blade 3, node 9, m/s - 94 3.573123342130E-001 T 2 vind (tangential) at blade 3, node 9, m/s - 95 -2.429488673278E+000 T 2 vind (axial) at blade 3, node 10, m/s - 96 3.202975849067E-001 T 2 vind (tangential) at blade 3, node 10, m/s - 97 -2.975011144251E+000 T 2 vind (axial) at blade 3, node 11, m/s - 98 3.076022959720E-001 T 2 vind (tangential) at blade 3, node 11, m/s - 99 -3.382087364896E+000 T 2 vind (axial) at blade 3, node 12, m/s - 100 2.845360514258E-001 T 2 vind (tangential) at blade 3, node 12, m/s - 101 -3.334785524396E+000 T 2 vind (axial) at blade 3, node 13, m/s - 102 2.511834094265E-001 T 2 vind (tangential) at blade 3, node 13, m/s - 103 -3.581994175415E+000 T 2 vind (axial) at blade 3, node 14, m/s - 104 2.313754676541E-001 T 2 vind (tangential) at blade 3, node 14, m/s - 105 -3.823133023611E+000 T 2 vind (axial) at blade 3, node 15, m/s - 106 2.144579506870E-001 T 2 vind (tangential) at blade 3, node 15, m/s - 107 -4.033460512931E+000 T 2 vind (axial) at blade 3, node 16, m/s - 108 2.028444677163E-001 T 2 vind (tangential) at blade 3, node 16, m/s - 109 -4.209018486019E+000 T 2 vind (axial) at blade 3, node 17, m/s - 110 1.926814361857E-001 T 2 vind (tangential) at blade 3, node 17, m/s - 111 -3.948131185819E+000 T 2 vind (axial) at blade 3, node 18, m/s - 112 1.796610827429E-001 T 2 vind (tangential) at blade 3, node 18, m/s - 113 -6.511077479248E+000 T 2 vind (axial) at blade 3, node 19, m/s + 85 -2.239328432565E+000 T 2 vind (axial) at blade 3, node 5, m/s + 86 8.533970448123E-001 T 2 vind (tangential) at blade 3, node 5, m/s + 87 -2.115834572371E+000 T 2 vind (axial) at blade 3, node 6, m/s + 88 6.163006226425E-001 T 2 vind (tangential) at blade 3, node 6, m/s + 89 -1.878321516084E+000 T 2 vind (axial) at blade 3, node 7, m/s + 90 4.522379824018E-001 T 2 vind (tangential) at blade 3, node 7, m/s + 91 -1.895037070545E+000 T 2 vind (axial) at blade 3, node 8, m/s + 92 3.753382742739E-001 T 2 vind (tangential) at blade 3, node 8, m/s + 93 -2.276211487388E+000 T 2 vind (axial) at blade 3, node 9, m/s + 94 3.573123878899E-001 T 2 vind (tangential) at blade 3, node 9, m/s + 95 -2.429488415734E+000 T 2 vind (axial) at blade 3, node 10, m/s + 96 3.202976303459E-001 T 2 vind (tangential) at blade 3, node 10, m/s + 97 -2.975010280912E+000 T 2 vind (axial) at blade 3, node 11, m/s + 98 3.076023455003E-001 T 2 vind (tangential) at blade 3, node 11, m/s + 99 -3.382085928382E+000 T 2 vind (axial) at blade 3, node 12, m/s + 100 2.845360853981E-001 T 2 vind (tangential) at blade 3, node 12, m/s + 101 -3.334783244415E+000 T 2 vind (axial) at blade 3, node 13, m/s + 102 2.511834249827E-001 T 2 vind (tangential) at blade 3, node 13, m/s + 103 -3.581990944984E+000 T 2 vind (axial) at blade 3, node 14, m/s + 104 2.313754536924E-001 T 2 vind (tangential) at blade 3, node 14, m/s + 105 -3.823128694831E+000 T 2 vind (axial) at blade 3, node 15, m/s + 106 2.144578982168E-001 T 2 vind (tangential) at blade 3, node 15, m/s + 107 -4.033455226865E+000 T 2 vind (axial) at blade 3, node 16, m/s + 108 2.028443790503E-001 T 2 vind (tangential) at blade 3, node 16, m/s + 109 -4.209013646109E+000 T 2 vind (axial) at blade 3, node 17, m/s + 110 1.926812931039E-001 T 2 vind (tangential) at blade 3, node 17, m/s + 111 -3.948127330678E+000 T 2 vind (axial) at blade 3, node 18, m/s + 112 1.796609607887E-001 T 2 vind (tangential) at blade 3, node 18, m/s + 113 -6.511081039185E+000 T 2 vind (axial) at blade 3, node 19, m/s 114 0.000000000000E+000 T 2 vind (tangential) at blade 3, node 19, m/s - 115 -3.177018683124E+000 T 2 First time derivative of vind (axial) at blade 1, node 1, m/s/s + 115 -3.177018694990E+000 T 2 First time derivative of vind (axial) at blade 1, node 1, m/s/s 116 0.000000000000E+000 T 2 First time derivative of vind (tangential) at blade 1, node 1, m/s/s 117 0.000000000000E+000 T 2 First time derivative of vind (axial) at blade 1, node 2, m/s/s 118 0.000000000000E+000 T 2 First time derivative of vind (tangential) at blade 1, node 2, m/s/s @@ -141,37 +141,37 @@ Order of continuous states: 120 0.000000000000E+000 T 2 First time derivative of vind (tangential) at blade 1, node 3, m/s/s 121 0.000000000000E+000 T 2 First time derivative of vind (axial) at blade 1, node 4, m/s/s 122 0.000000000000E+000 T 2 First time derivative of vind (tangential) at blade 1, node 4, m/s/s - 123 -8.917484277590E-001 T 2 First time derivative of vind (axial) at blade 1, node 5, m/s/s - 124 3.240234506370E-001 T 2 First time derivative of vind (tangential) at blade 1, node 5, m/s/s - 125 -8.352561212751E-001 T 2 First time derivative of vind (axial) at blade 1, node 6, m/s/s - 126 2.362768225787E-001 T 2 First time derivative of vind (tangential) at blade 1, node 6, m/s/s - 127 -7.428181631387E-001 T 2 First time derivative of vind (axial) at blade 1, node 7, m/s/s - 128 1.753043050575E-001 T 2 First time derivative of vind (tangential) at blade 1, node 7, m/s/s - 129 -7.545955550715E-001 T 2 First time derivative of vind (axial) at blade 1, node 8, m/s/s - 130 1.473886940187E-001 T 2 First time derivative of vind (tangential) at blade 1, node 8, m/s/s - 131 -9.140538556034E-001 T 2 First time derivative of vind (axial) at blade 1, node 9, m/s/s - 132 1.421784850021E-001 T 2 First time derivative of vind (tangential) at blade 1, node 9, m/s/s - 133 -9.783204613503E-001 T 2 First time derivative of vind (axial) at blade 1, node 10, m/s/s - 134 1.286178647088E-001 T 2 First time derivative of vind (tangential) at blade 1, node 10, m/s/s - 135 -1.199311668048E+000 T 2 First time derivative of vind (axial) at blade 1, node 11, m/s/s - 136 1.248089874220E-001 T 2 First time derivative of vind (tangential) at blade 1, node 11, m/s/s - 137 -1.364854197213E+000 T 2 First time derivative of vind (axial) at blade 1, node 12, m/s/s - 138 1.166658497548E-001 T 2 First time derivative of vind (tangential) at blade 1, node 12, m/s/s - 139 -1.344761886988E+000 T 2 First time derivative of vind (axial) at blade 1, node 13, m/s/s - 140 1.043378048685E-001 T 2 First time derivative of vind (tangential) at blade 1, node 13, m/s/s - 141 -1.447249866448E+000 T 2 First time derivative of vind (axial) at blade 1, node 14, m/s/s - 142 9.761017121737E-002 T 2 First time derivative of vind (tangential) at blade 1, node 14, m/s/s - 143 -1.549753981087E+000 T 2 First time derivative of vind (axial) at blade 1, node 15, m/s/s - 144 9.219144602652E-002 T 2 First time derivative of vind (tangential) at blade 1, node 15, m/s/s - 145 -1.643067223034E+000 T 2 First time derivative of vind (axial) at blade 1, node 16, m/s/s - 146 8.885681895913E-002 T 2 First time derivative of vind (tangential) at blade 1, node 16, m/s/s - 147 -1.709306843522E+000 T 2 First time derivative of vind (axial) at blade 1, node 17, m/s/s - 148 8.666537137596E-002 T 2 First time derivative of vind (tangential) at blade 1, node 17, m/s/s - 149 -1.638004773004E+000 T 2 First time derivative of vind (axial) at blade 1, node 18, m/s/s - 150 8.317448435912E-002 T 2 First time derivative of vind (tangential) at blade 1, node 18, m/s/s - 151 -2.922230304726E+000 T 2 First time derivative of vind (axial) at blade 1, node 19, m/s/s + 123 -8.917484466223E-001 T 2 First time derivative of vind (axial) at blade 1, node 5, m/s/s + 124 3.240234734361E-001 T 2 First time derivative of vind (tangential) at blade 1, node 5, m/s/s + 125 -8.352561534510E-001 T 2 First time derivative of vind (axial) at blade 1, node 6, m/s/s + 126 2.362768435575E-001 T 2 First time derivative of vind (tangential) at blade 1, node 6, m/s/s + 127 -7.428182053171E-001 T 2 First time derivative of vind (axial) at blade 1, node 7, m/s/s + 128 1.753043253398E-001 T 2 First time derivative of vind (tangential) at blade 1, node 7, m/s/s + 129 -7.545955885003E-001 T 2 First time derivative of vind (axial) at blade 1, node 8, m/s/s + 130 1.473887107580E-001 T 2 First time derivative of vind (tangential) at blade 1, node 8, m/s/s + 131 -9.140538503169E-001 T 2 First time derivative of vind (axial) at blade 1, node 9, m/s/s + 132 1.421784991755E-001 T 2 First time derivative of vind (tangential) at blade 1, node 9, m/s/s + 133 -9.783204037970E-001 T 2 First time derivative of vind (axial) at blade 1, node 10, m/s/s + 134 1.286178768118E-001 T 2 First time derivative of vind (tangential) at blade 1, node 10, m/s/s + 135 -1.199311461601E+000 T 2 First time derivative of vind (axial) at blade 1, node 11, m/s/s + 136 1.248090003430E-001 T 2 First time derivative of vind (tangential) at blade 1, node 11, m/s/s + 137 -1.364853812901E+000 T 2 First time derivative of vind (axial) at blade 1, node 12, m/s/s + 138 1.166658613071E-001 T 2 First time derivative of vind (tangential) at blade 1, node 12, m/s/s + 139 -1.344761276894E+000 T 2 First time derivative of vind (axial) at blade 1, node 13, m/s/s + 140 1.043378125301E-001 T 2 First time derivative of vind (tangential) at blade 1, node 13, m/s/s + 141 -1.447249031259E+000 T 2 First time derivative of vind (axial) at blade 1, node 14, m/s/s + 142 9.761017238266E-002 T 2 First time derivative of vind (tangential) at blade 1, node 14, m/s/s + 143 -1.549752922487E+000 T 2 First time derivative of vind (axial) at blade 1, node 15, m/s/s + 144 9.219143962685E-002 T 2 First time derivative of vind (tangential) at blade 1, node 15, m/s/s + 145 -1.643066010632E+000 T 2 First time derivative of vind (axial) at blade 1, node 16, m/s/s + 146 8.885680663599E-002 T 2 First time derivative of vind (tangential) at blade 1, node 16, m/s/s + 147 -1.709305580287E+000 T 2 First time derivative of vind (axial) at blade 1, node 17, m/s/s + 148 8.666535684648E-002 T 2 First time derivative of vind (tangential) at blade 1, node 17, m/s/s + 149 -1.638003763422E+000 T 2 First time derivative of vind (axial) at blade 1, node 18, m/s/s + 150 8.317447787943E-002 T 2 First time derivative of vind (tangential) at blade 1, node 18, m/s/s + 151 -2.922231285075E+000 T 2 First time derivative of vind (axial) at blade 1, node 19, m/s/s 152 0.000000000000E+000 T 2 First time derivative of vind (tangential) at blade 1, node 19, m/s/s - 153 -3.109550290674E+000 T 2 First time derivative of vind (axial) at blade 2, node 1, m/s/s + 153 -3.109550303626E+000 T 2 First time derivative of vind (axial) at blade 2, node 1, m/s/s 154 0.000000000000E+000 T 2 First time derivative of vind (tangential) at blade 2, node 1, m/s/s 155 0.000000000000E+000 T 2 First time derivative of vind (axial) at blade 2, node 2, m/s/s 156 0.000000000000E+000 T 2 First time derivative of vind (tangential) at blade 2, node 2, m/s/s @@ -179,37 +179,37 @@ Order of continuous states: 158 0.000000000000E+000 T 2 First time derivative of vind (tangential) at blade 2, node 3, m/s/s 159 0.000000000000E+000 T 2 First time derivative of vind (axial) at blade 2, node 4, m/s/s 160 0.000000000000E+000 T 2 First time derivative of vind (tangential) at blade 2, node 4, m/s/s - 161 -8.861999932189E-001 T 2 First time derivative of vind (axial) at blade 2, node 5, m/s/s - 162 3.120122244909E-001 T 2 First time derivative of vind (tangential) at blade 2, node 5, m/s/s - 163 -8.276319371327E-001 T 2 First time derivative of vind (axial) at blade 2, node 6, m/s/s - 164 2.296176745344E-001 T 2 First time derivative of vind (tangential) at blade 2, node 6, m/s/s - 165 -7.368738063480E-001 T 2 First time derivative of vind (axial) at blade 2, node 7, m/s/s - 166 1.713530504905E-001 T 2 First time derivative of vind (tangential) at blade 2, node 7, m/s/s - 167 -7.516782468152E-001 T 2 First time derivative of vind (axial) at blade 2, node 8, m/s/s - 168 1.449972195407E-001 T 2 First time derivative of vind (tangential) at blade 2, node 8, m/s/s - 169 -9.163412519325E-001 T 2 First time derivative of vind (axial) at blade 2, node 9, m/s/s - 170 1.408450912452E-001 T 2 First time derivative of vind (tangential) at blade 2, node 9, m/s/s - 171 -9.829714358504E-001 T 2 First time derivative of vind (axial) at blade 2, node 10, m/s/s - 172 1.278351270433E-001 T 2 First time derivative of vind (tangential) at blade 2, node 10, m/s/s - 173 -1.209380609147E+000 T 2 First time derivative of vind (axial) at blade 2, node 11, m/s/s - 174 1.243817024228E-001 T 2 First time derivative of vind (tangential) at blade 2, node 11, m/s/s - 175 -1.377738741165E+000 T 2 First time derivative of vind (axial) at blade 2, node 12, m/s/s - 176 1.165077169590E-001 T 2 First time derivative of vind (tangential) at blade 2, node 12, m/s/s - 177 -1.359280167964E+000 T 2 First time derivative of vind (axial) at blade 2, node 13, m/s/s - 178 1.043595166409E-001 T 2 First time derivative of vind (tangential) at blade 2, node 13, m/s/s - 179 -1.462984695832E+000 T 2 First time derivative of vind (axial) at blade 2, node 14, m/s/s - 180 9.776860572704E-002 T 2 First time derivative of vind (tangential) at blade 2, node 14, m/s/s - 181 -1.566042034911E+000 T 2 First time derivative of vind (axial) at blade 2, node 15, m/s/s - 182 9.243403270481E-002 T 2 First time derivative of vind (tangential) at blade 2, node 15, m/s/s - 183 -1.658812218710E+000 T 2 First time derivative of vind (axial) at blade 2, node 16, m/s/s - 184 8.912656928611E-002 T 2 First time derivative of vind (tangential) at blade 2, node 16, m/s/s - 185 -1.730225663169E+000 T 2 First time derivative of vind (axial) at blade 2, node 17, m/s/s - 186 8.673377280147E-002 T 2 First time derivative of vind (tangential) at blade 2, node 17, m/s/s - 187 -1.655846903094E+000 T 2 First time derivative of vind (axial) at blade 2, node 18, m/s/s - 188 8.332127659119E-002 T 2 First time derivative of vind (tangential) at blade 2, node 18, m/s/s - 189 -2.916335611901E+000 T 2 First time derivative of vind (axial) at blade 2, node 19, m/s/s + 161 -8.862000256228E-001 T 2 First time derivative of vind (axial) at blade 2, node 5, m/s/s + 162 3.120122541710E-001 T 2 First time derivative of vind (tangential) at blade 2, node 5, m/s/s + 163 -8.276319828324E-001 T 2 First time derivative of vind (axial) at blade 2, node 6, m/s/s + 164 2.296177012839E-001 T 2 First time derivative of vind (tangential) at blade 2, node 6, m/s/s + 165 -7.368738587390E-001 T 2 First time derivative of vind (axial) at blade 2, node 7, m/s/s + 166 1.713530754535E-001 T 2 First time derivative of vind (tangential) at blade 2, node 7, m/s/s + 167 -7.516782829894E-001 T 2 First time derivative of vind (axial) at blade 2, node 8, m/s/s + 168 1.449972391357E-001 T 2 First time derivative of vind (tangential) at blade 2, node 8, m/s/s + 169 -9.163412369576E-001 T 2 First time derivative of vind (axial) at blade 2, node 9, m/s/s + 170 1.408451069547E-001 T 2 First time derivative of vind (tangential) at blade 2, node 9, m/s/s + 171 -9.829713541046E-001 T 2 First time derivative of vind (axial) at blade 2, node 10, m/s/s + 172 1.278351391473E-001 T 2 First time derivative of vind (tangential) at blade 2, node 10, m/s/s + 173 -1.209380354961E+000 T 2 First time derivative of vind (axial) at blade 2, node 11, m/s/s + 174 1.243817143825E-001 T 2 First time derivative of vind (tangential) at blade 2, node 11, m/s/s + 175 -1.377738310491E+000 T 2 First time derivative of vind (axial) at blade 2, node 12, m/s/s + 176 1.165077248933E-001 T 2 First time derivative of vind (tangential) at blade 2, node 12, m/s/s + 177 -1.359279515998E+000 T 2 First time derivative of vind (axial) at blade 2, node 13, m/s/s + 178 1.043595193937E-001 T 2 First time derivative of vind (tangential) at blade 2, node 13, m/s/s + 179 -1.462983832139E+000 T 2 First time derivative of vind (axial) at blade 2, node 14, m/s/s + 180 9.776860107132E-002 T 2 First time derivative of vind (tangential) at blade 2, node 14, m/s/s + 181 -1.566040966583E+000 T 2 First time derivative of vind (axial) at blade 2, node 15, m/s/s + 182 9.243402022982E-002 T 2 First time derivative of vind (tangential) at blade 2, node 15, m/s/s + 183 -1.658811026109E+000 T 2 First time derivative of vind (axial) at blade 2, node 16, m/s/s + 184 8.912655003700E-002 T 2 First time derivative of vind (tangential) at blade 2, node 16, m/s/s + 185 -1.730224673832E+000 T 2 First time derivative of vind (axial) at blade 2, node 17, m/s/s + 186 8.673374293919E-002 T 2 First time derivative of vind (tangential) at blade 2, node 17, m/s/s + 187 -1.655846222721E+000 T 2 First time derivative of vind (axial) at blade 2, node 18, m/s/s + 188 8.332125238444E-002 T 2 First time derivative of vind (tangential) at blade 2, node 18, m/s/s + 189 -2.916336558920E+000 T 2 First time derivative of vind (axial) at blade 2, node 19, m/s/s 190 0.000000000000E+000 T 2 First time derivative of vind (tangential) at blade 2, node 19, m/s/s - 191 -3.147035817027E+000 T 2 First time derivative of vind (axial) at blade 3, node 1, m/s/s + 191 -3.147035833142E+000 T 2 First time derivative of vind (axial) at blade 3, node 1, m/s/s 192 0.000000000000E+000 T 2 First time derivative of vind (tangential) at blade 3, node 1, m/s/s 193 0.000000000000E+000 T 2 First time derivative of vind (axial) at blade 3, node 2, m/s/s 194 0.000000000000E+000 T 2 First time derivative of vind (tangential) at blade 3, node 2, m/s/s @@ -217,41 +217,41 @@ Order of continuous states: 196 0.000000000000E+000 T 2 First time derivative of vind (tangential) at blade 3, node 3, m/s/s 197 0.000000000000E+000 T 2 First time derivative of vind (axial) at blade 3, node 4, m/s/s 198 0.000000000000E+000 T 2 First time derivative of vind (tangential) at blade 3, node 4, m/s/s - 199 -8.994540575106E-001 T 2 First time derivative of vind (axial) at blade 3, node 5, m/s/s - 200 3.442699962369E-001 T 2 First time derivative of vind (tangential) at blade 3, node 5, m/s/s - 201 -8.516539850313E-001 T 2 First time derivative of vind (axial) at blade 3, node 6, m/s/s - 202 2.490731548333E-001 T 2 First time derivative of vind (tangential) at blade 3, node 6, m/s/s - 203 -7.573969873740E-001 T 2 First time derivative of vind (axial) at blade 3, node 7, m/s/s - 204 1.831747593500E-001 T 2 First time derivative of vind (tangential) at blade 3, node 7, m/s/s - 205 -7.651194740341E-001 T 2 First time derivative of vind (axial) at blade 3, node 8, m/s/s - 206 1.523893763940E-001 T 2 First time derivative of vind (tangential) at blade 3, node 8, m/s/s - 207 -9.186081255686E-001 T 2 First time derivative of vind (axial) at blade 3, node 9, m/s/s - 208 1.453562817011E-001 T 2 First time derivative of vind (tangential) at blade 3, node 9, m/s/s - 209 -9.822244887399E-001 T 2 First time derivative of vind (axial) at blade 3, node 10, m/s/s - 210 1.309091214985E-001 T 2 First time derivative of vind (tangential) at blade 3, node 10, m/s/s - 211 -1.201409585223E+000 T 2 First time derivative of vind (axial) at blade 3, node 11, m/s/s - 212 1.264354057618E-001 T 2 First time derivative of vind (tangential) at blade 3, node 11, m/s/s - 213 -1.368002025829E+000 T 2 First time derivative of vind (axial) at blade 3, node 12, m/s/s - 214 1.179571607850E-001 T 2 First time derivative of vind (tangential) at blade 3, node 12, m/s/s - 215 -1.350385378350E+000 T 2 First time derivative of vind (axial) at blade 3, node 13, m/s/s - 216 1.053638584932E-001 T 2 First time derivative of vind (tangential) at blade 3, node 13, m/s/s - 217 -1.455252530669E+000 T 2 First time derivative of vind (axial) at blade 3, node 14, m/s/s - 218 9.851819815611E-002 T 2 First time derivative of vind (tangential) at blade 3, node 14, m/s/s - 219 -1.559290329599E+000 T 2 First time derivative of vind (axial) at blade 3, node 15, m/s/s - 220 9.302306294104E-002 T 2 First time derivative of vind (tangential) at blade 3, node 15, m/s/s - 221 -1.653014698546E+000 T 2 First time derivative of vind (axial) at blade 3, node 16, m/s/s - 222 8.964460512334E-002 T 2 First time derivative of vind (tangential) at blade 3, node 16, m/s/s - 223 -1.727858768701E+000 T 2 First time derivative of vind (axial) at blade 3, node 17, m/s/s - 224 8.717709665653E-002 T 2 First time derivative of vind (tangential) at blade 3, node 17, m/s/s - 225 -1.654957761628E+000 T 2 First time derivative of vind (axial) at blade 3, node 18, m/s/s - 226 8.375671905893E-002 T 2 First time derivative of vind (tangential) at blade 3, node 18, m/s/s - 227 -2.903328596125E+000 T 2 First time derivative of vind (axial) at blade 3, node 19, m/s/s + 199 -8.994540661379E-001 T 2 First time derivative of vind (axial) at blade 3, node 5, m/s/s + 200 3.442700190248E-001 T 2 First time derivative of vind (tangential) at blade 3, node 5, m/s/s + 201 -8.516540122032E-001 T 2 First time derivative of vind (axial) at blade 3, node 6, m/s/s + 202 2.490731761948E-001 T 2 First time derivative of vind (tangential) at blade 3, node 6, m/s/s + 203 -7.573970204401E-001 T 2 First time derivative of vind (axial) at blade 3, node 7, m/s/s + 204 1.831747786164E-001 T 2 First time derivative of vind (tangential) at blade 3, node 7, m/s/s + 205 -7.651194992055E-001 T 2 First time derivative of vind (axial) at blade 3, node 8, m/s/s + 206 1.523893925048E-001 T 2 First time derivative of vind (tangential) at blade 3, node 8, m/s/s + 207 -9.186081120159E-001 T 2 First time derivative of vind (axial) at blade 3, node 9, m/s/s + 208 1.453562949906E-001 T 2 First time derivative of vind (tangential) at blade 3, node 9, m/s/s + 209 -9.822244261066E-001 T 2 First time derivative of vind (axial) at blade 3, node 10, m/s/s + 210 1.309091324600E-001 T 2 First time derivative of vind (tangential) at blade 3, node 10, m/s/s + 211 -1.201409384560E+000 T 2 First time derivative of vind (axial) at blade 3, node 11, m/s/s + 212 1.264354174813E-001 T 2 First time derivative of vind (tangential) at blade 3, node 11, m/s/s + 213 -1.368001708183E+000 T 2 First time derivative of vind (axial) at blade 3, node 12, m/s/s + 214 1.179571688326E-001 T 2 First time derivative of vind (tangential) at blade 3, node 12, m/s/s + 215 -1.350384900965E+000 T 2 First time derivative of vind (axial) at blade 3, node 13, m/s/s + 216 1.053638626749E-001 T 2 First time derivative of vind (tangential) at blade 3, node 13, m/s/s + 217 -1.455251897581E+000 T 2 First time derivative of vind (axial) at blade 3, node 14, m/s/s + 218 9.851819688434E-002 T 2 First time derivative of vind (tangential) at blade 3, node 14, m/s/s + 219 -1.559289544775E+000 T 2 First time derivative of vind (axial) at blade 3, node 15, m/s/s + 220 9.302305554203E-002 T 2 First time derivative of vind (tangential) at blade 3, node 15, m/s/s + 221 -1.653013809884E+000 T 2 First time derivative of vind (axial) at blade 3, node 16, m/s/s + 222 8.964459289300E-002 T 2 First time derivative of vind (tangential) at blade 3, node 16, m/s/s + 223 -1.727858063641E+000 T 2 First time derivative of vind (axial) at blade 3, node 17, m/s/s + 224 8.717707551045E-002 T 2 First time derivative of vind (tangential) at blade 3, node 17, m/s/s + 225 -1.654957272674E+000 T 2 First time derivative of vind (axial) at blade 3, node 18, m/s/s + 226 8.375670348477E-002 T 2 First time derivative of vind (tangential) at blade 3, node 18, m/s/s + 227 -2.903329356410E+000 T 2 First time derivative of vind (axial) at blade 3, node 19, m/s/s 228 0.000000000000E+000 T 2 First time derivative of vind (tangential) at blade 3, node 19, m/s/s Order of continuous state derivatives: Row/Column Operating Point Rotating Frame? Derivative Order Description ---------- --------------- --------------- ---------------- ----------- - 1 1.313834056020E-001 T 2 First time derivative of vind (axial) at blade 1, node 1, m/s/s + 1 1.313827795261E-001 T 2 First time derivative of vind (axial) at blade 1, node 1, m/s/s 2 0.000000000000E+000 T 2 First time derivative of vind (tangential) at blade 1, node 1, m/s/s 3 0.000000000000E+000 T 2 First time derivative of vind (axial) at blade 1, node 2, m/s/s 4 0.000000000000E+000 T 2 First time derivative of vind (tangential) at blade 1, node 2, m/s/s @@ -259,37 +259,37 @@ Order of continuous state derivatives: 6 0.000000000000E+000 T 2 First time derivative of vind (tangential) at blade 1, node 3, m/s/s 7 0.000000000000E+000 T 2 First time derivative of vind (axial) at blade 1, node 4, m/s/s 8 0.000000000000E+000 T 2 First time derivative of vind (tangential) at blade 1, node 4, m/s/s - 9 5.520733267039E-002 T 2 First time derivative of vind (axial) at blade 1, node 5, m/s/s - 10 -3.987295695301E-002 T 2 First time derivative of vind (tangential) at blade 1, node 5, m/s/s - 11 6.692477740899E-002 T 2 First time derivative of vind (axial) at blade 1, node 6, m/s/s - 12 -3.125604876471E-002 T 2 First time derivative of vind (tangential) at blade 1, node 6, m/s/s - 13 6.836333733671E-002 T 2 First time derivative of vind (axial) at blade 1, node 7, m/s/s - 14 -2.456328373503E-002 T 2 First time derivative of vind (tangential) at blade 1, node 7, m/s/s - 15 6.549327490828E-002 T 2 First time derivative of vind (axial) at blade 1, node 8, m/s/s - 16 -1.980457346614E-002 T 2 First time derivative of vind (tangential) at blade 1, node 8, m/s/s - 17 5.730829134859E-002 T 2 First time derivative of vind (axial) at blade 1, node 9, m/s/s - 18 -1.621915923761E-002 T 2 First time derivative of vind (tangential) at blade 1, node 9, m/s/s - 19 5.628622070000E-002 T 2 First time derivative of vind (axial) at blade 1, node 10, m/s/s - 20 -1.367179406515E-002 T 2 First time derivative of vind (tangential) at blade 1, node 10, m/s/s - 21 4.898348707239E-002 T 2 First time derivative of vind (axial) at blade 1, node 11, m/s/s - 22 -1.125347770545E-002 T 2 First time derivative of vind (tangential) at blade 1, node 11, m/s/s - 23 4.851828168795E-002 T 2 First time derivative of vind (axial) at blade 1, node 12, m/s/s - 24 -9.140827129803E-003 T 2 First time derivative of vind (tangential) at blade 1, node 12, m/s/s - 25 4.529872218976E-002 T 2 First time derivative of vind (axial) at blade 1, node 13, m/s/s - 26 -6.590238901563E-003 T 2 First time derivative of vind (tangential) at blade 1, node 13, m/s/s - 27 4.082958512121E-002 T 2 First time derivative of vind (axial) at blade 1, node 14, m/s/s - 28 -4.159558056031E-003 T 2 First time derivative of vind (tangential) at blade 1, node 14, m/s/s - 29 2.503250552331E-002 T 2 First time derivative of vind (axial) at blade 1, node 15, m/s/s - 30 -1.181968001251E-003 T 2 First time derivative of vind (tangential) at blade 1, node 15, m/s/s - 31 -2.364340875200E-004 T 2 First time derivative of vind (axial) at blade 1, node 16, m/s/s - 32 1.887368024434E-003 T 2 First time derivative of vind (tangential) at blade 1, node 16, m/s/s - 33 -1.083932561392E-002 T 2 First time derivative of vind (axial) at blade 1, node 17, m/s/s - 34 5.237701611779E-003 T 2 First time derivative of vind (tangential) at blade 1, node 17, m/s/s - 35 -7.575622009947E-002 T 2 First time derivative of vind (axial) at blade 1, node 18, m/s/s - 36 9.907643808444E-003 T 2 First time derivative of vind (tangential) at blade 1, node 18, m/s/s - 37 -6.012566343363E-001 T 2 First time derivative of vind (axial) at blade 1, node 19, m/s/s + 9 5.520671490056E-002 T 2 First time derivative of vind (axial) at blade 1, node 5, m/s/s + 10 -3.987251771445E-002 T 2 First time derivative of vind (tangential) at blade 1, node 5, m/s/s + 11 6.692429270156E-002 T 2 First time derivative of vind (axial) at blade 1, node 6, m/s/s + 12 -3.125571189304E-002 T 2 First time derivative of vind (tangential) at blade 1, node 6, m/s/s + 13 6.836351508806E-002 T 2 First time derivative of vind (axial) at blade 1, node 7, m/s/s + 14 -2.456312131418E-002 T 2 First time derivative of vind (tangential) at blade 1, node 7, m/s/s + 15 6.549496224868E-002 T 2 First time derivative of vind (axial) at blade 1, node 8, m/s/s + 16 -1.980463628318E-002 T 2 First time derivative of vind (tangential) at blade 1, node 8, m/s/s + 17 5.731304584458E-002 T 2 First time derivative of vind (axial) at blade 1, node 9, m/s/s + 18 -1.621945528954E-002 T 2 First time derivative of vind (tangential) at blade 1, node 9, m/s/s + 19 5.629553485651E-002 T 2 First time derivative of vind (axial) at blade 1, node 10, m/s/s + 20 -1.367240067780E-002 T 2 First time derivative of vind (tangential) at blade 1, node 10, m/s/s + 21 4.900172589046E-002 T 2 First time derivative of vind (axial) at blade 1, node 11, m/s/s + 22 -1.125424333904E-002 T 2 First time derivative of vind (tangential) at blade 1, node 11, m/s/s + 23 4.854658420398E-002 T 2 First time derivative of vind (axial) at blade 1, node 12, m/s/s + 24 -9.141946770607E-003 T 2 First time derivative of vind (tangential) at blade 1, node 12, m/s/s + 25 4.533845718459E-002 T 2 First time derivative of vind (axial) at blade 1, node 13, m/s/s + 26 -6.591678806806E-003 T 2 First time derivative of vind (tangential) at blade 1, node 13, m/s/s + 27 4.088316120157E-002 T 2 First time derivative of vind (axial) at blade 1, node 14, m/s/s + 28 -4.161444126765E-003 T 2 First time derivative of vind (tangential) at blade 1, node 14, m/s/s + 29 2.510246538149E-002 T 2 First time derivative of vind (axial) at blade 1, node 15, m/s/s + 30 -1.184271366453E-003 T 2 First time derivative of vind (tangential) at blade 1, node 15, m/s/s + 31 -1.519921626479E-004 T 2 First time derivative of vind (axial) at blade 1, node 16, m/s/s + 32 1.884819385778E-003 T 2 First time derivative of vind (tangential) at blade 1, node 16, m/s/s + 33 -1.074806816160E-002 T 2 First time derivative of vind (axial) at blade 1, node 17, m/s/s + 34 5.235256206912E-003 T 2 First time derivative of vind (tangential) at blade 1, node 17, m/s/s + 35 -7.568099250393E-002 T 2 First time derivative of vind (axial) at blade 1, node 18, m/s/s + 36 9.905751272549E-003 T 2 First time derivative of vind (tangential) at blade 1, node 18, m/s/s + 37 -6.012972205107E-001 T 2 First time derivative of vind (axial) at blade 1, node 19, m/s/s 38 0.000000000000E+000 T 2 First time derivative of vind (tangential) at blade 1, node 19, m/s/s - 39 2.575257399086E-001 T 2 First time derivative of vind (axial) at blade 2, node 1, m/s/s + 39 2.575253738979E-001 T 2 First time derivative of vind (axial) at blade 2, node 1, m/s/s 40 0.000000000000E+000 T 2 First time derivative of vind (tangential) at blade 2, node 1, m/s/s 41 0.000000000000E+000 T 2 First time derivative of vind (axial) at blade 2, node 2, m/s/s 42 0.000000000000E+000 T 2 First time derivative of vind (tangential) at blade 2, node 2, m/s/s @@ -297,37 +297,37 @@ Order of continuous state derivatives: 44 0.000000000000E+000 T 2 First time derivative of vind (tangential) at blade 2, node 3, m/s/s 45 0.000000000000E+000 T 2 First time derivative of vind (axial) at blade 2, node 4, m/s/s 46 0.000000000000E+000 T 2 First time derivative of vind (tangential) at blade 2, node 4, m/s/s - 47 6.323537421892E-002 T 2 First time derivative of vind (axial) at blade 2, node 5, m/s/s - 48 -2.437206551518E-002 T 2 First time derivative of vind (tangential) at blade 2, node 5, m/s/s - 49 4.673749859770E-002 T 2 First time derivative of vind (axial) at blade 2, node 6, m/s/s - 50 -1.493952900418E-002 T 2 First time derivative of vind (tangential) at blade 2, node 6, m/s/s - 51 3.069357860732E-002 T 2 First time derivative of vind (axial) at blade 2, node 7, m/s/s - 52 -8.372573100529E-003 T 2 First time derivative of vind (tangential) at blade 2, node 7, m/s/s - 53 1.810596529769E-002 T 2 First time derivative of vind (axial) at blade 2, node 8, m/s/s - 54 -3.913652655059E-003 T 2 First time derivative of vind (tangential) at blade 2, node 8, m/s/s - 55 7.760889396916E-003 T 2 First time derivative of vind (axial) at blade 2, node 9, m/s/s - 56 -4.465610563490E-004 T 2 First time derivative of vind (tangential) at blade 2, node 9, m/s/s - 57 -5.244328289698E-003 T 2 First time derivative of vind (axial) at blade 2, node 10, m/s/s - 58 3.092199864877E-003 T 2 First time derivative of vind (tangential) at blade 2, node 10, m/s/s - 59 -1.037529380480E-002 T 2 First time derivative of vind (axial) at blade 2, node 11, m/s/s - 60 6.954726235465E-003 T 2 First time derivative of vind (tangential) at blade 2, node 11, m/s/s - 61 -1.771211620979E-002 T 2 First time derivative of vind (axial) at blade 2, node 12, m/s/s - 62 1.126624303759E-002 T 2 First time derivative of vind (tangential) at blade 2, node 12, m/s/s - 63 -1.159554426193E-002 T 2 First time derivative of vind (axial) at blade 2, node 13, m/s/s - 64 1.562960048929E-002 T 2 First time derivative of vind (tangential) at blade 2, node 13, m/s/s - 65 -1.760687348668E-002 T 2 First time derivative of vind (axial) at blade 2, node 14, m/s/s - 66 2.120427582728E-002 T 2 First time derivative of vind (tangential) at blade 2, node 14, m/s/s - 67 -3.169422500289E-002 T 2 First time derivative of vind (axial) at blade 2, node 15, m/s/s - 68 2.831914293411E-002 T 2 First time derivative of vind (tangential) at blade 2, node 15, m/s/s - 69 -7.044304401119E-002 T 2 First time derivative of vind (axial) at blade 2, node 16, m/s/s - 70 3.651629553797E-002 T 2 First time derivative of vind (tangential) at blade 2, node 16, m/s/s - 71 -1.038616327931E-001 T 2 First time derivative of vind (axial) at blade 2, node 17, m/s/s - 72 4.783604072347E-002 T 2 First time derivative of vind (tangential) at blade 2, node 17, m/s/s - 73 -3.321751196907E-001 T 2 First time derivative of vind (axial) at blade 2, node 18, m/s/s - 74 6.274735897388E-002 T 2 First time derivative of vind (tangential) at blade 2, node 18, m/s/s - 75 -2.049931064748E+000 T 2 First time derivative of vind (axial) at blade 2, node 19, m/s/s + 47 6.323535143015E-002 T 2 First time derivative of vind (axial) at blade 2, node 5, m/s/s + 48 -2.437189641813E-002 T 2 First time derivative of vind (tangential) at blade 2, node 5, m/s/s + 49 4.673778897669E-002 T 2 First time derivative of vind (axial) at blade 2, node 6, m/s/s + 50 -1.493947246293E-002 T 2 First time derivative of vind (tangential) at blade 2, node 6, m/s/s + 51 3.069456972243E-002 T 2 First time derivative of vind (axial) at blade 2, node 7, m/s/s + 52 -8.372654426132E-003 T 2 First time derivative of vind (tangential) at blade 2, node 7, m/s/s + 53 1.810830194575E-002 T 2 First time derivative of vind (axial) at blade 2, node 8, m/s/s + 54 -3.913902412535E-003 T 2 First time derivative of vind (tangential) at blade 2, node 8, m/s/s + 55 7.765792722199E-003 T 2 First time derivative of vind (axial) at blade 2, node 9, m/s/s + 56 -4.469884063444E-004 T 2 First time derivative of vind (tangential) at blade 2, node 9, m/s/s + 57 -5.235929602241E-003 T 2 First time derivative of vind (axial) at blade 2, node 10, m/s/s + 58 3.091535792894E-003 T 2 First time derivative of vind (tangential) at blade 2, node 10, m/s/s + 59 -1.036087252379E-002 T 2 First time derivative of vind (axial) at blade 2, node 11, m/s/s + 60 6.953931358797E-003 T 2 First time derivative of vind (tangential) at blade 2, node 11, m/s/s + 61 -1.769145111545E-002 T 2 First time derivative of vind (axial) at blade 2, node 12, m/s/s + 62 1.126519634650E-002 T 2 First time derivative of vind (tangential) at blade 2, node 12, m/s/s + 63 -1.156892681182E-002 T 2 First time derivative of vind (axial) at blade 2, node 13, m/s/s + 64 1.562836347354E-002 T 2 First time derivative of vind (tangential) at blade 2, node 13, m/s/s + 65 -1.757377471920E-002 T 2 First time derivative of vind (axial) at blade 2, node 14, m/s/s + 66 2.120283408178E-002 T 2 First time derivative of vind (tangential) at blade 2, node 14, m/s/s + 67 -3.165395432933E-002 T 2 First time derivative of vind (axial) at blade 2, node 15, m/s/s + 68 2.831766525947E-002 T 2 First time derivative of vind (tangential) at blade 2, node 15, m/s/s + 69 -7.039723804483E-002 T 2 First time derivative of vind (axial) at blade 2, node 16, m/s/s + 70 3.651505394004E-002 T 2 First time derivative of vind (tangential) at blade 2, node 16, m/s/s + 71 -1.038145332923E-001 T 2 First time derivative of vind (axial) at blade 2, node 17, m/s/s + 72 4.783541375074E-002 T 2 First time derivative of vind (tangential) at blade 2, node 17, m/s/s + 73 -3.321409134439E-001 T 2 First time derivative of vind (axial) at blade 2, node 18, m/s/s + 74 6.274788842622E-002 T 2 First time derivative of vind (tangential) at blade 2, node 18, m/s/s + 75 -2.050002753485E+000 T 2 First time derivative of vind (axial) at blade 2, node 19, m/s/s 76 0.000000000000E+000 T 2 First time derivative of vind (tangential) at blade 2, node 19, m/s/s - 77 1.041982795606E-001 T 2 First time derivative of vind (axial) at blade 3, node 1, m/s/s + 77 1.041978208009E-001 T 2 First time derivative of vind (axial) at blade 3, node 1, m/s/s 78 0.000000000000E+000 T 2 First time derivative of vind (tangential) at blade 3, node 1, m/s/s 79 0.000000000000E+000 T 2 First time derivative of vind (axial) at blade 3, node 2, m/s/s 80 0.000000000000E+000 T 2 First time derivative of vind (tangential) at blade 3, node 2, m/s/s @@ -335,149 +335,149 @@ Order of continuous state derivatives: 82 0.000000000000E+000 T 2 First time derivative of vind (tangential) at blade 3, node 3, m/s/s 83 0.000000000000E+000 T 2 First time derivative of vind (axial) at blade 3, node 4, m/s/s 84 0.000000000000E+000 T 2 First time derivative of vind (tangential) at blade 3, node 4, m/s/s - 85 4.974443523176E-002 T 2 First time derivative of vind (axial) at blade 3, node 5, m/s/s - 86 -4.021818566791E-002 T 2 First time derivative of vind (tangential) at blade 3, node 5, m/s/s - 87 6.531054395151E-002 T 2 First time derivative of vind (axial) at blade 3, node 6, m/s/s - 88 -3.206645889870E-002 T 2 First time derivative of vind (tangential) at blade 3, node 6, m/s/s - 89 6.356397810982E-002 T 2 First time derivative of vind (axial) at blade 3, node 7, m/s/s - 90 -2.442088662283E-002 T 2 First time derivative of vind (tangential) at blade 3, node 7, m/s/s - 91 5.671529884906E-002 T 2 First time derivative of vind (axial) at blade 3, node 8, m/s/s - 92 -1.890182263171E-002 T 2 First time derivative of vind (tangential) at blade 3, node 8, m/s/s - 93 4.108873074404E-002 T 2 First time derivative of vind (axial) at blade 3, node 9, m/s/s - 94 -1.451242468881E-002 T 2 First time derivative of vind (tangential) at blade 3, node 9, m/s/s - 95 2.914100183486E-002 T 2 First time derivative of vind (axial) at blade 3, node 10, m/s/s - 96 -1.081293544642E-002 T 2 First time derivative of vind (tangential) at blade 3, node 10, m/s/s - 97 5.584864383238E-003 T 2 First time derivative of vind (axial) at blade 3, node 11, m/s/s - 98 -7.276051357525E-003 T 2 First time derivative of vind (tangential) at blade 3, node 11, m/s/s - 99 -8.533246313948E-003 T 2 First time derivative of vind (axial) at blade 3, node 12, m/s/s - 100 -3.306185190635E-003 T 2 First time derivative of vind (tangential) at blade 3, node 12, m/s/s - 101 -1.719053349532E-002 T 2 First time derivative of vind (axial) at blade 3, node 13, m/s/s - 102 1.107707893538E-003 T 2 First time derivative of vind (tangential) at blade 3, node 13, m/s/s - 103 -2.504243841729E-002 T 2 First time derivative of vind (axial) at blade 3, node 14, m/s/s - 104 6.024534116669E-003 T 2 First time derivative of vind (tangential) at blade 3, node 14, m/s/s - 105 -3.618150801256E-002 T 2 First time derivative of vind (axial) at blade 3, node 15, m/s/s - 106 1.188071132074E-002 T 2 First time derivative of vind (tangential) at blade 3, node 15, m/s/s - 107 -5.543918628454E-002 T 2 First time derivative of vind (axial) at blade 3, node 16, m/s/s - 108 1.797034490827E-002 T 2 First time derivative of vind (tangential) at blade 3, node 16, m/s/s - 109 -2.838599209106E-002 T 2 First time derivative of vind (axial) at blade 3, node 17, m/s/s - 110 2.637677500024E-002 T 2 First time derivative of vind (tangential) at blade 3, node 17, m/s/s - 111 -1.622400987236E-001 T 2 First time derivative of vind (axial) at blade 3, node 18, m/s/s - 112 3.667840547898E-002 T 2 First time derivative of vind (tangential) at blade 3, node 18, m/s/s - 113 -1.451400411206E+000 T 2 First time derivative of vind (axial) at blade 3, node 19, m/s/s + 85 4.974451133380E-002 T 2 First time derivative of vind (axial) at blade 3, node 5, m/s/s + 86 -4.021812721516E-002 T 2 First time derivative of vind (tangential) at blade 3, node 5, m/s/s + 87 6.531073803709E-002 T 2 First time derivative of vind (axial) at blade 3, node 6, m/s/s + 88 -3.206643065346E-002 T 2 First time derivative of vind (tangential) at blade 3, node 6, m/s/s + 89 6.356445621168E-002 T 2 First time derivative of vind (axial) at blade 3, node 7, m/s/s + 90 -2.442090801089E-002 T 2 First time derivative of vind (tangential) at blade 3, node 7, m/s/s + 91 5.671642512674E-002 T 2 First time derivative of vind (axial) at blade 3, node 8, m/s/s + 92 -1.890190299336E-002 T 2 First time derivative of vind (tangential) at blade 3, node 8, m/s/s + 93 4.109139401783E-002 T 2 First time derivative of vind (axial) at blade 3, node 9, m/s/s + 94 -1.451259256759E-002 T 2 First time derivative of vind (tangential) at blade 3, node 9, m/s/s + 95 2.914601268197E-002 T 2 First time derivative of vind (axial) at blade 3, node 10, m/s/s + 96 -1.081325353785E-002 T 2 First time derivative of vind (tangential) at blade 3, node 10, m/s/s + 97 5.594557104837E-003 T 2 First time derivative of vind (axial) at blade 3, node 11, m/s/s + 98 -7.276469964270E-003 T 2 First time derivative of vind (tangential) at blade 3, node 11, m/s/s + 99 -8.519218301419E-003 T 2 First time derivative of vind (axial) at blade 3, node 12, m/s/s + 100 -3.306877683939E-003 T 2 First time derivative of vind (tangential) at blade 3, node 12, m/s/s + 101 -1.717156968723E-002 T 2 First time derivative of vind (axial) at blade 3, node 13, m/s/s + 102 1.106795297345E-003 T 2 First time derivative of vind (tangential) at blade 3, node 13, m/s/s + 103 -2.501768131788E-002 T 2 First time derivative of vind (axial) at blade 3, node 14, m/s/s + 104 6.023383104364E-003 T 2 First time derivative of vind (tangential) at blade 3, node 14, m/s/s + 105 -3.614979970219E-002 T 2 First time derivative of vind (axial) at blade 3, node 15, m/s/s + 106 1.187945206356E-002 T 2 First time derivative of vind (tangential) at blade 3, node 15, m/s/s + 107 -5.540112114982E-002 T 2 First time derivative of vind (axial) at blade 3, node 16, m/s/s + 108 1.796922861223E-002 T 2 First time derivative of vind (tangential) at blade 3, node 16, m/s/s + 109 -2.834482034030E-002 T 2 First time derivative of vind (axial) at blade 3, node 17, m/s/s + 110 2.637619361468E-002 T 2 First time derivative of vind (tangential) at blade 3, node 17, m/s/s + 111 -1.622112168043E-001 T 2 First time derivative of vind (axial) at blade 3, node 18, m/s/s + 112 3.667893456823E-002 T 2 First time derivative of vind (tangential) at blade 3, node 18, m/s/s + 113 -1.451469799966E+000 T 2 First time derivative of vind (axial) at blade 3, node 19, m/s/s 114 0.000000000000E+000 T 2 First time derivative of vind (tangential) at blade 3, node 19, m/s/s - 115 3.787014226316E-002 T 2 First time derivative of First time derivative of vind (axial) at blade 1, node 1, m/s/s/s + 115 3.786997622461E-002 T 2 First time derivative of First time derivative of vind (axial) at blade 1, node 1, m/s/s/s 116 0.000000000000E+000 T 2 First time derivative of First time derivative of vind (tangential) at blade 1, node 1, m/s/s/s - 117 0.000000000000E+000 T 2 First time derivative of First time derivative of vind (axial) at blade 1, node 2, m/s/s/s + 117 -0.000000000000E+000 T 2 First time derivative of First time derivative of vind (axial) at blade 1, node 2, m/s/s/s 118 0.000000000000E+000 T 2 First time derivative of First time derivative of vind (tangential) at blade 1, node 2, m/s/s/s - 119 0.000000000000E+000 T 2 First time derivative of First time derivative of vind (axial) at blade 1, node 3, m/s/s/s + 119 -0.000000000000E+000 T 2 First time derivative of First time derivative of vind (axial) at blade 1, node 3, m/s/s/s 120 0.000000000000E+000 T 2 First time derivative of First time derivative of vind (tangential) at blade 1, node 3, m/s/s/s - 121 0.000000000000E+000 T 2 First time derivative of First time derivative of vind (axial) at blade 1, node 4, m/s/s/s + 121 -0.000000000000E+000 T 2 First time derivative of First time derivative of vind (axial) at blade 1, node 4, m/s/s/s 122 0.000000000000E+000 T 2 First time derivative of First time derivative of vind (tangential) at blade 1, node 4, m/s/s/s - 123 1.579523308576E-002 T 2 First time derivative of First time derivative of vind (axial) at blade 1, node 5, m/s/s/s - 124 -1.144798643166E-002 T 2 First time derivative of First time derivative of vind (tangential) at blade 1, node 5, m/s/s/s - 125 1.921296451873E-002 T 2 First time derivative of First time derivative of vind (axial) at blade 1, node 6, m/s/s/s - 126 -8.964671447957E-003 T 2 First time derivative of First time derivative of vind (tangential) at blade 1, node 6, m/s/s/s - 127 1.971308640361E-002 T 2 First time derivative of First time derivative of vind (axial) at blade 1, node 7, m/s/s/s - 128 -7.062088057451E-003 T 2 First time derivative of First time derivative of vind (tangential) at blade 1, node 7, m/s/s/s - 129 1.924599509520E-002 T 2 First time derivative of First time derivative of vind (axial) at blade 1, node 8, m/s/s/s - 130 -5.767696024755E-003 T 2 First time derivative of First time derivative of vind (tangential) at blade 1, node 8, m/s/s/s - 131 1.764603289412E-002 T 2 First time derivative of First time derivative of vind (axial) at blade 1, node 9, m/s/s/s - 132 -4.864305259735E-003 T 2 First time derivative of First time derivative of vind (tangential) at blade 1, node 9, m/s/s/s - 133 1.854701139296E-002 T 2 First time derivative of First time derivative of vind (axial) at blade 1, node 10, m/s/s/s - 134 -4.327678777434E-003 T 2 First time derivative of First time derivative of vind (tangential) at blade 1, node 10, m/s/s/s - 135 1.820818023358E-002 T 2 First time derivative of First time derivative of vind (axial) at blade 1, node 11, m/s/s/s - 136 -3.928762478084E-003 T 2 First time derivative of First time derivative of vind (tangential) at blade 1, node 11, m/s/s/s - 137 2.061223604717E-002 T 2 First time derivative of First time derivative of vind (axial) at blade 1, node 12, m/s/s/s - 138 -3.746176066998E-003 T 2 First time derivative of First time derivative of vind (tangential) at blade 1, node 12, m/s/s/s - 139 2.169289007819E-002 T 2 First time derivative of First time derivative of vind (axial) at blade 1, node 13, m/s/s/s - 140 -3.532223185475E-003 T 2 First time derivative of First time derivative of vind (tangential) at blade 1, node 13, m/s/s/s - 141 2.491146426686E-002 T 2 First time derivative of First time derivative of vind (axial) at blade 1, node 14, m/s/s/s - 142 -3.591086098593E-003 T 2 First time derivative of First time derivative of vind (tangential) at blade 1, node 14, m/s/s/s - 143 2.742538591318E-002 T 2 First time derivative of First time derivative of vind (axial) at blade 1, node 15, m/s/s/s - 144 -3.758431602607E-003 T 2 First time derivative of First time derivative of vind (tangential) at blade 1, node 15, m/s/s/s - 145 2.971617655232E-002 T 2 First time derivative of First time derivative of vind (axial) at blade 1, node 16, m/s/s/s - 146 -4.020909249613E-003 T 2 First time derivative of First time derivative of vind (tangential) at blade 1, node 16, m/s/s/s - 147 3.486938466976E-002 T 2 First time derivative of First time derivative of vind (axial) at blade 1, node 17, m/s/s/s - 148 -4.382857606578E-003 T 2 First time derivative of First time derivative of vind (tangential) at blade 1, node 17, m/s/s/s - 149 4.248610330323E-002 T 2 First time derivative of First time derivative of vind (axial) at blade 1, node 18, m/s/s/s - 150 -4.954392430894E-003 T 2 First time derivative of First time derivative of vind (tangential) at blade 1, node 18, m/s/s/s - 151 8.582454616395E-002 T 2 First time derivative of First time derivative of vind (axial) at blade 1, node 19, m/s/s/s + 123 1.579507196600E-002 T 2 First time derivative of First time derivative of vind (axial) at blade 1, node 5, m/s/s/s + 124 -1.144787019222E-002 T 2 First time derivative of First time derivative of vind (tangential) at blade 1, node 5, m/s/s/s + 125 1.921283656302E-002 T 2 First time derivative of First time derivative of vind (axial) at blade 1, node 6, m/s/s/s + 126 -8.964583038139E-003 T 2 First time derivative of First time derivative of vind (tangential) at blade 1, node 6, m/s/s/s + 127 1.971311941903E-002 T 2 First time derivative of First time derivative of vind (axial) at blade 1, node 7, m/s/s/s + 128 -7.062043969222E-003 T 2 First time derivative of First time derivative of vind (tangential) at blade 1, node 7, m/s/s/s + 129 1.924638225279E-002 T 2 First time derivative of First time derivative of vind (axial) at blade 1, node 8, m/s/s/s + 130 -5.767706623210E-003 T 2 First time derivative of First time derivative of vind (tangential) at blade 1, node 8, m/s/s/s + 131 1.764710438750E-002 T 2 First time derivative of First time derivative of vind (axial) at blade 1, node 9, m/s/s/s + 132 -4.864368168307E-003 T 2 First time derivative of First time derivative of vind (tangential) at blade 1, node 9, m/s/s/s + 133 1.854902390245E-002 T 2 First time derivative of First time derivative of vind (axial) at blade 1, node 10, m/s/s/s + 134 -4.327805373148E-003 T 2 First time derivative of First time derivative of vind (tangential) at blade 1, node 10, m/s/s/s + 135 1.821193000889E-002 T 2 First time derivative of First time derivative of vind (axial) at blade 1, node 11, m/s/s/s + 136 -3.928913323419E-003 T 2 First time derivative of First time derivative of vind (tangential) at blade 1, node 11, m/s/s/s + 137 2.061769996639E-002 T 2 First time derivative of First time derivative of vind (axial) at blade 1, node 12, m/s/s/s + 138 -3.746383228938E-003 T 2 First time derivative of First time derivative of vind (tangential) at blade 1, node 12, m/s/s/s + 139 2.170000742566E-002 T 2 First time derivative of First time derivative of vind (axial) at blade 1, node 13, m/s/s/s + 140 -3.532470148547E-003 T 2 First time derivative of First time derivative of vind (tangential) at blade 1, node 13, m/s/s/s + 141 2.492021855043E-002 T 2 First time derivative of First time derivative of vind (axial) at blade 1, node 14, m/s/s/s + 142 -3.591381839768E-003 T 2 First time derivative of First time derivative of vind (tangential) at blade 1, node 14, m/s/s/s + 143 2.743560795539E-002 T 2 First time derivative of First time derivative of vind (axial) at blade 1, node 15, m/s/s/s + 144 -3.758755422162E-003 T 2 First time derivative of First time derivative of vind (tangential) at blade 1, node 15, m/s/s/s + 145 2.972719568582E-002 T 2 First time derivative of First time derivative of vind (axial) at blade 1, node 16, m/s/s/s + 146 -4.021230621450E-003 T 2 First time derivative of First time derivative of vind (tangential) at blade 1, node 16, m/s/s/s + 147 3.488010075445E-002 T 2 First time derivative of First time derivative of vind (axial) at blade 1, node 17, m/s/s/s + 148 -4.383136026554E-003 T 2 First time derivative of First time derivative of vind (tangential) at blade 1, node 17, m/s/s/s + 149 4.249391082746E-002 T 2 First time derivative of First time derivative of vind (axial) at blade 1, node 18, m/s/s/s + 150 -4.954582311882E-003 T 2 First time derivative of First time derivative of vind (tangential) at blade 1, node 18, m/s/s/s + 151 8.582063253010E-002 T 2 First time derivative of First time derivative of vind (axial) at blade 1, node 19, m/s/s/s 152 0.000000000000E+000 T 2 First time derivative of First time derivative of vind (tangential) at blade 1, node 19, m/s/s/s - 153 7.621080698731E-002 T 2 First time derivative of First time derivative of vind (axial) at blade 2, node 1, m/s/s/s + 153 7.621070852858E-002 T 2 First time derivative of First time derivative of vind (axial) at blade 2, node 1, m/s/s/s 154 0.000000000000E+000 T 2 First time derivative of First time derivative of vind (tangential) at blade 2, node 1, m/s/s/s - 155 0.000000000000E+000 T 2 First time derivative of First time derivative of vind (axial) at blade 2, node 2, m/s/s/s + 155 -0.000000000000E+000 T 2 First time derivative of First time derivative of vind (axial) at blade 2, node 2, m/s/s/s 156 0.000000000000E+000 T 2 First time derivative of First time derivative of vind (tangential) at blade 2, node 2, m/s/s/s - 157 0.000000000000E+000 T 2 First time derivative of First time derivative of vind (axial) at blade 2, node 3, m/s/s/s + 157 -0.000000000000E+000 T 2 First time derivative of First time derivative of vind (axial) at blade 2, node 3, m/s/s/s 158 0.000000000000E+000 T 2 First time derivative of First time derivative of vind (tangential) at blade 2, node 3, m/s/s/s - 159 0.000000000000E+000 T 2 First time derivative of First time derivative of vind (axial) at blade 2, node 4, m/s/s/s + 159 -0.000000000000E+000 T 2 First time derivative of First time derivative of vind (axial) at blade 2, node 4, m/s/s/s 160 0.000000000000E+000 T 2 First time derivative of First time derivative of vind (tangential) at blade 2, node 4, m/s/s/s - 161 1.950020425785E-002 T 2 First time derivative of First time derivative of vind (axial) at blade 2, node 5, m/s/s/s - 162 -7.940339794834E-003 T 2 First time derivative of First time derivative of vind (tangential) at blade 2, node 5, m/s/s/s - 163 1.500185432499E-002 T 2 First time derivative of First time derivative of vind (axial) at blade 2, node 6, m/s/s/s - 164 -5.018046095069E-003 T 2 First time derivative of First time derivative of vind (tangential) at blade 2, node 6, m/s/s/s - 165 1.073363961562E-002 T 2 First time derivative of First time derivative of vind (axial) at blade 2, node 7, m/s/s/s - 166 -3.066367344604E-003 T 2 First time derivative of First time derivative of vind (tangential) at blade 2, node 7, m/s/s/s - 167 7.790031751023E-003 T 2 First time derivative of First time derivative of vind (axial) at blade 2, node 8, m/s/s/s - 168 -1.860435349350E-003 T 2 First time derivative of First time derivative of vind (tangential) at blade 2, node 8, m/s/s/s - 169 5.891168814138E-003 T 2 First time derivative of First time derivative of vind (axial) at blade 2, node 9, m/s/s/s - 170 -1.069174151196E-003 T 2 First time derivative of First time derivative of vind (tangential) at blade 2, node 9, m/s/s/s - 171 4.249293579312E-003 T 2 First time derivative of First time derivative of vind (axial) at blade 2, node 10, m/s/s/s - 172 -4.184547750728E-004 T 2 First time derivative of First time derivative of vind (tangential) at blade 2, node 10, m/s/s/s - 173 4.828485604317E-003 T 2 First time derivative of First time derivative of vind (axial) at blade 2, node 11, m/s/s/s - 174 1.225109640310E-004 T 2 First time derivative of First time derivative of vind (tangential) at blade 2, node 11, m/s/s/s - 175 6.237433970971E-003 T 2 First time derivative of First time derivative of vind (axial) at blade 2, node 12, m/s/s/s - 176 5.389267402792E-004 T 2 First time derivative of First time derivative of vind (tangential) at blade 2, node 12, m/s/s/s - 177 9.553954909232E-003 T 2 First time derivative of First time derivative of vind (axial) at blade 2, node 13, m/s/s/s - 178 8.095343452746E-004 T 2 First time derivative of First time derivative of vind (tangential) at blade 2, node 13, m/s/s/s - 179 1.276690205984E-002 T 2 First time derivative of First time derivative of vind (axial) at blade 2, node 14, m/s/s/s - 180 9.532295501119E-004 T 2 First time derivative of First time derivative of vind (tangential) at blade 2, node 14, m/s/s/s - 181 1.583237051450E-002 T 2 First time derivative of First time derivative of vind (axial) at blade 2, node 15, m/s/s/s - 182 9.971967589689E-004 T 2 First time derivative of First time derivative of vind (tangential) at blade 2, node 15, m/s/s/s - 183 1.654210041753E-002 T 2 First time derivative of First time derivative of vind (axial) at blade 2, node 16, m/s/s/s - 184 9.975511088858E-004 T 2 First time derivative of First time derivative of vind (tangential) at blade 2, node 16, m/s/s/s - 185 1.629631230382E-002 T 2 First time derivative of First time derivative of vind (axial) at blade 2, node 17, m/s/s/s - 186 1.103706282010E-003 T 2 First time derivative of First time derivative of vind (tangential) at blade 2, node 17, m/s/s/s - 187 6.854685946010E-003 T 2 First time derivative of First time derivative of vind (axial) at blade 2, node 18, m/s/s/s - 188 1.142588529586E-003 T 2 First time derivative of First time derivative of vind (tangential) at blade 2, node 18, m/s/s/s - 189 -5.747767062691E-002 T 2 First time derivative of First time derivative of vind (axial) at blade 2, node 19, m/s/s/s + 161 1.950019163749E-002 T 2 First time derivative of First time derivative of vind (axial) at blade 2, node 5, m/s/s/s + 162 -7.940290740856E-003 T 2 First time derivative of First time derivative of vind (tangential) at blade 2, node 5, m/s/s/s + 163 1.500191667828E-002 T 2 First time derivative of First time derivative of vind (axial) at blade 2, node 6, m/s/s/s + 164 -5.018026281696E-003 T 2 First time derivative of First time derivative of vind (tangential) at blade 2, node 6, m/s/s/s + 165 1.073386808322E-002 T 2 First time derivative of First time derivative of vind (axial) at blade 2, node 7, m/s/s/s + 166 -3.066381463512E-003 T 2 First time derivative of First time derivative of vind (tangential) at blade 2, node 7, m/s/s/s + 167 7.790571330145E-003 T 2 First time derivative of First time derivative of vind (axial) at blade 2, node 8, m/s/s/s + 168 -1.860489267936E-003 T 2 First time derivative of First time derivative of vind (tangential) at blade 2, node 8, m/s/s/s + 169 5.892277658565E-003 T 2 First time derivative of First time derivative of vind (axial) at blade 2, node 9, m/s/s/s + 170 -1.069266465511E-003 T 2 First time derivative of First time derivative of vind (tangential) at blade 2, node 9, m/s/s/s + 171 4.251118708907E-003 T 2 First time derivative of First time derivative of vind (axial) at blade 2, node 10, m/s/s/s + 172 -4.185940368279E-004 T 2 First time derivative of First time derivative of vind (tangential) at blade 2, node 10, m/s/s/s + 173 4.831481271111E-003 T 2 First time derivative of First time derivative of vind (axial) at blade 2, node 11, m/s/s/s + 174 1.223533972174E-004 T 2 First time derivative of First time derivative of vind (tangential) at blade 2, node 11, m/s/s/s + 175 6.241478231226E-003 T 2 First time derivative of First time derivative of vind (axial) at blade 2, node 12, m/s/s/s + 176 5.387312362145E-004 T 2 First time derivative of First time derivative of vind (tangential) at blade 2, node 12, m/s/s/s + 177 9.558819552920E-003 T 2 First time derivative of First time derivative of vind (axial) at blade 2, node 13, m/s/s/s + 178 8.093195538882E-004 T 2 First time derivative of First time derivative of vind (tangential) at blade 2, node 13, m/s/s/s + 179 1.277246633560E-002 T 2 First time derivative of First time derivative of vind (axial) at blade 2, node 14, m/s/s/s + 180 9.529993565361E-004 T 2 First time derivative of First time derivative of vind (tangential) at blade 2, node 14, m/s/s/s + 181 1.583848981949E-002 T 2 First time derivative of First time derivative of vind (axial) at blade 2, node 15, m/s/s/s + 182 9.969822098733E-004 T 2 First time derivative of First time derivative of vind (tangential) at blade 2, node 15, m/s/s/s + 183 1.654839177185E-002 T 2 First time derivative of First time derivative of vind (axial) at blade 2, node 16, m/s/s/s + 184 9.973833205868E-004 T 2 First time derivative of First time derivative of vind (tangential) at blade 2, node 16, m/s/s/s + 185 1.630212887650E-002 T 2 First time derivative of First time derivative of vind (axial) at blade 2, node 17, m/s/s/s + 186 1.103614556964E-003 T 2 First time derivative of First time derivative of vind (tangential) at blade 2, node 17, m/s/s/s + 187 6.858510827997E-003 T 2 First time derivative of First time derivative of vind (axial) at blade 2, node 18, m/s/s/s + 188 1.142613946724E-003 T 2 First time derivative of First time derivative of vind (tangential) at blade 2, node 18, m/s/s/s + 189 -5.748415365873E-002 T 2 First time derivative of First time derivative of vind (axial) at blade 2, node 19, m/s/s/s 190 0.000000000000E+000 T 2 First time derivative of First time derivative of vind (tangential) at blade 2, node 19, m/s/s/s - 191 2.971191976867E-002 T 2 First time derivative of First time derivative of vind (axial) at blade 3, node 1, m/s/s/s + 191 2.971179637418E-002 T 2 First time derivative of First time derivative of vind (axial) at blade 3, node 1, m/s/s/s 192 0.000000000000E+000 T 2 First time derivative of First time derivative of vind (tangential) at blade 3, node 1, m/s/s/s - 193 0.000000000000E+000 T 2 First time derivative of First time derivative of vind (axial) at blade 3, node 2, m/s/s/s + 193 -0.000000000000E+000 T 2 First time derivative of First time derivative of vind (axial) at blade 3, node 2, m/s/s/s 194 0.000000000000E+000 T 2 First time derivative of First time derivative of vind (tangential) at blade 3, node 2, m/s/s/s - 195 0.000000000000E+000 T 2 First time derivative of First time derivative of vind (axial) at blade 3, node 3, m/s/s/s + 195 -0.000000000000E+000 T 2 First time derivative of First time derivative of vind (axial) at blade 3, node 3, m/s/s/s 196 0.000000000000E+000 T 2 First time derivative of First time derivative of vind (tangential) at blade 3, node 3, m/s/s/s - 197 0.000000000000E+000 T 2 First time derivative of First time derivative of vind (axial) at blade 3, node 4, m/s/s/s + 197 -0.000000000000E+000 T 2 First time derivative of First time derivative of vind (axial) at blade 3, node 4, m/s/s/s 198 0.000000000000E+000 T 2 First time derivative of First time derivative of vind (tangential) at blade 3, node 4, m/s/s/s - 199 1.418452789039E-002 T 2 First time derivative of First time derivative of vind (axial) at blade 3, node 5, m/s/s/s - 200 -1.142706367624E-002 T 2 First time derivative of First time derivative of vind (tangential) at blade 3, node 5, m/s/s/s - 201 1.848047837805E-002 T 2 First time derivative of First time derivative of vind (axial) at blade 3, node 6, m/s/s/s - 202 -9.048961746375E-003 T 2 First time derivative of First time derivative of vind (tangential) at blade 3, node 6, m/s/s/s - 203 1.794995510839E-002 T 2 First time derivative of First time derivative of vind (axial) at blade 3, node 7, m/s/s/s - 204 -6.874654011423E-003 T 2 First time derivative of First time derivative of vind (tangential) at blade 3, node 7, m/s/s/s - 205 1.627339840822E-002 T 2 First time derivative of First time derivative of vind (axial) at blade 3, node 8, m/s/s/s - 206 -5.376139956816E-003 T 2 First time derivative of First time derivative of vind (tangential) at blade 3, node 8, m/s/s/s - 207 1.264579130409E-002 T 2 First time derivative of First time derivative of vind (axial) at blade 3, node 9, m/s/s/s - 208 -4.284019360838E-003 T 2 First time derivative of First time derivative of vind (tangential) at blade 3, node 9, m/s/s/s - 209 1.059838123331E-002 T 2 First time derivative of First time derivative of vind (axial) at blade 3, node 10, m/s/s/s - 210 -3.482731745140E-003 T 2 First time derivative of First time derivative of vind (tangential) at blade 3, node 10, m/s/s/s - 211 5.881915932614E-003 T 2 First time derivative of First time derivative of vind (axial) at blade 3, node 11, m/s/s/s - 212 -2.886264639915E-003 T 2 First time derivative of First time derivative of vind (tangential) at blade 3, node 11, m/s/s/s - 213 4.710743059370E-003 T 2 First time derivative of First time derivative of vind (axial) at blade 3, node 12, m/s/s/s - 214 -2.349495837385E-003 T 2 First time derivative of First time derivative of vind (tangential) at blade 3, node 12, m/s/s/s - 215 3.883486301555E-003 T 2 First time derivative of First time derivative of vind (axial) at blade 3, node 13, m/s/s/s - 216 -1.845715795811E-003 T 2 First time derivative of First time derivative of vind (tangential) at blade 3, node 13, m/s/s/s - 217 5.433683297303E-003 T 2 First time derivative of First time derivative of vind (axial) at blade 3, node 14, m/s/s/s - 218 -1.543021698862E-003 T 2 First time derivative of First time derivative of vind (tangential) at blade 3, node 14, m/s/s/s - 219 7.505109600634E-003 T 2 First time derivative of First time derivative of vind (axial) at blade 3, node 15, m/s/s/s - 220 -1.371395951576E-003 T 2 First time derivative of First time derivative of vind (tangential) at blade 3, node 15, m/s/s/s - 221 9.736564864252E-003 T 2 First time derivative of First time derivative of vind (axial) at blade 3, node 16, m/s/s/s - 222 -1.348054179189E-003 T 2 First time derivative of First time derivative of vind (tangential) at blade 3, node 16, m/s/s/s - 223 1.535843525891E-002 T 2 First time derivative of First time derivative of vind (axial) at blade 3, node 17, m/s/s/s - 224 -1.348563082604E-003 T 2 First time derivative of First time derivative of vind (tangential) at blade 3, node 17, m/s/s/s - 225 1.627626926660E-002 T 2 First time derivative of First time derivative of vind (axial) at blade 3, node 18, m/s/s/s - 226 -1.503498718441E-003 T 2 First time derivative of First time derivative of vind (tangential) at blade 3, node 18, m/s/s/s - 227 -1.247367127096E-003 T 2 First time derivative of First time derivative of vind (axial) at blade 3, node 19, m/s/s/s + 199 1.418454514247E-002 T 2 First time derivative of First time derivative of vind (axial) at blade 3, node 5, m/s/s/s + 200 -1.142704418403E-002 T 2 First time derivative of First time derivative of vind (tangential) at blade 3, node 5, m/s/s/s + 201 1.848052071892E-002 T 2 First time derivative of First time derivative of vind (axial) at blade 3, node 6, m/s/s/s + 202 -9.048950176040E-003 T 2 First time derivative of First time derivative of vind (tangential) at blade 3, node 6, m/s/s/s + 203 1.795006342642E-002 T 2 First time derivative of First time derivative of vind (axial) at blade 3, node 7, m/s/s/s + 204 -6.874654874056E-003 T 2 First time derivative of First time derivative of vind (tangential) at blade 3, node 7, m/s/s/s + 205 1.627365643645E-002 T 2 First time derivative of First time derivative of vind (axial) at blade 3, node 8, m/s/s/s + 206 -5.376154962956E-003 T 2 First time derivative of First time derivative of vind (tangential) at blade 3, node 8, m/s/s/s + 207 1.264639454833E-002 T 2 First time derivative of First time derivative of vind (axial) at blade 3, node 9, m/s/s/s + 208 -4.284053790177E-003 T 2 First time derivative of First time derivative of vind (tangential) at blade 3, node 9, m/s/s/s + 209 1.059947326714E-002 T 2 First time derivative of First time derivative of vind (axial) at blade 3, node 10, m/s/s/s + 210 -3.482796993963E-003 T 2 First time derivative of First time derivative of vind (tangential) at blade 3, node 10, m/s/s/s + 211 5.883936983625E-003 T 2 First time derivative of First time derivative of vind (axial) at blade 3, node 11, m/s/s/s + 212 -2.886345949556E-003 T 2 First time derivative of First time derivative of vind (tangential) at blade 3, node 11, m/s/s/s + 213 4.713494992469E-003 T 2 First time derivative of First time derivative of vind (axial) at blade 3, node 12, m/s/s/s + 214 -2.349624092435E-003 T 2 First time derivative of First time derivative of vind (tangential) at blade 3, node 12, m/s/s/s + 215 3.886954236444E-003 T 2 First time derivative of First time derivative of vind (axial) at blade 3, node 13, m/s/s/s + 216 -1.845873118656E-003 T 2 First time derivative of First time derivative of vind (tangential) at blade 3, node 13, m/s/s/s + 217 5.437835730203E-003 T 2 First time derivative of First time derivative of vind (axial) at blade 3, node 14, m/s/s/s + 218 -1.543203784084E-003 T 2 First time derivative of First time derivative of vind (tangential) at blade 3, node 14, m/s/s/s + 219 7.509894969804E-003 T 2 First time derivative of First time derivative of vind (axial) at blade 3, node 15, m/s/s/s + 220 -1.371575993607E-003 T 2 First time derivative of First time derivative of vind (tangential) at blade 3, node 15, m/s/s/s + 221 9.741728169823E-003 T 2 First time derivative of First time derivative of vind (axial) at blade 3, node 16, m/s/s/s + 222 -1.348200301904E-003 T 2 First time derivative of First time derivative of vind (tangential) at blade 3, node 16, m/s/s/s + 223 1.536341491859E-002 T 2 First time derivative of First time derivative of vind (axial) at blade 3, node 17, m/s/s/s + 224 -1.348641194077E-003 T 2 First time derivative of First time derivative of vind (tangential) at blade 3, node 17, m/s/s/s + 225 1.627942599161E-002 T 2 First time derivative of First time derivative of vind (axial) at blade 3, node 18, m/s/s/s + 226 -1.503462764966E-003 T 2 First time derivative of First time derivative of vind (tangential) at blade 3, node 18, m/s/s/s + 227 -1.253657356821E-003 T 2 First time derivative of First time derivative of vind (axial) at blade 3, node 19, m/s/s/s 228 0.000000000000E+000 T 2 First time derivative of First time derivative of vind (tangential) at blade 3, node 19, m/s/s/s Order of inputs: @@ -777,231 +777,231 @@ A: 228 x 228 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 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0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 diff --git a/glue-codes/openfast/5MW_Land_BD_Linear_Aero/5MW_Land_BD_Linear_Aero.1.BD1.lin b/glue-codes/openfast/5MW_Land_BD_Linear_Aero/5MW_Land_BD_Linear_Aero.1.BD1.lin index 5781d7357..908f19faa 100644 --- a/glue-codes/openfast/5MW_Land_BD_Linear_Aero/5MW_Land_BD_Linear_Aero.1.BD1.lin +++ b/glue-codes/openfast/5MW_Land_BD_Linear_Aero/5MW_Land_BD_Linear_Aero.1.BD1.lin @@ -1,5 +1,5 @@ -Linearized model: Predictions were generated on 25-Nov-2025 at 17:43:41 using OpenFAST, compiled on Nov 21 2025 at 13:35:44 as a 64-bit application using double precision at commit v4.1.2-737-gd9ca2641-dirty +Linearized model: Predictions were generated on 17-Jul-2026 at 22:42:29 using OpenFAST, compiled on Jul 17 2026 at 14:05:32 as a 64-bit application using double precision at commit HEAD-HASH-NOTFOUND linked with NWTC Subroutine Library; ElastoDyn; BeamDyn; InflowWind; AeroDyn; ServoDyn Description from the FAST input file: NREL 5.0 MW Baseline Wind Turbine (Onshore), Linearization with AeroDyn + BD @@ -19,221 +19,221 @@ Simulation information: Order of continuous states: Row/Column Operating Point Rotating Frame? Derivative Order Description ---------- --------------- --------------- ---------------- ----------- - 1 1.186654629653E-002 T 2 finite element node 2 (number of elements = 1; element order = 5) translational displacement in X, m - 2 -5.793081404344E-003 T 2 finite element node 2 (number of elements = 1; element order = 5) translational displacement in Y, m - 3 4.819488268128E-004 T 2 finite element node 2 (number of elements = 1; element order = 5) translational displacement in Z, m - 4 1.464988846382E-003 T 2 finite element node 2 (number of elements = 1; element order = 5) rotational displacement in X, rad - 4 3.378311536862E-003 T 2 finite element node 2 (number of elements = 1; element order = 5) rotational displacement in Y, rad - 4 -1.192721351763E-004 T 2 finite element node 2 (number of elements = 1; element order = 5) rotational displacement in Z, rad - 7 1.795830969716E-001 T 2 finite element node 3 (number of elements = 1; element order = 5) translational displacement in X, m - 8 -6.831797221288E-002 T 2 finite element node 3 (number of elements = 1; element order = 5) translational displacement in Y, m - 9 1.493005286989E-003 T 2 finite element node 3 (number of elements = 1; element order = 5) translational displacement in Z, m - 10 6.748618382722E-003 T 2 finite element node 3 (number of elements = 1; element order = 5) rotational displacement in X, rad - 10 2.110753069348E-002 T 2 finite element node 3 (number of elements = 1; element order = 5) rotational displacement in Y, rad - 10 -1.714173764379E-003 T 2 finite element node 3 (number of elements = 1; element order = 5) rotational displacement in Z, rad - 13 9.048474041595E-001 T 2 finite element node 4 (number of elements = 1; element order = 5) translational displacement in X, m - 14 -2.505600320293E-001 T 2 finite element node 4 (number of elements = 1; element order = 5) translational displacement in Y, m - 15 -1.173470215615E-002 T 2 finite element node 4 (number of elements = 1; element order = 5) translational displacement in Z, m - 16 1.285728070867E-002 T 2 finite element node 4 (number of elements = 1; element order = 5) rotational displacement in X, rad - 16 6.384198504287E-002 T 2 finite element node 4 (number of elements = 1; element order = 5) rotational displacement in Y, rad - 16 -8.016378337027E-003 T 2 finite element node 4 (number of elements = 1; element order = 5) rotational displacement in Z, rad - 19 2.217562627904E+000 T 2 finite element node 5 (number of elements = 1; element order = 5) translational displacement in X, m - 20 -4.756192980217E-001 T 2 finite element node 5 (number of elements = 1; element order = 5) translational displacement in Y, m - 21 -6.853499587512E-002 T 2 finite element node 5 (number of elements = 1; element order = 5) translational displacement in Z, m - 22 1.559876193536E-002 T 2 finite element node 5 (number of elements = 1; element order = 5) rotational displacement in X, rad - 22 1.127299307235E-001 T 2 finite element node 5 (number of elements = 1; element order = 5) rotational displacement in Y, rad - 22 -1.618721969707E-002 T 2 finite element node 5 (number of elements = 1; element order = 5) rotational displacement in Z, rad - 25 3.121584983723E+000 T 2 finite element node 6 (number of elements = 1; element order = 5) translational displacement in X, m - 26 -5.986529560302E-001 T 2 finite element node 6 (number of elements = 1; element order = 5) translational displacement in Y, m - 27 -1.264343796799E-001 T 2 finite element node 6 (number of elements = 1; element order = 5) translational displacement in Z, m - 28 1.565671237128E-002 T 2 finite element node 6 (number of elements = 1; element order = 5) rotational displacement in X, rad - 28 1.310911585797E-001 T 2 finite element node 6 (number of elements = 1; element order = 5) rotational displacement in Y, rad - 28 -1.938476844259E-002 T 2 finite element node 6 (number of elements = 1; element order = 5) rotational displacement in Z, rad - 31 4.246249502691E-001 T 2 First time derivative of finite element node 2 (number of elements = 1; element order = 5) translational displacement in X, m/s - 32 -1.109303251294E+001 T 2 First time derivative of finite element node 2 (number of elements = 1; element order = 5) translational displacement in Y, m/s - 33 7.524010442230E-004 T 2 First time derivative of finite element node 2 (number of elements = 1; element order = 5) translational displacement in Z, m/s - 34 1.278979318727E+000 T 2 First time derivative of finite element node 2 (number of elements = 1; element order = 5) rotational displacement in X, rad/s - 35 3.095840345188E-003 T 2 First time derivative of finite element node 2 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s - 36 -6.434574108625E-002 T 2 First time derivative of finite element node 2 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s - 37 4.823316908671E-001 T 2 First time derivative of finite element node 3 (number of elements = 1; element order = 5) translational displacement in X, m/s - 38 -2.995586833357E+001 T 2 First time derivative of finite element node 3 (number of elements = 1; element order = 5) translational displacement in Y, m/s - 39 -7.927004098487E-002 T 2 First time derivative of finite element node 3 (number of elements = 1; element order = 5) translational displacement in Z, m/s - 40 1.276248675393E+000 T 2 First time derivative of finite element node 3 (number of elements = 1; element order = 5) rotational displacement in X, rad/s - 41 5.344163043683E-003 T 2 First time derivative of finite element node 3 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s - 42 -7.532138017730E-002 T 2 First time derivative of finite element node 3 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s - 43 6.296405817595E-001 T 2 First time derivative of finite element node 4 (number of elements = 1; element order = 5) translational displacement in X, m/s - 44 -5.236828657612E+001 T 2 First time derivative of finite element node 4 (number of elements = 1; element order = 5) translational displacement in Y, m/s - 45 -3.179542478865E-001 T 2 First time derivative of finite element node 4 (number of elements = 1; element order = 5) translational displacement in Z, m/s - 46 1.273472401111E+000 T 2 First time derivative of finite element node 4 (number of elements = 1; element order = 5) rotational displacement in X, rad/s - 47 1.607396443835E-002 T 2 First time derivative of finite element node 4 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s - 48 -1.298568432062E-001 T 2 First time derivative of finite element node 4 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s - 49 1.009546203187E+000 T 2 First time derivative of finite element node 5 (number of elements = 1; element order = 5) translational displacement in X, m/s - 50 -7.129380361597E+001 T 2 First time derivative of finite element node 5 (number of elements = 1; element order = 5) translational displacement in Y, m/s - 51 -6.427317943086E-001 T 2 First time derivative of finite element node 5 (number of elements = 1; element order = 5) translational displacement in Z, m/s - 52 1.271146086762E+000 T 2 First time derivative of finite element node 5 (number of elements = 1; element order = 5) rotational displacement in X, rad/s - 53 4.378691271341E-002 T 2 First time derivative of finite element node 5 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s - 54 -2.042811946471E-001 T 2 First time derivative of finite element node 5 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s - 55 1.385335612927E+000 T 2 First time derivative of finite element node 6 (number of elements = 1; element order = 5) translational displacement in X, m/s - 56 -8.061372217530E+001 T 2 First time derivative of finite element node 6 (number of elements = 1; element order = 5) translational displacement in Y, m/s - 57 -8.498354342879E-001 T 2 First time derivative of finite element node 6 (number of elements = 1; element order = 5) translational displacement in Z, m/s - 58 1.270626811961E+000 T 2 First time derivative of finite element node 6 (number of elements = 1; element order = 5) rotational displacement in X, rad/s - 59 6.428748157187E-002 T 2 First time derivative of finite element node 6 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s - 60 -2.224880771960E-001 T 2 First time derivative of finite element node 6 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s + 1 1.186654374356E-002 T 2 finite element node 2 (number of elements = 1; element order = 5) translational displacement in X, m + 2 -5.793083423808E-003 T 2 finite element node 2 (number of elements = 1; element order = 5) translational displacement in Y, m + 3 4.819486833006E-004 T 2 finite element node 2 (number of elements = 1; element order = 5) translational displacement in Z, m + 4 1.464989165020E-003 T 2 finite element node 2 (number of elements = 1; element order = 5) rotational displacement in X, rad + 5 3.378310901397E-003 T 2 finite element node 2 (number of elements = 1; element order = 5) rotational displacement in Y, rad + 6 -1.192719023310E-004 T 2 finite element node 2 (number of elements = 1; element order = 5) rotational displacement in Z, rad + 7 1.795830643416E-001 T 2 finite element node 3 (number of elements = 1; element order = 5) translational displacement in X, m + 8 -6.831798490066E-002 T 2 finite element node 3 (number of elements = 1; element order = 5) translational displacement in Y, m + 9 1.493005449512E-003 T 2 finite element node 3 (number of elements = 1; element order = 5) translational displacement in Z, m + 10 6.748619289504E-003 T 2 finite element node 3 (number of elements = 1; element order = 5) rotational displacement in X, rad + 11 2.110752701815E-002 T 2 finite element node 3 (number of elements = 1; element order = 5) rotational displacement in Y, rad + 12 -1.714173685551E-003 T 2 finite element node 3 (number of elements = 1; element order = 5) rotational displacement in Z, rad + 13 9.048472545128E-001 T 2 finite element node 4 (number of elements = 1; element order = 5) translational displacement in X, m + 14 -2.505600624187E-001 T 2 finite element node 4 (number of elements = 1; element order = 5) translational displacement in Y, m + 15 -1.173469682884E-002 T 2 finite element node 4 (number of elements = 1; element order = 5) translational displacement in Z, m + 16 1.285728156363E-002 T 2 finite element node 4 (number of elements = 1; element order = 5) rotational displacement in X, rad + 17 6.384197551954E-002 T 2 finite element node 4 (number of elements = 1; element order = 5) rotational displacement in Y, rad + 18 -8.016378725140E-003 T 2 finite element node 4 (number of elements = 1; element order = 5) rotational displacement in Z, rad + 19 2.217562303324E+000 T 2 finite element node 5 (number of elements = 1; element order = 5) translational displacement in X, m + 20 -4.756193386527E-001 T 2 finite element node 5 (number of elements = 1; element order = 5) translational displacement in Y, m + 21 -6.853497502958E-002 T 2 finite element node 5 (number of elements = 1; element order = 5) translational displacement in Z, m + 22 1.559876258193E-002 T 2 finite element node 5 (number of elements = 1; element order = 5) rotational displacement in X, rad + 23 1.127299172678E-001 T 2 finite element node 5 (number of elements = 1; element order = 5) rotational displacement in Y, rad + 24 -1.618722054789E-002 T 2 finite element node 5 (number of elements = 1; element order = 5) rotational displacement in Z, rad + 25 3.121584561284E+000 T 2 finite element node 6 (number of elements = 1; element order = 5) translational displacement in X, m + 26 -5.986530010342E-001 T 2 finite element node 6 (number of elements = 1; element order = 5) translational displacement in Y, m + 27 -1.264343461057E-001 T 2 finite element node 6 (number of elements = 1; element order = 5) translational displacement in Z, m + 28 1.565671306205E-002 T 2 finite element node 6 (number of elements = 1; element order = 5) rotational displacement in X, rad + 29 1.310911452458E-001 T 2 finite element node 6 (number of elements = 1; element order = 5) rotational displacement in Y, rad + 30 -1.938476948104E-002 T 2 finite element node 6 (number of elements = 1; element order = 5) rotational displacement in Z, rad + 31 4.246253852075E-001 T 2 First time derivative of finite element node 2 (number of elements = 1; element order = 5) translational displacement in X, m/s + 32 -1.109303192104E+001 T 2 First time derivative of finite element node 2 (number of elements = 1; element order = 5) translational displacement in Y, m/s + 33 7.525585056928E-004 T 2 First time derivative of finite element node 2 (number of elements = 1; element order = 5) translational displacement in Z, m/s + 34 1.278979313557E+000 T 2 First time derivative of finite element node 2 (number of elements = 1; element order = 5) rotational displacement in X, rad/s + 35 3.095874432645E-003 T 2 First time derivative of finite element node 2 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s + 36 -6.434584585398E-002 T 2 First time derivative of finite element node 2 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s + 37 4.823326245972E-001 T 2 First time derivative of finite element node 3 (number of elements = 1; element order = 5) translational displacement in X, m/s + 38 -2.995586769822E+001 T 2 First time derivative of finite element node 3 (number of elements = 1; element order = 5) translational displacement in Y, m/s + 39 -7.926990266164E-002 T 2 First time derivative of finite element node 3 (number of elements = 1; element order = 5) translational displacement in Z, m/s + 40 1.276248673494E+000 T 2 First time derivative of finite element node 3 (number of elements = 1; element order = 5) rotational displacement in X, rad/s + 41 5.344193673755E-003 T 2 First time derivative of finite element node 3 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s + 42 -7.532149119249E-002 T 2 First time derivative of finite element node 3 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s + 43 6.296417894691E-001 T 2 First time derivative of finite element node 4 (number of elements = 1; element order = 5) translational displacement in X, m/s + 44 -5.236828605568E+001 T 2 First time derivative of finite element node 4 (number of elements = 1; element order = 5) translational displacement in Y, m/s + 45 -3.179541400037E-001 T 2 First time derivative of finite element node 4 (number of elements = 1; element order = 5) translational displacement in Z, m/s + 46 1.273472405658E+000 T 2 First time derivative of finite element node 4 (number of elements = 1; element order = 5) rotational displacement in X, rad/s + 47 1.607396451130E-002 T 2 First time derivative of finite element node 4 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s + 48 -1.298569758504E-001 T 2 First time derivative of finite element node 4 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s + 49 1.009547129863E+000 T 2 First time derivative of finite element node 5 (number of elements = 1; element order = 5) translational displacement in X, m/s + 50 -7.129380339885E+001 T 2 First time derivative of finite element node 5 (number of elements = 1; element order = 5) translational displacement in Y, m/s + 51 -6.427316739422E-001 T 2 First time derivative of finite element node 5 (number of elements = 1; element order = 5) translational displacement in Z, m/s + 52 1.271146095522E+000 T 2 First time derivative of finite element node 5 (number of elements = 1; element order = 5) rotational displacement in X, rad/s + 53 4.378688469828E-002 T 2 First time derivative of finite element node 5 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s + 54 -2.042813491121E-001 T 2 First time derivative of finite element node 5 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s + 55 1.385336318248E+000 T 2 First time derivative of finite element node 6 (number of elements = 1; element order = 5) translational displacement in X, m/s + 56 -8.061372217262E+001 T 2 First time derivative of finite element node 6 (number of elements = 1; element order = 5) translational displacement in Y, m/s + 57 -8.498352849777E-001 T 2 First time derivative of finite element node 6 (number of elements = 1; element order = 5) translational displacement in Z, m/s + 58 1.270626821949E+000 T 2 First time derivative of finite element node 6 (number of elements = 1; element order = 5) rotational displacement in X, rad/s + 59 6.428745790267E-002 T 2 First time derivative of finite element node 6 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s + 60 -2.224882339449E-001 T 2 First time derivative of finite element node 6 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s Order of continuous state derivatives: Row/Column Operating Point Rotating Frame? Derivative Order Description ---------- --------------- --------------- ---------------- ----------- - 1 4.246249502691E-001 T 2 First time derivative of finite element node 2 (number of elements = 1; element order = 5) translational displacement in X, m/s - 2 -1.109303251294E+001 T 2 First time derivative of finite element node 2 (number of elements = 1; element order = 5) translational displacement in Y, m/s - 3 7.524010442230E-004 T 2 First time derivative of finite element node 2 (number of elements = 1; element order = 5) translational displacement in Z, m/s - 4 1.278979318727E+000 T 2 First time derivative of finite element node 2 (number of elements = 1; element order = 5) rotational displacement in X, rad/s - 5 3.095840345188E-003 T 2 First time derivative of finite element node 2 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s - 6 -6.434574108625E-002 T 2 First time derivative of finite element node 2 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s - 7 4.823316908671E-001 T 2 First time derivative of finite element node 3 (number of elements = 1; element order = 5) translational displacement in X, m/s - 8 -2.995586833357E+001 T 2 First time derivative of finite element node 3 (number of elements = 1; element order = 5) translational displacement in Y, m/s - 9 -7.927004098487E-002 T 2 First time derivative of finite element node 3 (number of elements = 1; element order = 5) translational displacement in Z, m/s - 10 1.276248675393E+000 T 2 First time derivative of finite element node 3 (number of elements = 1; element order = 5) rotational displacement in X, rad/s - 11 5.344163043683E-003 T 2 First time derivative of finite element node 3 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s - 12 -7.532138017730E-002 T 2 First time derivative of finite element node 3 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s - 13 6.296405817595E-001 T 2 First time derivative of finite element node 4 (number of elements = 1; element order = 5) translational displacement in X, m/s - 14 -5.236828657612E+001 T 2 First time derivative of finite element node 4 (number of elements = 1; element order = 5) translational displacement in Y, m/s - 15 -3.179542478865E-001 T 2 First time derivative of finite element node 4 (number of elements = 1; element order = 5) translational displacement in Z, m/s - 16 1.273472401111E+000 T 2 First time derivative of finite element node 4 (number of elements = 1; element order = 5) rotational displacement in X, rad/s - 17 1.607396443835E-002 T 2 First time derivative of finite element node 4 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s - 18 -1.298568432062E-001 T 2 First time derivative of finite element node 4 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s - 19 1.009546203187E+000 T 2 First time derivative of finite element node 5 (number of elements = 1; element order = 5) translational displacement in X, m/s - 20 -7.129380361597E+001 T 2 First time derivative of finite element node 5 (number of elements = 1; element order = 5) translational displacement in Y, m/s - 21 -6.427317943086E-001 T 2 First time derivative of finite element node 5 (number of elements = 1; element order = 5) translational displacement in Z, m/s - 22 1.271146086762E+000 T 2 First time derivative of finite element node 5 (number of elements = 1; element order = 5) rotational displacement in X, rad/s - 23 4.378691271341E-002 T 2 First time derivative of finite element node 5 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s - 24 -2.042811946471E-001 T 2 First time derivative of finite element node 5 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s - 25 1.385335612927E+000 T 2 First time derivative of finite element node 6 (number of elements = 1; element order = 5) translational displacement in X, m/s - 26 -8.061372217530E+001 T 2 First time derivative of finite element node 6 (number of elements = 1; element order = 5) translational displacement in Y, m/s - 27 -8.498354342879E-001 T 2 First time derivative of finite element node 6 (number of elements = 1; element order = 5) translational displacement in Z, m/s - 28 1.270626811961E+000 T 2 First time derivative of finite element node 6 (number of elements = 1; element order = 5) rotational displacement in X, rad/s - 29 6.428748157187E-002 T 2 First time derivative of finite element node 6 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s - 30 -2.224880771960E-001 T 2 First time derivative of finite element node 6 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s - 31 -9.342386235304E-001 T 2 First time derivative of First time derivative of finite element node 2 (number of elements = 1; element order = 5) translational displacement in X, m/s/s - 32 -4.084535062905E-001 T 2 First time derivative of First time derivative of finite element node 2 (number of elements = 1; element order = 5) translational displacement in Y, m/s/s - 33 -1.430666331863E+001 T 2 First time derivative of First time derivative of finite element node 2 (number of elements = 1; element order = 5) translational displacement in Z, m/s/s - 34 3.788329799371E-002 T 2 First time derivative of First time derivative of finite element node 2 (number of elements = 1; element order = 5) rotational displacement in X, rad/s/s - 35 -2.450078936505E-002 T 2 First time derivative of First time derivative of finite element node 2 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s/s - 36 -5.222743688643E-003 T 2 First time derivative of First time derivative of finite element node 2 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s/s - 37 -2.436365547276E+000 T 2 First time derivative of First time derivative of finite element node 3 (number of elements = 1; element order = 5) translational displacement in X, m/s/s - 38 -9.341027466933E-001 T 2 First time derivative of First time derivative of finite element node 3 (number of elements = 1; element order = 5) translational displacement in Y, m/s/s - 39 -3.839985188839E+001 T 2 First time derivative of First time derivative of finite element node 3 (number of elements = 1; element order = 5) translational displacement in Z, m/s/s - 40 3.571856257517E-002 T 2 First time derivative of First time derivative of finite element node 3 (number of elements = 1; element order = 5) rotational displacement in X, rad/s/s - 41 2.600785973736E-002 T 2 First time derivative of First time derivative of finite element node 3 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s/s - 42 -1.699270530632E-001 T 2 First time derivative of First time derivative of finite element node 3 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s/s - 43 -2.725972673761E+000 T 2 First time derivative of First time derivative of finite element node 4 (number of elements = 1; element order = 5) translational displacement in X, m/s/s - 44 -1.204185038061E+000 T 2 First time derivative of First time derivative of finite element node 4 (number of elements = 1; element order = 5) translational displacement in Y, m/s/s - 45 -6.707167879059E+001 T 2 First time derivative of First time derivative of finite element node 4 (number of elements = 1; element order = 5) translational displacement in Z, m/s/s - 46 -2.732126145172E-002 T 2 First time derivative of First time derivative of finite element node 4 (number of elements = 1; element order = 5) rotational displacement in X, rad/s/s - 47 1.769765176560E-001 T 2 First time derivative of First time derivative of finite element node 4 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s/s - 48 -9.310072878791E-001 T 2 First time derivative of First time derivative of finite element node 4 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s/s - 49 -4.691607740797E+000 T 2 First time derivative of First time derivative of finite element node 5 (number of elements = 1; element order = 5) translational displacement in X, m/s/s - 50 -1.520738565249E+000 T 2 First time derivative of First time derivative of finite element node 5 (number of elements = 1; element order = 5) translational displacement in Y, m/s/s - 51 -9.124238439376E+001 T 2 First time derivative of First time derivative of finite element node 5 (number of elements = 1; element order = 5) translational displacement in Z, m/s/s - 52 -1.367029975986E-001 T 2 First time derivative of First time derivative of finite element node 5 (number of elements = 1; element order = 5) rotational displacement in X, rad/s/s - 53 -9.563949718317E-002 T 2 First time derivative of First time derivative of finite element node 5 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s/s - 54 -1.901477029735E+000 T 2 First time derivative of First time derivative of finite element node 5 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s/s - 55 -9.729102440581E+000 T 2 First time derivative of First time derivative of finite element node 6 (number of elements = 1; element order = 5) translational displacement in X, m/s/s - 56 -2.135839418101E+000 T 2 First time derivative of First time derivative of finite element node 6 (number of elements = 1; element order = 5) translational displacement in Y, m/s/s - 57 -1.028120324593E+002 T 2 First time derivative of First time derivative of finite element node 6 (number of elements = 1; element order = 5) translational displacement in Z, m/s/s - 58 -1.755286656974E-001 T 2 First time derivative of First time derivative of finite element node 6 (number of elements = 1; element order = 5) rotational displacement in X, rad/s/s - 59 -6.113392539179E-001 T 2 First time derivative of First time derivative of finite element node 6 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s/s - 60 -2.097060781747E+000 T 2 First time derivative of First time derivative of finite element node 6 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s/s + 1 4.246253852075E-001 T 2 First time derivative of finite element node 2 (number of elements = 1; element order = 5) translational displacement in X, m/s + 2 -1.109303192104E+001 T 2 First time derivative of finite element node 2 (number of elements = 1; element order = 5) translational displacement in Y, m/s + 3 7.525585056928E-004 T 2 First time derivative of finite element node 2 (number of elements = 1; element order = 5) translational displacement in Z, m/s + 4 1.278979313557E+000 T 2 First time derivative of finite element node 2 (number of elements = 1; element order = 5) rotational displacement in X, rad/s + 5 3.095874432645E-003 T 2 First time derivative of finite element node 2 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s + 6 -6.434584585398E-002 T 2 First time derivative of finite element node 2 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s + 7 4.823326245972E-001 T 2 First time derivative of finite element node 3 (number of elements = 1; element order = 5) translational displacement in X, m/s + 8 -2.995586769822E+001 T 2 First time derivative of finite element node 3 (number of elements = 1; element order = 5) translational displacement in Y, m/s + 9 -7.926990266164E-002 T 2 First time derivative of finite element node 3 (number of elements = 1; element order = 5) translational displacement in Z, m/s + 10 1.276248673494E+000 T 2 First time derivative of finite element node 3 (number of elements = 1; element order = 5) rotational displacement in X, rad/s + 11 5.344193673755E-003 T 2 First time derivative of finite element node 3 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s + 12 -7.532149119249E-002 T 2 First time derivative of finite element node 3 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s + 13 6.296417894691E-001 T 2 First time derivative of finite element node 4 (number of elements = 1; element order = 5) translational displacement in X, m/s + 14 -5.236828605568E+001 T 2 First time derivative of finite element node 4 (number of elements = 1; element order = 5) translational displacement in Y, m/s + 15 -3.179541400037E-001 T 2 First time derivative of finite element node 4 (number of elements = 1; element order = 5) translational displacement in Z, m/s + 16 1.273472405658E+000 T 2 First time derivative of finite element node 4 (number of elements = 1; element order = 5) rotational displacement in X, rad/s + 17 1.607396451130E-002 T 2 First time derivative of finite element node 4 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s + 18 -1.298569758504E-001 T 2 First time derivative of finite element node 4 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s + 19 1.009547129863E+000 T 2 First time derivative of finite element node 5 (number of elements = 1; element order = 5) translational displacement in X, m/s + 20 -7.129380339885E+001 T 2 First time derivative of finite element node 5 (number of elements = 1; element order = 5) translational displacement in Y, m/s + 21 -6.427316739422E-001 T 2 First time derivative of finite element node 5 (number of elements = 1; element order = 5) translational displacement in Z, m/s + 22 1.271146095522E+000 T 2 First time derivative of finite element node 5 (number of elements = 1; element order = 5) rotational displacement in X, rad/s + 23 4.378688469828E-002 T 2 First time derivative of finite element node 5 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s + 24 -2.042813491121E-001 T 2 First time derivative of finite element node 5 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s + 25 1.385336318248E+000 T 2 First time derivative of finite element node 6 (number of elements = 1; element order = 5) translational displacement in X, m/s + 26 -8.061372217262E+001 T 2 First time derivative of finite element node 6 (number of elements = 1; element order = 5) translational displacement in Y, m/s + 27 -8.498352849777E-001 T 2 First time derivative of finite element node 6 (number of elements = 1; element order = 5) translational displacement in Z, m/s + 28 1.270626821949E+000 T 2 First time derivative of finite element node 6 (number of elements = 1; element order = 5) rotational displacement in X, rad/s + 29 6.428745790267E-002 T 2 First time derivative of finite element node 6 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s + 30 -2.224882339449E-001 T 2 First time derivative of finite element node 6 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s + 31 -9.342397507386E-001 T 2 First time derivative of First time derivative of finite element node 2 (number of elements = 1; element order = 5) translational displacement in X, m/s/s + 32 -4.084515604420E-001 T 2 First time derivative of First time derivative of finite element node 2 (number of elements = 1; element order = 5) translational displacement in Y, m/s/s + 33 -1.430666274965E+001 T 2 First time derivative of First time derivative of finite element node 2 (number of elements = 1; element order = 5) translational displacement in Z, m/s/s + 34 3.788323551519E-002 T 2 First time derivative of First time derivative of finite element node 2 (number of elements = 1; element order = 5) rotational displacement in X, rad/s/s + 35 -2.450078017172E-002 T 2 First time derivative of First time derivative of finite element node 2 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s/s + 36 -5.223102141778E-003 T 2 First time derivative of First time derivative of finite element node 2 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s/s + 37 -2.436366724594E+000 T 2 First time derivative of First time derivative of finite element node 3 (number of elements = 1; element order = 5) translational displacement in X, m/s/s + 38 -9.340994481237E-001 T 2 First time derivative of First time derivative of finite element node 3 (number of elements = 1; element order = 5) translational displacement in Y, m/s/s + 39 -3.839985122107E+001 T 2 First time derivative of First time derivative of finite element node 3 (number of elements = 1; element order = 5) translational displacement in Z, m/s/s + 40 3.571847282770E-002 T 2 First time derivative of First time derivative of finite element node 3 (number of elements = 1; element order = 5) rotational displacement in X, rad/s/s + 41 2.600810686831E-002 T 2 First time derivative of First time derivative of finite element node 3 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s/s + 42 -1.699275275313E-001 T 2 First time derivative of First time derivative of finite element node 3 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s/s + 43 -2.725971059905E+000 T 2 First time derivative of First time derivative of finite element node 4 (number of elements = 1; element order = 5) translational displacement in X, m/s/s + 44 -1.204181372626E+000 T 2 First time derivative of First time derivative of finite element node 4 (number of elements = 1; element order = 5) translational displacement in Y, m/s/s + 45 -6.707167853920E+001 T 2 First time derivative of First time derivative of finite element node 4 (number of elements = 1; element order = 5) translational displacement in Z, m/s/s + 46 -2.732124307493E-002 T 2 First time derivative of First time derivative of finite element node 4 (number of elements = 1; element order = 5) rotational displacement in X, rad/s/s + 47 1.769767871073E-001 T 2 First time derivative of First time derivative of finite element node 4 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s/s + 48 -9.310082388588E-001 T 2 First time derivative of First time derivative of finite element node 4 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s/s + 49 -4.691609403553E+000 T 2 First time derivative of First time derivative of finite element node 5 (number of elements = 1; element order = 5) translational displacement in X, m/s/s + 50 -1.520737791903E+000 T 2 First time derivative of First time derivative of finite element node 5 (number of elements = 1; element order = 5) translational displacement in Y, m/s/s + 51 -9.124238462366E+001 T 2 First time derivative of First time derivative of finite element node 5 (number of elements = 1; element order = 5) translational displacement in Z, m/s/s + 52 -1.367028783389E-001 T 2 First time derivative of First time derivative of finite element node 5 (number of elements = 1; element order = 5) rotational displacement in X, rad/s/s + 53 -9.563991785831E-002 T 2 First time derivative of First time derivative of finite element node 5 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s/s + 54 -1.901478440935E+000 T 2 First time derivative of First time derivative of finite element node 5 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s/s + 55 -9.729111468467E+000 T 2 First time derivative of First time derivative of finite element node 6 (number of elements = 1; element order = 5) translational displacement in X, m/s/s + 56 -2.135841002015E+000 T 2 First time derivative of First time derivative of finite element node 6 (number of elements = 1; element order = 5) translational displacement in Y, m/s/s + 57 -1.028120323751E+002 T 2 First time derivative of First time derivative of finite element node 6 (number of elements = 1; element order = 5) translational displacement in Z, m/s/s + 58 -1.755285224626E-001 T 2 First time derivative of First time derivative of finite element node 6 (number of elements = 1; element order = 5) rotational displacement in X, rad/s/s + 59 -6.113402830052E-001 T 2 First time derivative of First time derivative of finite element node 6 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s/s + 60 -2.097062161493E+000 T 2 First time derivative of First time derivative of finite element node 6 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s/s Order of outputs: Row Operating Point Rotating Frame? Derivative Order Description ---------- --------------- --------------- ---------------- ----------- - 1 1.600742326520E+005 T 0 RootFxr, (N) - 2 -1.517510876829E+005 T 0 RootFyr, (N) - 3 5.488184854995E+005 T 0 RootFzr, (N) - 4 3.001268568814E+006 T 0 RootMxr, (N-m) - 5 5.583379685321E+006 T 0 RootMyr, (N-m) - 6 -4.850944740787E+004 T 0 RootMzr, (N-m) - 7 3.121584996727E+000 T 0 TipTDxr, (m) - 8 -5.986531735445E-001 T 0 TipTDyr, (m) - 9 -1.264343829741E-001 T 0 TipTDzr, (m) - 10 1.566252627971E-002 T 0 TipRDxr, (-) - 11 1.311398091486E-001 T 0 TipRDyr, (-) - 12 -1.939196345621E-002 T 0 TipRDzr, (-) + 1 1.600742140772E+005 T 0 RootFxr, (N) + 2 -1.517511234222E+005 T 0 RootFyr, (N) + 3 5.488184812225E+005 T 0 RootFzr, (N) + 4 3.001269358237E+006 T 0 RootMxr, (N-m) + 5 5.583378734845E+006 T 0 RootMyr, (N-m) + 6 -4.850944949091E+004 T 0 RootMzr, (N-m) + 7 3.121584574289E+000 T 0 TipTDxr, (m) + 8 -5.986532185482E-001 T 0 TipTDyr, (m) + 9 -1.264343494000E-001 T 0 TipTDzr, (m) + 10 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0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 diff --git a/glue-codes/openfast/5MW_Land_BD_Linear_Aero/5MW_Land_BD_Linear_Aero.1.BD2.lin b/glue-codes/openfast/5MW_Land_BD_Linear_Aero/5MW_Land_BD_Linear_Aero.1.BD2.lin index 1d4122dcd..86d1c15ab 100644 --- a/glue-codes/openfast/5MW_Land_BD_Linear_Aero/5MW_Land_BD_Linear_Aero.1.BD2.lin +++ b/glue-codes/openfast/5MW_Land_BD_Linear_Aero/5MW_Land_BD_Linear_Aero.1.BD2.lin @@ -1,5 +1,5 @@ -Linearized model: Predictions were generated on 25-Nov-2025 at 17:43:41 using OpenFAST, compiled on Nov 21 2025 at 13:35:44 as a 64-bit application using double precision at commit v4.1.2-737-gd9ca2641-dirty +Linearized model: Predictions were generated on 17-Jul-2026 at 22:42:29 using OpenFAST, compiled on Jul 17 2026 at 14:05:32 as a 64-bit application using double precision at commit HEAD-HASH-NOTFOUND linked with NWTC Subroutine Library; ElastoDyn; BeamDyn; InflowWind; AeroDyn; ServoDyn Description from the FAST input file: NREL 5.0 MW Baseline Wind Turbine (Onshore), Linearization with AeroDyn + BD @@ -19,221 +19,221 @@ Simulation information: Order of continuous states: Row/Column Operating Point Rotating Frame? Derivative Order Description ---------- --------------- --------------- ---------------- ----------- - 1 1.363695887721E-002 T 2 finite element node 2 (number of elements = 1; element order = 5) translational displacement in X, m - 2 6.702518057077E-004 T 2 finite element node 2 (number of elements = 1; element order = 5) translational displacement in Y, m - 3 6.326971105804E-004 T 2 finite element node 2 (number of elements = 1; element order = 5) translational displacement in Z, m - 4 -5.399347352571E-005 T 2 finite element node 2 (number of elements = 1; element order = 5) rotational displacement in X, rad - 4 3.841025606539E-003 T 2 finite element node 2 (number of elements = 1; element order = 5) rotational displacement in Y, rad - 4 -8.005922557377E-006 T 2 finite element node 2 (number of elements = 1; element order = 5) rotational displacement in Z, rad - 7 2.033255135407E-001 T 2 finite element node 3 (number of elements = 1; element order = 5) translational displacement in X, m - 8 -4.947647429346E-003 T 2 finite element node 3 (number of elements = 1; element order = 5) translational displacement in Y, m - 9 2.031249130703E-003 T 2 finite element node 3 (number of elements = 1; element order = 5) translational displacement in Z, m - 10 1.266008507845E-003 T 2 finite element node 3 (number of elements = 1; element order = 5) rotational displacement in X, rad - 10 2.393933880824E-002 T 2 finite element node 3 (number of elements = 1; element order = 5) rotational displacement in Y, rad - 10 -4.151694426301E-004 T 2 finite element node 3 (number of elements = 1; element order = 5) rotational displacement in Z, rad - 13 1.039288989376E+000 T 2 finite element node 4 (number of elements = 1; element order = 5) translational displacement in X, m - 14 -5.698666411560E-002 T 2 finite element node 4 (number of elements = 1; element order = 5) translational displacement in Y, m - 15 -1.515338558161E-002 T 2 finite element node 4 (number of elements = 1; element order = 5) translational displacement in Z, m - 16 4.854563933326E-003 T 2 finite element node 4 (number of elements = 1; element order = 5) rotational displacement in X, rad - 16 7.430773399806E-002 T 2 finite element node 4 (number of elements = 1; element order = 5) rotational displacement in Y, rad - 16 -3.405889555754E-003 T 2 finite element node 4 (number of elements = 1; element order = 5) rotational displacement in Z, rad - 19 2.585609995938E+000 T 2 finite element node 5 (number of elements = 1; element order = 5) translational displacement in X, m - 20 -1.513421132327E-001 T 2 finite element node 5 (number of elements = 1; element order = 5) translational displacement in Y, m - 21 -9.316575597577E-002 T 2 finite element node 5 (number of elements = 1; element order = 5) translational displacement in Z, m - 22 6.947573626548E-003 T 2 finite element node 5 (number of elements = 1; element order = 5) rotational displacement in X, rad - 22 1.338345321989E-001 T 2 finite element node 5 (number of elements = 1; element order = 5) rotational displacement in Y, rad - 22 -8.517204973215E-003 T 2 finite element node 5 (number of elements = 1; element order = 5) rotational displacement in Z, rad - 25 3.664165917525E+000 T 2 finite element node 6 (number of elements = 1; element order = 5) translational displacement in X, m - 26 -2.058235390222E-001 T 2 finite element node 6 (number of elements = 1; element order = 5) translational displacement in Y, m - 27 -1.748639991150E-001 T 2 finite element node 6 (number of elements = 1; element order = 5) translational displacement in Z, m - 28 6.716948803342E-003 T 2 finite element node 6 (number of elements = 1; element order = 5) rotational displacement in X, rad - 28 1.568481553532E-001 T 2 finite element node 6 (number of elements = 1; element order = 5) rotational displacement in Y, rad - 28 -1.094325301447E-002 T 2 finite element node 6 (number of elements = 1; element order = 5) rotational displacement in Z, rad - 31 3.308631515837E-001 T 2 First time derivative of finite element node 2 (number of elements = 1; element order = 5) translational displacement in X, m/s - 32 -1.117962918371E+001 T 2 First time derivative of finite element node 2 (number of elements = 1; element order = 5) translational displacement in Y, m/s - 33 -9.035642409882E-002 T 2 First time derivative of finite element node 2 (number of elements = 1; element order = 5) translational displacement in Z, m/s - 34 1.279261051146E+000 T 2 First time derivative of finite element node 2 (number of elements = 1; element order = 5) rotational displacement in X, rad/s - 35 -7.512771700581E-003 T 2 First time derivative of finite element node 2 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s - 36 -5.490768578092E-002 T 2 First time derivative of finite element node 2 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s - 37 2.205015312793E-001 T 2 First time derivative of finite element node 3 (number of elements = 1; element order = 5) translational displacement in X, m/s - 38 -3.004515316354E+001 T 2 First time derivative of finite element node 3 (number of elements = 1; element order = 5) translational displacement in Y, m/s - 39 -9.623281962526E-002 T 2 First time derivative of finite element node 3 (number of elements = 1; element order = 5) translational displacement in Z, m/s - 40 1.276185002874E+000 T 2 First time derivative of finite element node 3 (number of elements = 1; element order = 5) rotational displacement in X, rad/s - 41 -7.462225762508E-003 T 2 First time derivative of finite element node 3 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s - 42 -6.449339662819E-002 T 2 First time derivative of finite element node 3 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s - 43 1.013171054772E-001 T 2 First time derivative of finite element node 4 (number of elements = 1; element order = 5) translational displacement in X, m/s - 44 -5.243734369403E+001 T 2 First time derivative of finite element node 4 (number of elements = 1; element order = 5) translational displacement in Y, m/s - 45 -1.572450189164E-001 T 2 First time derivative of finite element node 4 (number of elements = 1; element order = 5) translational displacement in Z, m/s - 46 1.271198866181E+000 T 2 First time derivative of finite element node 4 (number of elements = 1; element order = 5) rotational displacement in X, rad/s - 47 -4.470721236894E-003 T 2 First time derivative of finite element node 4 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s - 48 -1.164331245729E-001 T 2 First time derivative of finite element node 4 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s - 49 8.952316576820E-002 T 2 First time derivative of finite element node 5 (number of elements = 1; element order = 5) translational displacement in X, m/s - 50 -7.128938976177E+001 T 2 First time derivative of finite element node 5 (number of elements = 1; element order = 5) translational displacement in Y, m/s - 51 -2.781971292162E-001 T 2 First time derivative of finite element node 5 (number of elements = 1; element order = 5) translational displacement in Z, m/s - 52 1.264817112436E+000 T 2 First time derivative of finite element node 5 (number of elements = 1; element order = 5) rotational displacement in X, rad/s - 53 6.275994763252E-003 T 2 First time derivative of finite element node 5 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s - 54 -1.920658069675E-001 T 2 First time derivative of finite element node 5 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s - 55 1.587988314324E-001 T 2 First time derivative of finite element node 6 (number of elements = 1; element order = 5) translational displacement in X, m/s - 56 -8.054870311558E+001 T 2 First time derivative of finite element node 6 (number of elements = 1; element order = 5) translational displacement in Y, m/s - 57 -3.591089576833E-001 T 2 First time derivative of finite element node 6 (number of elements = 1; element order = 5) translational displacement in Z, m/s - 58 1.262831780182E+000 T 2 First time derivative of finite element node 6 (number of elements = 1; element order = 5) rotational displacement in X, rad/s - 59 1.458413290011E-002 T 2 First time derivative of finite element node 6 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s - 60 -2.130738375184E-001 T 2 First time derivative of finite element node 6 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s + 1 1.363696830957E-002 T 2 finite element node 2 (number of elements = 1; element order = 5) translational displacement in X, m + 2 6.702518687305E-004 T 2 finite element node 2 (number of elements = 1; element order = 5) translational displacement in Y, m + 3 6.326976685733E-004 T 2 finite element node 2 (number of elements = 1; element order = 5) translational displacement in Z, m + 4 -5.399340376757E-005 T 2 finite element node 2 (number of elements = 1; element order = 5) rotational displacement in X, rad + 5 3.841028139426E-003 T 2 finite element node 2 (number of elements = 1; element order = 5) rotational displacement in Y, rad + 6 -8.005917982183E-006 T 2 finite element node 2 (number of elements = 1; element order = 5) rotational displacement in Z, rad + 7 2.033256346710E-001 T 2 finite element node 3 (number of elements = 1; element order = 5) translational displacement in X, m + 8 -4.947652529010E-003 T 2 finite element node 3 (number of elements = 1; element order = 5) translational displacement in Y, m + 9 2.031248152257E-003 T 2 finite element node 3 (number of elements = 1; element order = 5) translational displacement in Z, m + 10 1.266009209824E-003 T 2 finite element node 3 (number of elements = 1; element order = 5) rotational displacement in X, rad + 11 2.393935131265E-002 T 2 finite element node 3 (number of elements = 1; element order = 5) rotational displacement in Y, rad + 12 -4.151686894483E-004 T 2 finite element node 3 (number of elements = 1; element order = 5) rotational displacement in Z, rad + 13 1.039289449983E+000 T 2 finite element node 4 (number of elements = 1; element order = 5) translational displacement in X, m + 14 -5.698668649315E-002 T 2 finite element node 4 (number of elements = 1; element order = 5) translational displacement in Y, m + 15 -1.515340372786E-002 T 2 finite element node 4 (number of elements = 1; element order = 5) translational displacement in Z, m + 16 4.854565192645E-003 T 2 finite element node 4 (number of elements = 1; element order = 5) rotational displacement in X, rad + 17 7.430775848660E-002 T 2 finite element node 4 (number of elements = 1; element order = 5) rotational displacement in Y, rad + 18 -3.405887197800E-003 T 2 finite element node 4 (number of elements = 1; element order = 5) rotational displacement in Z, rad + 19 2.585610854678E+000 T 2 finite element node 5 (number of elements = 1; element order = 5) translational displacement in X, m + 20 -1.513421511530E-001 T 2 finite element node 5 (number of elements = 1; element order = 5) translational displacement in Y, m + 21 -9.316581594751E-002 T 2 finite element node 5 (number of elements = 1; element order = 5) translational displacement in Z, m + 22 6.947574654785E-003 T 2 finite element node 5 (number of elements = 1; element order = 5) rotational displacement in X, rad + 23 1.338345600878E-001 T 2 finite element node 5 (number of elements = 1; element order = 5) rotational displacement in Y, rad + 24 -8.517201820278E-003 T 2 finite element node 5 (number of elements = 1; element order = 5) rotational displacement in Z, rad + 25 3.664166968978E+000 T 2 finite element node 6 (number of elements = 1; element order = 5) translational displacement in X, m + 26 -2.058235822060E-001 T 2 finite element node 6 (number of elements = 1; element order = 5) translational displacement in Y, m + 27 -1.748640886920E-001 T 2 finite element node 6 (number of elements = 1; element order = 5) translational displacement in Z, m + 28 6.716949738270E-003 T 2 finite element node 6 (number of elements = 1; element order = 5) rotational displacement in X, rad + 29 1.568481814250E-001 T 2 finite element node 6 (number of elements = 1; element order = 5) rotational displacement in Y, rad + 30 -1.094324970843E-002 T 2 finite element node 6 (number of elements = 1; element order = 5) rotational displacement in Z, rad + 31 3.308623587260E-001 T 2 First time derivative of finite element node 2 (number of elements = 1; element order = 5) translational displacement in X, m/s + 32 -1.117962931795E+001 T 2 First time derivative of finite element node 2 (number of elements = 1; element order = 5) translational displacement in Y, m/s + 33 -9.035698336061E-002 T 2 First time derivative of finite element node 2 (number of elements = 1; element order = 5) translational displacement in Z, m/s + 34 1.279261052195E+000 T 2 First time derivative of finite element node 2 (number of elements = 1; element order = 5) rotational displacement in X, rad/s + 35 -7.512869130413E-003 T 2 First time derivative of finite element node 2 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s + 36 -5.490766130179E-002 T 2 First time derivative of finite element node 2 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s + 37 2.204996716839E-001 T 2 First time derivative of finite element node 3 (number of elements = 1; element order = 5) translational displacement in X, m/s + 38 -3.004515334591E+001 T 2 First time derivative of finite element node 3 (number of elements = 1; element order = 5) translational displacement in Y, m/s + 39 -9.623337238671E-002 T 2 First time derivative of finite element node 3 (number of elements = 1; element order = 5) translational displacement in Z, m/s + 40 1.276185008566E+000 T 2 First time derivative of finite element node 3 (number of elements = 1; element order = 5) rotational displacement in X, rad/s + 41 -7.462268007281E-003 T 2 First time derivative of finite element node 3 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s + 42 -6.449336506308E-002 T 2 First time derivative of finite element node 3 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s + 43 1.013154018908E-001 T 2 First time derivative of finite element node 4 (number of elements = 1; element order = 5) translational displacement in X, m/s + 44 -5.243734399265E+001 T 2 First time derivative of finite element node 4 (number of elements = 1; element order = 5) translational displacement in Y, m/s + 45 -1.572456110576E-001 T 2 First time derivative of finite element node 4 (number of elements = 1; element order = 5) translational displacement in Z, m/s + 46 1.271198876195E+000 T 2 First time derivative of finite element node 4 (number of elements = 1; element order = 5) rotational displacement in X, rad/s + 47 -4.470668310731E-003 T 2 First time derivative of finite element node 4 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s + 48 -1.164330739785E-001 T 2 First time derivative of finite element node 4 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s + 49 8.952261355677E-002 T 2 First time derivative of finite element node 5 (number of elements = 1; element order = 5) translational displacement in X, m/s + 50 -7.128939010674E+001 T 2 First time derivative of finite element node 5 (number of elements = 1; element order = 5) translational displacement in Y, m/s + 51 -2.781978609204E-001 T 2 First time derivative of finite element node 5 (number of elements = 1; element order = 5) translational displacement in Z, m/s + 52 1.264817120171E+000 T 2 First time derivative of finite element node 5 (number of elements = 1; element order = 5) rotational displacement in X, rad/s + 53 6.276078175480E-003 T 2 First time derivative of finite element node 5 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s + 54 -1.920657432247E-001 T 2 First time derivative of finite element node 5 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s + 55 1.587987605191E-001 T 2 First time derivative of finite element node 6 (number of elements = 1; element order = 5) translational displacement in X, m/s + 56 -8.054870343204E+001 T 2 First time derivative of finite element node 6 (number of elements = 1; element order = 5) translational displacement in Y, m/s + 57 -3.591097811813E-001 T 2 First time derivative of finite element node 6 (number of elements = 1; element order = 5) translational displacement in Z, m/s + 58 1.262831786018E+000 T 2 First time derivative of finite element node 6 (number of elements = 1; element order = 5) rotational displacement in X, rad/s + 59 1.458418199637E-002 T 2 First time derivative of finite element node 6 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s + 60 -2.130737741030E-001 T 2 First time derivative of finite element node 6 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s Order of continuous state derivatives: Row/Column Operating Point Rotating Frame? Derivative Order Description ---------- --------------- --------------- ---------------- ----------- - 1 3.308631515837E-001 T 2 First time derivative of finite element node 2 (number of elements = 1; element order = 5) translational displacement in X, m/s - 2 -1.117962918371E+001 T 2 First time derivative of finite element node 2 (number of elements = 1; element order = 5) translational displacement in Y, m/s - 3 -9.035642409882E-002 T 2 First time derivative of finite element node 2 (number of elements = 1; element order = 5) translational displacement in Z, m/s - 4 1.279261051146E+000 T 2 First time derivative of finite element node 2 (number of elements = 1; element order = 5) rotational displacement in X, rad/s - 5 -7.512771700581E-003 T 2 First time derivative of finite element node 2 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s - 6 -5.490768578092E-002 T 2 First time derivative of finite element node 2 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s - 7 2.205015312793E-001 T 2 First time derivative of finite element node 3 (number of elements = 1; element order = 5) translational displacement in X, m/s - 8 -3.004515316354E+001 T 2 First time derivative of finite element node 3 (number of elements = 1; element order = 5) translational displacement in Y, m/s - 9 -9.623281962526E-002 T 2 First time derivative of finite element node 3 (number of elements = 1; element order = 5) translational displacement in Z, m/s - 10 1.276185002874E+000 T 2 First time derivative of finite element node 3 (number of elements = 1; element order = 5) rotational displacement in X, rad/s - 11 -7.462225762508E-003 T 2 First time derivative of finite element node 3 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s - 12 -6.449339662819E-002 T 2 First time derivative of finite element node 3 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s - 13 1.013171054772E-001 T 2 First time derivative of finite element node 4 (number of elements = 1; element order = 5) translational displacement in X, m/s - 14 -5.243734369403E+001 T 2 First time derivative of finite element node 4 (number of elements = 1; element order = 5) translational displacement in Y, m/s - 15 -1.572450189164E-001 T 2 First time derivative of finite element node 4 (number of elements = 1; element order = 5) translational displacement in Z, m/s - 16 1.271198866181E+000 T 2 First time derivative of finite element node 4 (number of elements = 1; element order = 5) rotational displacement in X, rad/s - 17 -4.470721236894E-003 T 2 First time derivative of finite element node 4 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s - 18 -1.164331245729E-001 T 2 First time derivative of finite element node 4 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s - 19 8.952316576820E-002 T 2 First time derivative of finite element node 5 (number of elements = 1; element order = 5) translational displacement in X, m/s - 20 -7.128938976177E+001 T 2 First time derivative of finite element node 5 (number of elements = 1; element order = 5) translational displacement in Y, m/s - 21 -2.781971292162E-001 T 2 First time derivative of finite element node 5 (number of elements = 1; element order = 5) translational displacement in Z, m/s - 22 1.264817112436E+000 T 2 First time derivative of finite element node 5 (number of elements = 1; element order = 5) rotational displacement in X, rad/s - 23 6.275994763252E-003 T 2 First time derivative of finite element node 5 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s - 24 -1.920658069675E-001 T 2 First time derivative of finite element node 5 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s - 25 1.587988314324E-001 T 2 First time derivative of finite element node 6 (number of elements = 1; element order = 5) translational displacement in X, m/s - 26 -8.054870311558E+001 T 2 First time derivative of finite element node 6 (number of elements = 1; element order = 5) translational displacement in Y, m/s - 27 -3.591089576833E-001 T 2 First time derivative of finite element node 6 (number of elements = 1; element order = 5) translational displacement in Z, m/s - 28 1.262831780182E+000 T 2 First time derivative of finite element node 6 (number of elements = 1; element order = 5) rotational displacement in X, rad/s - 29 1.458413290011E-002 T 2 First time derivative of finite element node 6 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s - 30 -2.130738375184E-001 T 2 First time derivative of finite element node 6 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s - 31 -5.446867504456E-001 T 2 First time derivative of First time derivative of finite element node 2 (number of elements = 1; element order = 5) translational displacement in X, m/s/s - 32 -2.972879784174E-001 T 2 First time derivative of First time derivative of finite element node 2 (number of elements = 1; element order = 5) translational displacement in Y, m/s/s - 33 -1.422219776956E+001 T 2 First time derivative of First time derivative of finite element node 2 (number of elements = 1; element order = 5) translational displacement in Z, m/s/s - 34 3.117033916759E-002 T 2 First time derivative of First time derivative of finite element node 2 (number of elements = 1; element order = 5) rotational displacement in X, rad/s/s - 35 6.865112734659E-003 T 2 First time derivative of First time derivative of finite element node 2 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s/s - 36 2.527328103123E-003 T 2 First time derivative of First time derivative of finite element node 2 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s/s - 37 -1.515913195570E+000 T 2 First time derivative of First time derivative of finite element node 3 (number of elements = 1; element order = 5) translational displacement in X, m/s/s - 38 -6.716292052418E-001 T 2 First time derivative of First time derivative of finite element node 3 (number of elements = 1; element order = 5) translational displacement in Y, m/s/s - 39 -3.832491018570E+001 T 2 First time derivative of First time derivative of finite element node 3 (number of elements = 1; element order = 5) translational displacement in Z, m/s/s - 40 1.862793849136E-002 T 2 First time derivative of First time derivative of finite element node 3 (number of elements = 1; element order = 5) rotational displacement in X, rad/s/s - 41 3.428687732665E-002 T 2 First time derivative of First time derivative of finite element node 3 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s/s - 42 -5.601253895310E-002 T 2 First time derivative of First time derivative of finite element node 3 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s/s - 43 -1.689565770488E+000 T 2 First time derivative of First time derivative of finite element node 4 (number of elements = 1; element order = 5) translational displacement in X, m/s/s - 44 -7.639535549391E-001 T 2 First time derivative of First time derivative of finite element node 4 (number of elements = 1; element order = 5) translational displacement in Y, m/s/s - 45 -6.694908077154E+001 T 2 First time derivative of First time derivative of finite element node 4 (number of elements = 1; element order = 5) translational displacement in Z, m/s/s - 46 -2.005372174023E-002 T 2 First time derivative of First time derivative of finite element node 4 (number of elements = 1; element order = 5) rotational displacement in X, rad/s/s - 47 1.533418663506E-001 T 2 First time derivative of First time derivative of finite element node 4 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s/s - 48 -3.888924637689E-001 T 2 First time derivative of First time derivative of finite element node 4 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s/s - 49 -3.030235102922E+000 T 2 First time derivative of First time derivative of finite element node 5 (number of elements = 1; element order = 5) translational displacement in X, m/s/s - 50 -8.409525319149E-001 T 2 First time derivative of First time derivative of finite element node 5 (number of elements = 1; element order = 5) translational displacement in Y, m/s/s - 51 -9.098140303186E+001 T 2 First time derivative of First time derivative of finite element node 5 (number of elements = 1; element order = 5) translational displacement in Z, m/s/s - 52 -8.003995802518E-002 T 2 First time derivative of First time derivative of finite element node 5 (number of elements = 1; element order = 5) rotational displacement in X, rad/s/s - 53 -2.669022368050E-002 T 2 First time derivative of First time derivative of finite element node 5 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s/s - 54 -8.418162574303E-001 T 2 First time derivative of First time derivative of finite element node 5 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s/s - 55 -6.697430784579E+000 T 2 First time derivative of First time derivative of finite element node 6 (number of elements = 1; element order = 5) translational displacement in X, m/s/s - 56 -1.092245757226E+000 T 2 First time derivative of First time derivative of finite element node 6 (number of elements = 1; element order = 5) translational displacement in Y, m/s/s - 57 -1.024826305189E+002 T 2 First time derivative of First time derivative of finite element node 6 (number of elements = 1; element order = 5) translational displacement in Z, m/s/s - 58 -1.065810261123E-001 T 2 First time derivative of First time derivative of finite element node 6 (number of elements = 1; element order = 5) rotational displacement in X, rad/s/s - 59 -4.067610723180E-001 T 2 First time derivative of First time derivative of finite element node 6 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s/s - 60 -9.136258125536E-001 T 2 First time derivative of First time derivative of finite element node 6 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s/s + 1 3.308623587260E-001 T 2 First time derivative of finite element node 2 (number of elements = 1; element order = 5) translational displacement in X, m/s + 2 -1.117962931795E+001 T 2 First time derivative of finite element node 2 (number of elements = 1; element order = 5) translational displacement in Y, m/s + 3 -9.035698336061E-002 T 2 First time derivative of finite element node 2 (number of elements = 1; element order = 5) translational displacement in Z, m/s + 4 1.279261052195E+000 T 2 First time derivative of finite element node 2 (number of elements = 1; element order = 5) rotational displacement in X, rad/s + 5 -7.512869130413E-003 T 2 First time derivative of finite element node 2 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s + 6 -5.490766130179E-002 T 2 First time derivative of finite element node 2 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s + 7 2.204996716839E-001 T 2 First time derivative of finite element node 3 (number of elements = 1; element order = 5) translational displacement in X, m/s + 8 -3.004515334591E+001 T 2 First time derivative of finite element node 3 (number of elements = 1; element order = 5) translational displacement in Y, m/s + 9 -9.623337238671E-002 T 2 First time derivative of finite element node 3 (number of elements = 1; element order = 5) translational displacement in Z, m/s + 10 1.276185008566E+000 T 2 First time derivative of finite element node 3 (number of elements = 1; element order = 5) rotational displacement in X, rad/s + 11 -7.462268007281E-003 T 2 First time derivative of finite element node 3 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s + 12 -6.449336506308E-002 T 2 First time derivative of finite element node 3 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s + 13 1.013154018908E-001 T 2 First time derivative of finite element node 4 (number of elements = 1; element order = 5) translational displacement in X, m/s + 14 -5.243734399265E+001 T 2 First time derivative of finite element node 4 (number of elements = 1; element order = 5) translational displacement in Y, m/s + 15 -1.572456110576E-001 T 2 First time derivative of finite element node 4 (number of elements = 1; element order = 5) translational displacement in Z, m/s + 16 1.271198876195E+000 T 2 First time derivative of finite element node 4 (number of elements = 1; element order = 5) rotational displacement in X, rad/s + 17 -4.470668310731E-003 T 2 First time derivative of finite element node 4 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s + 18 -1.164330739785E-001 T 2 First time derivative of finite element node 4 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s + 19 8.952261355677E-002 T 2 First time derivative of finite element node 5 (number of elements = 1; element order = 5) translational displacement in X, m/s + 20 -7.128939010674E+001 T 2 First time derivative of finite element node 5 (number of elements = 1; element order = 5) translational displacement in Y, m/s + 21 -2.781978609204E-001 T 2 First time derivative of finite element node 5 (number of elements = 1; element order = 5) translational displacement in Z, m/s + 22 1.264817120171E+000 T 2 First time derivative of finite element node 5 (number of elements = 1; element order = 5) rotational displacement in X, rad/s + 23 6.276078175480E-003 T 2 First time derivative of finite element node 5 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s + 24 -1.920657432247E-001 T 2 First time derivative of finite element node 5 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s + 25 1.587987605191E-001 T 2 First time derivative of finite element node 6 (number of elements = 1; element order = 5) translational displacement in X, m/s + 26 -8.054870343204E+001 T 2 First time derivative of finite element node 6 (number of elements = 1; element order = 5) translational displacement in Y, m/s + 27 -3.591097811813E-001 T 2 First time derivative of finite element node 6 (number of elements = 1; element order = 5) translational displacement in Z, m/s + 28 1.262831786018E+000 T 2 First time derivative of finite element node 6 (number of elements = 1; element order = 5) rotational displacement in X, rad/s + 29 1.458418199637E-002 T 2 First time derivative of finite element node 6 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s + 30 -2.130737741030E-001 T 2 First time derivative of finite element node 6 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s + 31 -5.446890216478E-001 T 2 First time derivative of First time derivative of finite element node 2 (number of elements = 1; element order = 5) translational displacement in X, m/s/s + 32 -2.972883118228E-001 T 2 First time derivative of First time derivative of finite element node 2 (number of elements = 1; element order = 5) translational displacement in Y, m/s/s + 33 -1.422219937642E+001 T 2 First time derivative of First time derivative of finite element node 2 (number of elements = 1; element order = 5) translational displacement in Z, m/s/s + 34 3.117034694244E-002 T 2 First time derivative of First time derivative of finite element node 2 (number of elements = 1; element order = 5) rotational displacement in X, rad/s/s + 35 6.864763746177E-003 T 2 First time derivative of First time derivative of finite element node 2 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s/s + 36 2.527557107499E-003 T 2 First time derivative of First time derivative of finite element node 2 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s/s + 37 -1.515921685848E+000 T 2 First time derivative of First time derivative of finite element node 3 (number of elements = 1; element order = 5) translational displacement in X, m/s/s + 38 -6.716297284169E-001 T 2 First time derivative of First time derivative of finite element node 3 (number of elements = 1; element order = 5) translational displacement in Y, m/s/s + 39 -3.832491183639E+001 T 2 First time derivative of First time derivative of finite element node 3 (number of elements = 1; element order = 5) translational displacement in Z, m/s/s + 40 1.862797308465E-002 T 2 First time derivative of First time derivative of finite element node 3 (number of elements = 1; element order = 5) rotational displacement in X, rad/s/s + 41 3.428639361343E-002 T 2 First time derivative of First time derivative of finite element node 3 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s/s + 42 -5.601219080270E-002 T 2 First time derivative of First time derivative of finite element node 3 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s/s + 43 -1.689578535109E+000 T 2 First time derivative of First time derivative of finite element node 4 (number of elements = 1; element order = 5) translational displacement in X, m/s/s + 44 -7.639549791383E-001 T 2 First time derivative of First time derivative of finite element node 4 (number of elements = 1; element order = 5) translational displacement in Y, m/s/s + 45 -6.694908263065E+001 T 2 First time derivative of First time derivative of finite element node 4 (number of elements = 1; element order = 5) translational displacement in Z, m/s/s + 46 -2.005361149968E-002 T 2 First time derivative of First time derivative of finite element node 4 (number of elements = 1; element order = 5) rotational displacement in X, rad/s/s + 47 1.533419286299E-001 T 2 First time derivative of First time derivative of finite element node 4 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s/s + 48 -3.888917936307E-001 T 2 First time derivative of First time derivative of finite element node 4 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s/s + 49 -3.030237765470E+000 T 2 First time derivative of First time derivative of finite element node 5 (number of elements = 1; element order = 5) translational displacement in X, m/s/s + 50 -8.409549892190E-001 T 2 First time derivative of First time derivative of finite element node 5 (number of elements = 1; element order = 5) translational displacement in Y, m/s/s + 51 -9.098140616267E+001 T 2 First time derivative of First time derivative of finite element node 5 (number of elements = 1; element order = 5) translational displacement in Z, m/s/s + 52 -8.003981129772E-002 T 2 First time derivative of First time derivative of finite element node 5 (number of elements = 1; element order = 5) rotational displacement in X, rad/s/s + 53 -2.668906163539E-002 T 2 First time derivative of First time derivative of finite element node 5 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s/s + 54 -8.418154263093E-001 T 2 First time derivative of First time derivative of finite element node 5 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s/s + 55 -6.697422296777E+000 T 2 First time derivative of First time derivative of finite element node 6 (number of elements = 1; element order = 5) translational displacement in X, m/s/s + 56 -1.092248414775E+000 T 2 First time derivative of First time derivative of finite element node 6 (number of elements = 1; element order = 5) translational displacement in Y, m/s/s + 57 -1.024826353409E+002 T 2 First time derivative of First time derivative of finite element node 6 (number of elements = 1; element order = 5) translational displacement in Z, m/s/s + 58 -1.065809126384E-001 T 2 First time derivative of First time derivative of finite element node 6 (number of elements = 1; element order = 5) rotational displacement in X, rad/s/s + 59 -4.067594861037E-001 T 2 First time derivative of First time derivative of finite element node 6 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s/s + 60 -9.136251692122E-001 T 2 First time derivative of First time derivative of finite element node 6 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s/s Order of outputs: Row Operating Point Rotating Frame? Derivative Order Description ---------- --------------- --------------- ---------------- ----------- - 1 1.839864956752E+005 T 0 RootFxr, (N) - 2 3.350377350925E+004 T 0 RootFyr, (N) - 3 7.513614133532E+005 T 0 RootFzr, (N) - 4 -5.867960916675E+005 T 0 RootMxr, (N-m) - 5 6.517321253069E+006 T 0 RootMyr, (N-m) - 6 -3.600660927519E+003 T 0 RootMzr, (N-m) - 7 3.664165872834E+000 T 0 TipTDxr, (m) - 8 -2.058237660497E-001 T 0 TipTDyr, (m) - 9 -1.748640008450E-001 T 0 TipTDzr, (m) - 10 6.720420016234E-003 T 0 TipRDxr, (-) - 11 1.569291324963E-001 T 0 TipRDyr, (-) - 12 -1.094890228042E-002 T 0 TipRDzr, (-) + 1 1.839866442045E+005 T 0 RootFxr, (N) + 2 3.350377632610E+004 T 0 RootFyr, (N) + 3 7.513614343318E+005 T 0 RootFzr, (N) + 4 -5.867962425311E+005 T 0 RootMxr, (N-m) + 5 6.517325321033E+006 T 0 RootMyr, (N-m) + 6 -3.600634907717E+003 T 0 RootMzr, (N-m) + 7 3.664166924285E+000 T 0 TipTDxr, (m) + 8 -2.058238092318E-001 T 0 TipTDyr, (m) + 9 -1.748640904222E-001 T 0 TipTDzr, (m) + 10 6.720420952751E-003 T 0 TipRDxr, (-) + 11 1.569291586081E-001 T 0 TipRDyr, (-) + 12 -1.094889897453E-002 T 0 TipRDzr, (-) Linearized state matrices: A: 60 x 60 - 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 1.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 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0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 7.845540231398E-002 -3.574983055213E-003 9.984657493327E-001 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 diff --git a/glue-codes/openfast/5MW_Land_BD_Linear_Aero/5MW_Land_BD_Linear_Aero.1.BD3.lin b/glue-codes/openfast/5MW_Land_BD_Linear_Aero/5MW_Land_BD_Linear_Aero.1.BD3.lin index 7ce089d57..154b65d87 100644 --- a/glue-codes/openfast/5MW_Land_BD_Linear_Aero/5MW_Land_BD_Linear_Aero.1.BD3.lin +++ b/glue-codes/openfast/5MW_Land_BD_Linear_Aero/5MW_Land_BD_Linear_Aero.1.BD3.lin @@ -1,5 +1,5 @@ -Linearized model: Predictions were generated on 25-Nov-2025 at 17:43:41 using OpenFAST, compiled on Nov 21 2025 at 13:35:44 as a 64-bit application using double precision at commit v4.1.2-737-gd9ca2641-dirty +Linearized model: Predictions were generated on 17-Jul-2026 at 22:42:29 using OpenFAST, compiled on Jul 17 2026 at 14:05:32 as a 64-bit application using double precision at commit HEAD-HASH-NOTFOUND linked with NWTC Subroutine Library; ElastoDyn; BeamDyn; InflowWind; AeroDyn; ServoDyn Description from the FAST input file: NREL 5.0 MW Baseline Wind Turbine (Onshore), Linearization with AeroDyn + BD @@ -19,221 +19,221 @@ Simulation information: Order of continuous states: Row/Column Operating Point Rotating Frame? Derivative Order Description ---------- --------------- --------------- ---------------- ----------- - 1 1.216739209999E-002 T 2 finite element node 2 (number of elements = 1; element order = 5) translational displacement in X, m - 2 3.827663846389E-003 T 2 finite element node 2 (number of elements = 1; element order = 5) translational displacement in Y, m - 3 4.321418524870E-004 T 2 finite element node 2 (number of elements = 1; element order = 5) translational displacement in Z, m - 4 -8.239655159035E-004 T 2 finite element node 2 (number of elements = 1; element order = 5) rotational displacement in X, rad - 4 3.413182752749E-003 T 2 finite element node 2 (number of elements = 1; element order = 5) rotational displacement in Y, rad - 4 1.095057285416E-005 T 2 finite element node 2 (number of elements = 1; element order = 5) rotational displacement in Z, rad - 7 1.804072842742E-001 T 2 finite element node 3 (number of elements = 1; element order = 5) translational displacement in X, m - 8 2.859336473569E-002 T 2 finite element node 3 (number of elements = 1; element order = 5) translational displacement in Y, m - 9 1.438571491426E-003 T 2 finite element node 3 (number of elements = 1; element order = 5) translational displacement in Z, m - 10 -1.815880612097E-003 T 2 finite element node 3 (number of elements = 1; element order = 5) rotational displacement in X, rad - 10 2.129036596182E-002 T 2 finite element node 3 (number of elements = 1; element order = 5) rotational displacement in Y, rad - 10 -1.736505961541E-004 T 2 finite element node 3 (number of elements = 1; element order = 5) rotational displacement in Z, rad - 13 9.311116284981E-001 T 2 finite element node 4 (number of elements = 1; element order = 5) translational displacement in X, m - 14 5.404260101837E-002 T 2 finite element node 4 (number of elements = 1; element order = 5) translational displacement in Y, m - 15 -1.236560064807E-002 T 2 finite element node 4 (number of elements = 1; element order = 5) translational displacement in Z, m - 16 -2.899015406537E-004 T 2 finite element node 4 (number of elements = 1; element order = 5) rotational displacement in X, rad - 16 6.711392170323E-002 T 2 finite element node 4 (number of elements = 1; element order = 5) rotational displacement in Y, rad - 16 -3.177333198289E-003 T 2 finite element node 4 (number of elements = 1; element order = 5) rotational displacement in Z, rad - 19 2.336509915352E+000 T 2 finite element node 5 (number of elements = 1; element order = 5) translational displacement in X, m - 20 4.522752496446E-002 T 2 finite element node 5 (number of elements = 1; element order = 5) translational displacement in Y, m - 21 -7.643545677743E-002 T 2 finite element node 5 (number of elements = 1; element order = 5) translational displacement in Z, m - 22 9.358964688061E-004 T 2 finite element node 5 (number of elements = 1; element order = 5) rotational displacement in X, rad - 22 1.220236607090E-001 T 2 finite element node 5 (number of elements = 1; element order = 5) rotational displacement in Y, rad - 22 -9.429671879524E-003 T 2 finite element node 5 (number of elements = 1; element order = 5) rotational displacement in Z, rad - 25 3.322465610572E+000 T 2 finite element node 6 (number of elements = 1; element order = 5) translational displacement in X, m - 26 3.585283573145E-002 T 2 finite element node 6 (number of elements = 1; element order = 5) translational displacement in Y, m - 27 -1.444364758034E-001 T 2 finite element node 6 (number of elements = 1; element order = 5) translational displacement in Z, m - 28 5.345919842248E-004 T 2 finite element node 6 (number of elements = 1; element order = 5) rotational displacement in X, rad - 28 1.433398931704E-001 T 2 finite element node 6 (number of elements = 1; element order = 5) rotational displacement in Y, rad - 28 -1.271273443905E-002 T 2 finite element node 6 (number of elements = 1; element order = 5) rotational displacement in Z, rad - 31 4.484690465057E-001 T 2 First time derivative of finite element node 2 (number of elements = 1; element order = 5) translational displacement in X, m/s - 32 -1.123478222577E+001 T 2 First time derivative of finite element node 2 (number of elements = 1; element order = 5) translational displacement in Y, m/s - 33 3.568323200851E-002 T 2 First time derivative of finite element node 2 (number of elements = 1; element order = 5) translational displacement in Z, m/s - 34 1.281877650688E+000 T 2 First time derivative of finite element node 2 (number of elements = 1; element order = 5) rotational displacement in X, rad/s - 35 4.906114922807E-003 T 2 First time derivative of finite element node 2 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s - 36 -5.100277993527E-002 T 2 First time derivative of finite element node 2 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s - 37 4.985872568843E-001 T 2 First time derivative of finite element node 3 (number of elements = 1; element order = 5) translational displacement in X, m/s - 38 -3.019691982904E+001 T 2 First time derivative of finite element node 3 (number of elements = 1; element order = 5) translational displacement in Y, m/s - 39 6.666442249491E-002 T 2 First time derivative of finite element node 3 (number of elements = 1; element order = 5) translational displacement in Z, m/s - 40 1.286523397401E+000 T 2 First time derivative of finite element node 3 (number of elements = 1; element order = 5) rotational displacement in X, rad/s - 41 1.446978314023E-003 T 2 First time derivative of finite element node 3 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s - 42 -6.202975420292E-002 T 2 First time derivative of finite element node 3 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s - 43 4.867931307312E-001 T 2 First time derivative of finite element node 4 (number of elements = 1; element order = 5) translational displacement in X, m/s - 44 -5.286380917419E+001 T 2 First time derivative of finite element node 4 (number of elements = 1; element order = 5) translational displacement in Y, m/s - 45 1.000922061116E-001 T 2 First time derivative of finite element node 4 (number of elements = 1; element order = 5) translational displacement in Z, m/s - 46 1.291221576606E+000 T 2 First time derivative of finite element node 4 (number of elements = 1; element order = 5) rotational displacement in X, rad/s - 47 -1.164481914250E-003 T 2 First time derivative of finite element node 4 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s - 48 -1.120648764099E-001 T 2 First time derivative of finite element node 4 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s - 49 5.193998060905E-001 T 2 First time derivative of finite element node 5 (number of elements = 1; element order = 5) translational displacement in X, m/s - 50 -7.206897022872E+001 T 2 First time derivative of finite element node 5 (number of elements = 1; element order = 5) translational displacement in Y, m/s - 51 8.390580578907E-002 T 2 First time derivative of finite element node 5 (number of elements = 1; element order = 5) translational displacement in Z, m/s - 52 1.292557470706E+000 T 2 First time derivative of finite element node 5 (number of elements = 1; element order = 5) rotational displacement in X, rad/s - 53 8.792343340346E-003 T 2 First time derivative of finite element node 5 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s - 54 -1.764950011087E-001 T 2 First time derivative of finite element node 5 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s - 55 6.282264768668E-001 T 2 First time derivative of finite element node 6 (number of elements = 1; element order = 5) translational displacement in X, m/s - 56 -8.152591358779E+001 T 2 First time derivative of finite element node 6 (number of elements = 1; element order = 5) translational displacement in Y, m/s - 57 5.715846814173E-002 T 2 First time derivative of finite element node 6 (number of elements = 1; element order = 5) translational displacement in Z, m/s - 58 1.292663647658E+000 T 2 First time derivative of finite element node 6 (number of elements = 1; element order = 5) rotational displacement in X, rad/s - 59 2.039818749223E-002 T 2 First time derivative of finite element node 6 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s - 60 -1.910275460328E-001 T 2 First time derivative of finite element node 6 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s + 1 1.216738365767E-002 T 2 finite element node 2 (number of elements = 1; element order = 5) translational displacement in X, m + 2 3.827665554117E-003 T 2 finite element node 2 (number of elements = 1; element order = 5) translational displacement in Y, m + 3 4.321414650053E-004 T 2 finite element node 2 (number of elements = 1; element order = 5) translational displacement in Z, m + 4 -8.239658734274E-004 T 2 finite element node 2 (number of elements = 1; element order = 5) rotational displacement in X, rad + 5 3.413180605735E-003 T 2 finite element node 2 (number of elements = 1; element order = 5) rotational displacement in Y, rad + 6 1.095033975022E-005 T 2 finite element node 2 (number of elements = 1; element order = 5) rotational displacement in Z, rad + 7 1.804071826584E-001 T 2 finite element node 3 (number of elements = 1; element order = 5) translational displacement in X, m + 8 2.859338213577E-002 T 2 finite element node 3 (number of elements = 1; element order = 5) translational displacement in Y, m + 9 1.438572213798E-003 T 2 finite element node 3 (number of elements = 1; element order = 5) translational displacement in Z, m + 10 -1.815882289033E-003 T 2 finite element node 3 (number of elements = 1; element order = 5) rotational displacement in X, rad + 11 2.129035586777E-002 T 2 finite element node 3 (number of elements = 1; element order = 5) rotational displacement in Y, rad + 12 -1.736513145394E-004 T 2 finite element node 3 (number of elements = 1; element order = 5) rotational displacement in Z, rad + 13 9.311112734400E-001 T 2 finite element node 4 (number of elements = 1; element order = 5) translational displacement in X, m + 14 5.404265738946E-002 T 2 finite element node 4 (number of elements = 1; element order = 5) translational displacement in Y, m + 15 -1.236558877895E-002 T 2 finite element node 4 (number of elements = 1; element order = 5) translational displacement in Z, m + 16 -2.899039943324E-004 T 2 finite element node 4 (number of elements = 1; element order = 5) rotational displacement in X, rad + 17 6.711390480136E-002 T 2 finite element node 4 (number of elements = 1; element order = 5) rotational displacement in Y, rad + 18 -3.177334399626E-003 T 2 finite element node 4 (number of elements = 1; element order = 5) rotational displacement in Z, rad + 19 2.336509313182E+000 T 2 finite element node 5 (number of elements = 1; element order = 5) translational displacement in X, m + 20 4.522761586942E-002 T 2 finite element node 5 (number of elements = 1; element order = 5) translational displacement in Y, m + 21 -7.643542163617E-002 T 2 finite element node 5 (number of elements = 1; element order = 5) translational displacement in Z, m + 22 9.358942969604E-004 T 2 finite element node 5 (number of elements = 1; element order = 5) rotational displacement in X, rad + 23 1.220236452991E-001 T 2 finite element node 5 (number of elements = 1; element order = 5) rotational displacement in Y, rad + 24 -9.429672578693E-003 T 2 finite element node 5 (number of elements = 1; element order = 5) rotational displacement in Z, rad + 25 3.322464910539E+000 T 2 finite element node 6 (number of elements = 1; element order = 5) translational displacement in X, m + 26 3.585294182758E-002 T 2 finite element node 6 (number of elements = 1; element order = 5) translational displacement in Y, m + 27 -1.444364271948E-001 T 2 finite element node 6 (number of elements = 1; element order = 5) translational displacement in Z, m + 28 5.345898371716E-004 T 2 finite element node 6 (number of elements = 1; element order = 5) rotational displacement in X, rad + 29 1.433398805028E-001 T 2 finite element node 6 (number of elements = 1; element order = 5) rotational displacement in Y, rad + 30 -1.271273502856E-002 T 2 finite element node 6 (number of elements = 1; element order = 5) rotational displacement in Z, rad + 31 4.484698122756E-001 T 2 First time derivative of finite element node 2 (number of elements = 1; element order = 5) translational displacement in X, m/s + 32 -1.123478266703E+001 T 2 First time derivative of finite element node 2 (number of elements = 1; element order = 5) translational displacement in Y, m/s + 33 3.568361603853E-002 T 2 First time derivative of finite element node 2 (number of elements = 1; element order = 5) translational displacement in Z, m/s + 34 1.281877653411E+000 T 2 First time derivative of finite element node 2 (number of elements = 1; element order = 5) rotational displacement in X, rad/s + 35 4.906178069847E-003 T 2 First time derivative of finite element node 2 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s + 36 -5.100269955779E-002 T 2 First time derivative of finite element node 2 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s + 37 4.985885489831E-001 T 2 First time derivative of finite element node 3 (number of elements = 1; element order = 5) translational displacement in X, m/s + 38 -3.019692026228E+001 T 2 First time derivative of finite element node 3 (number of elements = 1; element order = 5) translational displacement in Y, m/s + 39 6.666482221117E-002 T 2 First time derivative of finite element node 3 (number of elements = 1; element order = 5) translational displacement in Z, m/s + 40 1.286523394326E+000 T 2 First time derivative of finite element node 3 (number of elements = 1; element order = 5) rotational displacement in X, rad/s + 41 1.446984517646E-003 T 2 First time derivative of finite element node 3 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s + 42 -6.202967438331E-002 T 2 First time derivative of finite element node 3 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s + 43 4.867937841004E-001 T 2 First time derivative of finite element node 4 (number of elements = 1; element order = 5) translational displacement in X, m/s + 44 -5.286380939093E+001 T 2 First time derivative of finite element node 4 (number of elements = 1; element order = 5) translational displacement in Y, m/s + 45 1.000926912059E-001 T 2 First time derivative of finite element node 4 (number of elements = 1; element order = 5) translational displacement in Z, m/s + 46 1.291221563547E+000 T 2 First time derivative of finite element node 4 (number of elements = 1; element order = 5) rotational displacement in X, rad/s + 47 -1.164548854590E-003 T 2 First time derivative of finite element node 4 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s + 48 -1.120647900592E-001 T 2 First time derivative of finite element node 4 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s + 49 5.193993928481E-001 T 2 First time derivative of finite element node 5 (number of elements = 1; element order = 5) translational displacement in X, m/s + 50 -7.206897007696E+001 T 2 First time derivative of finite element node 5 (number of elements = 1; element order = 5) translational displacement in Y, m/s + 51 8.390643498860E-002 T 2 First time derivative of finite element node 5 (number of elements = 1; element order = 5) translational displacement in Z, m/s + 52 1.292557455705E+000 T 2 First time derivative of finite element node 5 (number of elements = 1; element order = 5) rotational displacement in X, rad/s + 53 8.792283587474E-003 T 2 First time derivative of finite element node 5 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s + 54 -1.764948996030E-001 T 2 First time derivative of finite element node 5 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s + 55 6.282258257281E-001 T 2 First time derivative of finite element node 6 (number of elements = 1; element order = 5) translational displacement in X, m/s + 56 -8.152591322458E+001 T 2 First time derivative of finite element node 6 (number of elements = 1; element order = 5) translational displacement in Y, m/s + 57 5.715915851186E-002 T 2 First time derivative of finite element node 6 (number of elements = 1; element order = 5) translational displacement in Z, m/s + 58 1.292663633575E+000 T 2 First time derivative of finite element node 6 (number of elements = 1; element order = 5) rotational displacement in X, rad/s + 59 2.039817472922E-002 T 2 First time derivative of finite element node 6 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s + 60 -1.910274407306E-001 T 2 First time derivative of finite element node 6 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s Order of continuous state derivatives: Row/Column Operating Point Rotating Frame? Derivative Order Description ---------- --------------- --------------- ---------------- ----------- - 1 4.484690465057E-001 T 2 First time derivative of finite element node 2 (number of elements = 1; element order = 5) translational displacement in X, m/s - 2 -1.123478222577E+001 T 2 First time derivative of finite element node 2 (number of elements = 1; element order = 5) translational displacement in Y, m/s - 3 3.568323200851E-002 T 2 First time derivative of finite element node 2 (number of elements = 1; element order = 5) translational displacement in Z, m/s - 4 1.281877650688E+000 T 2 First time derivative of finite element node 2 (number of elements = 1; element order = 5) rotational displacement in X, rad/s - 5 4.906114922807E-003 T 2 First time derivative of finite element node 2 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s - 6 -5.100277993527E-002 T 2 First time derivative of finite element node 2 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s - 7 4.985872568843E-001 T 2 First time derivative of finite element node 3 (number of elements = 1; element order = 5) translational displacement in X, m/s - 8 -3.019691982904E+001 T 2 First time derivative of finite element node 3 (number of elements = 1; element order = 5) translational displacement in Y, m/s - 9 6.666442249491E-002 T 2 First time derivative of finite element node 3 (number of elements = 1; element order = 5) translational displacement in Z, m/s - 10 1.286523397401E+000 T 2 First time derivative of finite element node 3 (number of elements = 1; element order = 5) rotational displacement in X, rad/s - 11 1.446978314023E-003 T 2 First time derivative of finite element node 3 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s - 12 -6.202975420292E-002 T 2 First time derivative of finite element node 3 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s - 13 4.867931307312E-001 T 2 First time derivative of finite element node 4 (number of elements = 1; element order = 5) translational displacement in X, m/s - 14 -5.286380917419E+001 T 2 First time derivative of finite element node 4 (number of elements = 1; element order = 5) translational displacement in Y, m/s - 15 1.000922061116E-001 T 2 First time derivative of finite element node 4 (number of elements = 1; element order = 5) translational displacement in Z, m/s - 16 1.291221576606E+000 T 2 First time derivative of finite element node 4 (number of elements = 1; element order = 5) rotational displacement in X, rad/s - 17 -1.164481914250E-003 T 2 First time derivative of finite element node 4 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s - 18 -1.120648764099E-001 T 2 First time derivative of finite element node 4 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s - 19 5.193998060905E-001 T 2 First time derivative of finite element node 5 (number of elements = 1; element order = 5) translational displacement in X, m/s - 20 -7.206897022872E+001 T 2 First time derivative of finite element node 5 (number of elements = 1; element order = 5) translational displacement in Y, m/s - 21 8.390580578907E-002 T 2 First time derivative of finite element node 5 (number of elements = 1; element order = 5) translational displacement in Z, m/s - 22 1.292557470706E+000 T 2 First time derivative of finite element node 5 (number of elements = 1; element order = 5) rotational displacement in X, rad/s - 23 8.792343340346E-003 T 2 First time derivative of finite element node 5 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s - 24 -1.764950011087E-001 T 2 First time derivative of finite element node 5 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s - 25 6.282264768668E-001 T 2 First time derivative of finite element node 6 (number of elements = 1; element order = 5) translational displacement in X, m/s - 26 -8.152591358779E+001 T 2 First time derivative of finite element node 6 (number of elements = 1; element order = 5) translational displacement in Y, m/s - 27 5.715846814173E-002 T 2 First time derivative of finite element node 6 (number of elements = 1; element order = 5) translational displacement in Z, m/s - 28 1.292663647658E+000 T 2 First time derivative of finite element node 6 (number of elements = 1; element order = 5) rotational displacement in X, rad/s - 29 2.039818749223E-002 T 2 First time derivative of finite element node 6 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s - 30 -1.910275460328E-001 T 2 First time derivative of finite element node 6 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s - 31 -6.437642606527E-001 T 2 First time derivative of First time derivative of finite element node 2 (number of elements = 1; element order = 5) translational displacement in X, m/s/s - 32 -2.389316976150E-001 T 2 First time derivative of First time derivative of finite element node 2 (number of elements = 1; element order = 5) translational displacement in Y, m/s/s - 33 -1.436902718623E+001 T 2 First time derivative of First time derivative of finite element node 2 (number of elements = 1; element order = 5) translational displacement in Z, m/s/s - 34 2.547091793066E-002 T 2 First time derivative of First time derivative of finite element node 2 (number of elements = 1; element order = 5) rotational displacement in X, rad/s/s - 35 -8.227746056114E-003 T 2 First time derivative of First time derivative of finite element node 2 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s/s - 36 -2.632844945156E-002 T 2 First time derivative of First time derivative of finite element node 2 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s/s - 37 -1.717781210178E+000 T 2 First time derivative of First time derivative of finite element node 3 (number of elements = 1; element order = 5) translational displacement in X, m/s/s - 38 -5.129471765291E-001 T 2 First time derivative of First time derivative of finite element node 3 (number of elements = 1; element order = 5) translational displacement in Y, m/s/s - 39 -3.871800791658E+001 T 2 First time derivative of First time derivative of finite element node 3 (number of elements = 1; element order = 5) translational displacement in Z, m/s/s - 40 5.073619431180E-003 T 2 First time derivative of First time derivative of finite element node 3 (number of elements = 1; element order = 5) rotational displacement in X, rad/s/s - 41 2.577897175292E-002 T 2 First time derivative of First time derivative of finite element node 3 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s/s - 42 -1.056280707106E-001 T 2 First time derivative of First time derivative of finite element node 3 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s/s - 43 -2.174185208976E+000 T 2 First time derivative of First time derivative of finite element node 4 (number of elements = 1; element order = 5) translational displacement in X, m/s/s - 44 -4.753281123546E-001 T 2 First time derivative of First time derivative of finite element node 4 (number of elements = 1; element order = 5) translational displacement in Y, m/s/s - 45 -6.802622748378E+001 T 2 First time derivative of First time derivative of finite element node 4 (number of elements = 1; element order = 5) translational displacement in Z, m/s/s - 46 -4.038478864019E-002 T 2 First time derivative of First time derivative of finite element node 4 (number of elements = 1; element order = 5) rotational displacement in X, rad/s/s - 47 1.073463640904E-001 T 2 First time derivative of First time derivative of finite element node 4 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s/s - 48 -4.781926216124E-001 T 2 First time derivative of First time derivative of finite element node 4 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s/s - 49 -4.858180653991E+000 T 2 First time derivative of First time derivative of finite element node 5 (number of elements = 1; element order = 5) translational displacement in X, m/s/s - 50 -3.537475814374E-001 T 2 First time derivative of First time derivative of finite element node 5 (number of elements = 1; element order = 5) translational displacement in Y, m/s/s - 51 -9.282921307770E+001 T 2 First time derivative of First time derivative of finite element node 5 (number of elements = 1; element order = 5) translational displacement in Z, m/s/s - 52 -1.122076052217E-001 T 2 First time derivative of First time derivative of finite element node 5 (number of elements = 1; element order = 5) rotational displacement in X, rad/s/s - 53 -2.033029820790E-001 T 2 First time derivative of First time derivative of finite element node 5 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s/s - 54 -9.443161459852E-001 T 2 First time derivative of First time derivative of finite element node 5 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s/s - 55 -1.002365683262E+001 T 2 First time derivative of First time derivative of finite element node 6 (number of elements = 1; element order = 5) translational displacement in X, m/s/s - 56 -3.722679557696E-001 T 2 First time derivative of First time derivative of finite element node 6 (number of elements = 1; element order = 5) translational displacement in Y, m/s/s - 57 -1.046623863713E+002 T 2 First time derivative of First time derivative of finite element node 6 (number of elements = 1; element order = 5) translational displacement in Z, m/s/s - 58 -1.464436377577E-001 T 2 First time derivative of First time derivative of finite element node 6 (number of elements = 1; element order = 5) rotational displacement in X, rad/s/s - 59 -6.804414531494E-001 T 2 First time derivative of First time derivative of finite element node 6 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s/s - 60 -1.017275735710E+000 T 2 First time derivative of First time derivative of finite element node 6 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s/s + 1 4.484698122756E-001 T 2 First time derivative of finite element node 2 (number of elements = 1; element order = 5) translational displacement in X, m/s + 2 -1.123478266703E+001 T 2 First time derivative of finite element node 2 (number of elements = 1; element order = 5) translational displacement in Y, m/s + 3 3.568361603853E-002 T 2 First time derivative of finite element node 2 (number of elements = 1; element order = 5) translational displacement in Z, m/s + 4 1.281877653411E+000 T 2 First time derivative of finite element node 2 (number of elements = 1; element order = 5) rotational displacement in X, rad/s + 5 4.906178069847E-003 T 2 First time derivative of finite element node 2 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s + 6 -5.100269955779E-002 T 2 First time derivative of finite element node 2 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s + 7 4.985885489831E-001 T 2 First time derivative of finite element node 3 (number of elements = 1; element order = 5) translational displacement in X, m/s + 8 -3.019692026228E+001 T 2 First time derivative of finite element node 3 (number of elements = 1; element order = 5) translational displacement in Y, m/s + 9 6.666482221117E-002 T 2 First time derivative of finite element node 3 (number of elements = 1; element order = 5) translational displacement in Z, m/s + 10 1.286523394326E+000 T 2 First time derivative of finite element node 3 (number of elements = 1; element order = 5) rotational displacement in X, rad/s + 11 1.446984517646E-003 T 2 First time derivative of finite element node 3 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s + 12 -6.202967438331E-002 T 2 First time derivative of finite element node 3 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s + 13 4.867937841004E-001 T 2 First time derivative of finite element node 4 (number of elements = 1; element order = 5) translational displacement in X, m/s + 14 -5.286380939093E+001 T 2 First time derivative of finite element node 4 (number of elements = 1; element order = 5) translational displacement in Y, m/s + 15 1.000926912059E-001 T 2 First time derivative of finite element node 4 (number of elements = 1; element order = 5) translational displacement in Z, m/s + 16 1.291221563547E+000 T 2 First time derivative of finite element node 4 (number of elements = 1; element order = 5) rotational displacement in X, rad/s + 17 -1.164548854590E-003 T 2 First time derivative of finite element node 4 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s + 18 -1.120647900592E-001 T 2 First time derivative of finite element node 4 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s + 19 5.193993928481E-001 T 2 First time derivative of finite element node 5 (number of elements = 1; element order = 5) translational displacement in X, m/s + 20 -7.206897007696E+001 T 2 First time derivative of finite element node 5 (number of elements = 1; element order = 5) translational displacement in Y, m/s + 21 8.390643498860E-002 T 2 First time derivative of finite element node 5 (number of elements = 1; element order = 5) translational displacement in Z, m/s + 22 1.292557455705E+000 T 2 First time derivative of finite element node 5 (number of elements = 1; element order = 5) rotational displacement in X, rad/s + 23 8.792283587474E-003 T 2 First time derivative of finite element node 5 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s + 24 -1.764948996030E-001 T 2 First time derivative of finite element node 5 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s + 25 6.282258257281E-001 T 2 First time derivative of finite element node 6 (number of elements = 1; element order = 5) translational displacement in X, m/s + 26 -8.152591322458E+001 T 2 First time derivative of finite element node 6 (number of elements = 1; element order = 5) translational displacement in Y, m/s + 27 5.715915851186E-002 T 2 First time derivative of finite element node 6 (number of elements = 1; element order = 5) translational displacement in Z, m/s + 28 1.292663633575E+000 T 2 First time derivative of finite element node 6 (number of elements = 1; element order = 5) rotational displacement in X, rad/s + 29 2.039817472922E-002 T 2 First time derivative of finite element node 6 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s + 30 -1.910274407306E-001 T 2 First time derivative of finite element node 6 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s + 31 -6.437600965455E-001 T 2 First time derivative of First time derivative of finite element node 2 (number of elements = 1; element order = 5) translational displacement in X, m/s/s + 32 -2.389329019590E-001 T 2 First time derivative of First time derivative of finite element node 2 (number of elements = 1; element order = 5) translational displacement in Y, m/s/s + 33 -1.436902616211E+001 T 2 First time derivative of First time derivative of finite element node 2 (number of elements = 1; element order = 5) translational displacement in Z, m/s/s + 34 2.547092820027E-002 T 2 First time derivative of First time derivative of finite element node 2 (number of elements = 1; element order = 5) rotational displacement in X, rad/s/s + 35 -8.227389730085E-003 T 2 First time derivative of First time derivative of finite element node 2 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s/s + 36 -2.632832330275E-002 T 2 First time derivative of First time derivative of finite element node 2 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s/s + 37 -1.717770129699E+000 T 2 First time derivative of First time derivative of finite element node 3 (number of elements = 1; element order = 5) translational displacement in X, m/s/s + 38 -5.129489056071E-001 T 2 First time derivative of First time derivative of finite element node 3 (number of elements = 1; element order = 5) translational displacement in Y, m/s/s + 39 -3.871800695315E+001 T 2 First time derivative of First time derivative of finite element node 3 (number of elements = 1; element order = 5) translational displacement in Z, m/s/s + 40 5.073655463722E-003 T 2 First time derivative of First time derivative of finite element node 3 (number of elements = 1; element order = 5) rotational displacement in X, rad/s/s + 41 2.577926706400E-002 T 2 First time derivative of First time derivative of finite element node 3 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s/s + 42 -1.056280213146E-001 T 2 First time derivative of First time derivative of finite element node 3 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s/s + 43 -2.174172018402E+000 T 2 First time derivative of First time derivative of finite element node 4 (number of elements = 1; element order = 5) translational displacement in X, m/s/s + 44 -4.753299582332E-001 T 2 First time derivative of First time derivative of finite element node 4 (number of elements = 1; element order = 5) translational displacement in Y, m/s/s + 45 -6.802622594171E+001 T 2 First time derivative of First time derivative of finite element node 4 (number of elements = 1; element order = 5) translational displacement in Z, m/s/s + 46 -4.038483578735E-002 T 2 First time derivative of First time derivative of finite element node 4 (number of elements = 1; element order = 5) rotational displacement in X, rad/s/s + 47 1.073460173591E-001 T 2 First time derivative of First time derivative of finite element node 4 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s/s + 48 -4.781926535935E-001 T 2 First time derivative of First time derivative of finite element node 4 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s/s + 49 -4.858175950530E+000 T 2 First time derivative of First time derivative of finite element node 5 (number of elements = 1; element order = 5) translational displacement in X, m/s/s + 50 -3.537477275651E-001 T 2 First time derivative of First time derivative of finite element node 5 (number of elements = 1; element order = 5) translational displacement in Y, m/s/s + 51 -9.282920974389E+001 T 2 First time derivative of First time derivative of finite element node 5 (number of elements = 1; element order = 5) translational displacement in Z, m/s/s + 52 -1.122077345640E-001 T 2 First time derivative of First time derivative of finite element node 5 (number of elements = 1; element order = 5) rotational displacement in X, rad/s/s + 53 -2.033039320828E-001 T 2 First time derivative of First time derivative of finite element node 5 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s/s + 54 -9.443161057251E-001 T 2 First time derivative of First time derivative of finite element node 5 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s/s + 55 -1.002365788190E+001 T 2 First time derivative of First time derivative of finite element node 6 (number of elements = 1; element order = 5) translational displacement in X, m/s/s + 56 -3.722668854725E-001 T 2 First time derivative of First time derivative of finite element node 6 (number of elements = 1; element order = 5) translational displacement in Y, m/s/s + 57 -1.046623816228E+002 T 2 First time derivative of First time derivative of finite element node 6 (number of elements = 1; element order = 5) translational displacement in Z, m/s/s + 58 -1.464437541863E-001 T 2 First time derivative of First time derivative of finite element node 6 (number of elements = 1; element order = 5) rotational displacement in X, rad/s/s + 59 -6.804423032141E-001 T 2 First time derivative of First time derivative of finite element node 6 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s/s + 60 -1.017275591545E+000 T 2 First time derivative of First time derivative of finite element node 6 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s/s Order of outputs: Row Operating Point Rotating Frame? Derivative Order Description ---------- --------------- --------------- ---------------- ----------- - 1 1.599494606417E+005 T 0 RootFxr, (N) - 2 1.177915323598E+005 T 0 RootFyr, (N) - 3 4.906606956058E+005 T 0 RootFzr, (N) - 4 -2.301067891995E+006 T 0 RootMxr, (N-m) - 5 5.854007624765E+006 T 0 RootMyr, (N-m) - 6 5.519850441726E+003 T 0 RootMzr, (N-m) - 7 3.322465671617E+000 T 0 TipTDxr, (m) - 8 3.585261110203E-002 T 0 TipTDyr, (m) - 9 -1.444364720536E-001 T 0 TipTDzr, (m) - 10 5.348260975006E-004 T 0 TipRDxr, (-) - 11 1.434017659501E-001 T 0 TipRDyr, (-) - 12 -1.271822119795E-002 T 0 TipRDzr, (-) + 1 1.599493161653E+005 T 0 RootFxr, (N) + 2 1.177915586824E+005 T 0 RootFyr, (N) + 3 4.906606782788E+005 T 0 RootFzr, (N) + 4 -2.301068446649E+006 T 0 RootMxr, (N-m) + 5 5.854004057930E+006 T 0 RootMyr, (N-m) + 6 5.519828230818E+003 T 0 RootMzr, (N-m) + 7 3.322464971586E+000 T 0 TipTDxr, (m) + 8 3.585271719835E-002 T 0 TipTDyr, (m) + 9 -1.444364234450E-001 T 0 TipTDzr, (m) + 10 5.348239494760E-004 T 0 TipRDxr, (-) + 11 1.434017532662E-001 T 0 TipRDyr, (-) + 12 -1.271822178675E-002 T 0 TipRDzr, (-) Linearized state matrices: A: 60 x 60 - 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 1.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 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0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 7.170004367726E-002 -4.953854761461E-004 9.987250903840E-001 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 diff --git a/glue-codes/openfast/5MW_Land_BD_Linear_Aero/5MW_Land_BD_Linear_Aero.1.ED.lin b/glue-codes/openfast/5MW_Land_BD_Linear_Aero/5MW_Land_BD_Linear_Aero.1.ED.lin index 62b169b6d..33fe61677 100644 --- a/glue-codes/openfast/5MW_Land_BD_Linear_Aero/5MW_Land_BD_Linear_Aero.1.ED.lin +++ b/glue-codes/openfast/5MW_Land_BD_Linear_Aero/5MW_Land_BD_Linear_Aero.1.ED.lin @@ -1,5 +1,5 @@ -Linearized model: Predictions were generated on 25-Nov-2025 at 17:43:41 using OpenFAST, compiled on Nov 21 2025 at 13:35:44 as a 64-bit application using double precision at commit v4.1.2-737-gd9ca2641-dirty +Linearized model: Predictions were generated on 17-Jul-2026 at 22:42:29 using OpenFAST, compiled on Jul 17 2026 at 14:05:32 as a 64-bit application using double precision at commit HEAD-HASH-NOTFOUND linked with NWTC Subroutine Library; ElastoDyn; BeamDyn; InflowWind; AeroDyn; ServoDyn Description from the FAST input file: NREL 5.0 MW Baseline Wind Turbine (Onshore), Linearization with AeroDyn + BD @@ -19,38 +19,38 @@ Simulation information: Order of continuous states: Row/Column Operating Point Rotating Frame? Derivative Order Description ---------- --------------- --------------- ---------------- ----------- - 1 1.966108801507E-001 F 2 1st tower fore-aft bending mode DOF (internal DOF index = DOF_TFA1), m - 2 -3.095817421640E-003 F 2 1st tower side-to-side bending mode DOF (internal DOF index = DOF_TSS1), m - 3 -4.896254627794E-005 F 2 2nd tower fore-aft bending mode DOF (internal DOF index = DOF_TFA2), m - 4 -4.493262515869E-007 F 2 2nd tower side-to-side bending mode DOF (internal DOF index = DOF_TSS2), m - 5 -5.000552316077E-005 F 2 Nacelle yaw DOF (internal DOF index = DOF_Yaw), rad - 6 5.984360778000E+000 F 2 Variable speed generator DOF (internal DOF index = DOF_GeAz), rad - 7 1.063248284725E-004 F 2 Drivetrain rotational-flexibility DOF (internal DOF index = DOF_DrTr), rad - 8 3.857603107819E-001 F 2 First time derivative of 1st tower fore-aft bending mode DOF (internal DOF index = DOF_TFA1), m/s - 9 5.121440077525E-003 F 2 First time derivative of 1st tower side-to-side bending mode DOF (internal DOF index = DOF_TSS1), m/s - 10 8.802800094447E-004 F 2 First time derivative of 2nd tower fore-aft bending mode DOF (internal DOF index = DOF_TFA2), m/s - 11 -5.502930022009E-004 F 2 First time derivative of 2nd tower side-to-side bending mode DOF (internal DOF index = DOF_TSS2), m/s - 12 2.252457173144E-005 F 2 First time derivative of Nacelle yaw DOF (internal DOF index = DOF_Yaw), rad/s - 13 1.278376007675E+000 F 2 First time derivative of Variable speed generator DOF (internal DOF index = DOF_GeAz), rad/s - 14 3.121710378240E-003 F 2 First time derivative of Drivetrain rotational-flexibility DOF (internal DOF index = DOF_DrTr), rad/s + 1 1.966108704363E-001 F 2 1st tower fore-aft bending mode DOF (internal DOF index = DOF_TFA1), m + 2 -3.095816916410E-003 F 2 1st tower side-to-side bending mode DOF (internal DOF index = DOF_TSS1), m + 3 -4.896321614433E-005 F 2 2nd tower fore-aft bending mode DOF (internal DOF index = DOF_TFA2), m + 4 -4.493292621819E-007 F 2 2nd tower side-to-side bending mode DOF (internal DOF index = DOF_TSS2), m + 5 -5.000542945307E-005 F 2 Nacelle yaw DOF (internal DOF index = DOF_Yaw), rad + 6 5.984360778224E+000 F 2 Variable speed generator DOF (internal DOF index = DOF_GeAz), rad + 7 1.063249210138E-004 F 2 Drivetrain rotational-flexibility DOF (internal DOF index = DOF_DrTr), rad + 8 3.857602370588E-001 F 2 First time derivative of 1st tower fore-aft bending mode DOF (internal DOF index = DOF_TFA1), m/s + 9 5.121443140047E-003 F 2 First time derivative of 1st tower side-to-side bending mode DOF (internal DOF index = DOF_TSS1), m/s + 10 8.802754617087E-004 F 2 First time derivative of 2nd tower fore-aft bending mode DOF (internal DOF index = DOF_TFA2), m/s + 11 -5.502927124963E-004 F 2 First time derivative of 2nd tower side-to-side bending mode DOF (internal DOF index = DOF_TSS2), m/s + 12 2.252503863655E-005 F 2 First time derivative of Nacelle yaw DOF (internal DOF index = DOF_Yaw), rad/s + 13 1.278376007995E+000 F 2 First time derivative of Variable speed generator DOF (internal DOF index = DOF_GeAz), rad/s + 14 3.121712579828E-003 F 2 First time derivative of Drivetrain rotational-flexibility DOF (internal DOF index = DOF_DrTr), rad/s Order of continuous state derivatives: Row/Column Operating Point Rotating Frame? Derivative Order Description ---------- --------------- --------------- ---------------- ----------- - 1 3.857603107819E-001 F 2 First time derivative of 1st tower fore-aft bending mode DOF (internal DOF index = DOF_TFA1), m/s - 2 5.121440077525E-003 F 2 First time derivative of 1st tower side-to-side bending mode DOF (internal DOF index = DOF_TSS1), m/s - 3 8.802800094447E-004 F 2 First time derivative of 2nd tower fore-aft bending mode DOF (internal DOF index = DOF_TFA2), m/s - 4 -5.502930022009E-004 F 2 First time derivative of 2nd tower side-to-side bending mode DOF (internal DOF index = DOF_TSS2), m/s - 5 2.252457173144E-005 F 2 First time derivative of Nacelle yaw DOF (internal DOF index = DOF_Yaw), rad/s - 6 1.278376007675E+000 F 2 First time derivative of Variable speed generator DOF (internal DOF index = DOF_GeAz), rad/s - 7 3.121710378240E-003 F 2 First time derivative of Drivetrain rotational-flexibility DOF (internal DOF index = DOF_DrTr), rad/s - 8 7.128808886084E-003 F 2 First time derivative of First time derivative of 1st tower fore-aft bending mode DOF (internal DOF index = DOF_TFA1), m/s/s - 9 2.718567265597E-003 F 2 First time derivative of First time derivative of 1st tower side-to-side bending mode DOF (internal DOF index = DOF_TSS1), m/s/s - 10 -1.546713792300E-002 F 2 First time derivative of First time derivative of 2nd tower fore-aft bending mode DOF (internal DOF index = DOF_TFA2), m/s/s - 11 2.165794711142E-003 F 2 First time derivative of First time derivative of 2nd tower side-to-side bending mode DOF (internal DOF index = DOF_TSS2), m/s/s - 12 -2.137560321277E-003 F 2 First time derivative of First time derivative of Nacelle yaw DOF (internal DOF index = DOF_Yaw), rad/s/s - 13 2.219219146210E-002 F 2 First time derivative of First time derivative of Variable speed generator DOF (internal DOF index = DOF_GeAz), rad/s/s - 14 1.202745651099E-002 F 2 First time derivative of First time derivative of Drivetrain rotational-flexibility DOF (internal DOF index = DOF_DrTr), rad/s/s + 1 3.857602370588E-001 F 2 First time derivative of 1st tower fore-aft bending mode DOF (internal DOF index = DOF_TFA1), m/s + 2 5.121443140047E-003 F 2 First time derivative of 1st tower side-to-side bending mode DOF (internal DOF index = DOF_TSS1), m/s + 3 8.802754617087E-004 F 2 First time derivative of 2nd tower fore-aft bending mode DOF (internal DOF index = DOF_TFA2), m/s + 4 -5.502927124963E-004 F 2 First time derivative of 2nd tower side-to-side bending mode DOF (internal DOF index = DOF_TSS2), m/s + 5 2.252503863655E-005 F 2 First time derivative of Nacelle yaw DOF (internal DOF index = DOF_Yaw), rad/s + 6 1.278376007995E+000 F 2 First time derivative of Variable speed generator DOF (internal DOF index = DOF_GeAz), rad/s + 7 3.121712579828E-003 F 2 First time derivative of Drivetrain rotational-flexibility DOF (internal DOF index = DOF_DrTr), rad/s + 8 7.128402756014E-003 F 2 First time derivative of First time derivative of 1st tower fore-aft bending mode DOF (internal DOF index = DOF_TFA1), m/s/s + 9 2.718578193494E-003 F 2 First time derivative of First time derivative of 1st tower side-to-side bending mode DOF (internal DOF index = DOF_TSS1), m/s/s + 10 -1.546712973278E-002 F 2 First time derivative of First time derivative of 2nd tower fore-aft bending mode DOF (internal DOF index = DOF_TFA2), m/s/s + 11 2.165800003971E-003 F 2 First time derivative of First time derivative of 2nd tower side-to-side bending mode DOF (internal DOF index = DOF_TSS2), m/s/s + 12 -2.137564594196E-003 F 2 First time derivative of First time derivative of Nacelle yaw DOF (internal DOF index = DOF_Yaw), rad/s/s + 13 2.219221010048E-002 F 2 First time derivative of First time derivative of Variable speed generator DOF (internal DOF index = DOF_GeAz), rad/s/s + 14 1.202742940883E-002 F 2 First time derivative of First time derivative of Drivetrain rotational-flexibility DOF (internal DOF index = DOF_DrTr), rad/s/s Order of inputs: Column Operating Point Rotating Frame? Derivative Order Description @@ -58,10 +58,10 @@ Order of inputs: 1 0.000000000000E+000 T 0 Blade 1 pitch command, rad 2 0.000000000000E+000 T 0 Blade 2 pitch command, rad 3 0.000000000000E+000 T 0 Blade 3 pitch command, rad - 4 0.000000000000E+000 T 0 Blade 1 pitch moment, Nm - 5 0.000000000000E+000 T 0 Blade 2 pitch moment, Nm - 6 0.000000000000E+000 T 0 Blade 3 pitch moment, Nm - 7 4.510352289714E+005 F 0 Yaw moment, Nm + 4 -0.000000000000E+000 T 0 Blade 1 pitch moment, Nm + 5 -0.000000000000E+000 T 0 Blade 2 pitch moment, Nm + 6 -0.000000000000E+000 T 0 Blade 3 pitch moment, Nm + 7 4.510343739988E+005 F 0 Yaw moment, Nm 8 0.000000000000E+000 F 0 Generator torque, Nm 9 0.000000000000E+000 F 0 Extended input: collective blade-pitch command, rad @@ -69,27 +69,27 @@ Order of outputs: Row Operating Point Rotating Frame? Derivative Order Description ---------- --------------- --------------- ---------------- ----------- 1 0.000000000000E+000 T 0 BldPitch1, (deg) - 2 7.288470762696E+001 F 0 Azimuth, (deg) - 3 1.223740178335E+001 F 0 RotSpeed, (rpm) - 4 1.184136389574E+003 F 0 GenSpeed, (rpm) - 5 1.965619176045E-001 F 0 TTDspFA, (m) - 6 3.096266747892E-003 F 0 TTDspSS, (m) + 2 7.288470764509E+001 F 0 Azimuth, (deg) + 3 1.223740180743E+001 F 0 RotSpeed, (rpm) + 4 1.184136389871E+003 F 0 GenSpeed, (rpm) + 5 1.965619072201E-001 F 0 TTDspFA, (m) + 6 3.096266245672E-003 F 0 TTDspSS, (m) 7 0.000000000000E+000 F 0 TTDspTwst, (deg) - 8 1.116527852021E+002 F 0 RotTorq, (kN-m) - 9 -1.268855655357E+003 F 0 LSSGagMya, (kN-m) - 10 2.638967503152E+003 F 0 LSSGagMza, (kN-m) - 11 4.026497056511E+002 F 0 YawBrFxp, (kN) - 12 8.858627434896E+000 F 0 YawBrFyp, (kN) - 13 -3.423998362221E+003 F 0 YawBrFzp, (kN) - 14 5.382289341472E+001 F 0 YawBrMxp, (kN-m) - 15 -8.174099743397E+002 F 0 YawBrMyp, (kN-m) - 16 -4.510352289714E+002 F 0 YawBrMzp, (kN-m) - 17 3.662622592806E+002 F 0 TwrBsFxt, (kN) - 18 2.668924857607E+000 F 0 TwrBsFyt, (kN) - 19 -6.832690535630E+003 F 0 TwrBsFzt, (kN) - 20 -4.310675061415E+002 F 0 TwrBsMxt, (kN-m) - 21 3.295088901982E+004 F 0 TwrBsMyt, (kN-m) - 22 -4.510631770930E+002 F 0 TwrBsMzt, (kN-m) + 8 1.116528791773E+002 F 0 RotTorq, (kN-m) + 9 -1.268856997998E+003 F 0 LSSGagMya, (kN-m) + 10 2.638974719868E+003 F 0 LSSGagMza, (kN-m) + 11 4.026498495899E+002 F 0 YawBrFxp, (kN) + 12 8.858635514711E+000 F 0 YawBrFyp, (kN) + 13 -3.423998459143E+003 F 0 YawBrFzp, (kN) + 14 5.382304525259E+001 F 0 YawBrMxp, (kN-m) + 15 -8.174173089629E+002 F 0 YawBrMyp, (kN-m) + 16 -4.510343739988E+002 F 0 YawBrMzp, (kN-m) + 17 3.662624047662E+002 F 0 TwrBsFxt, (kN) + 18 2.668917668147E+000 F 0 TwrBsFyt, (kN) + 19 -6.832690639830E+003 F 0 TwrBsFzt, (kN) + 20 -4.310672945480E+002 F 0 TwrBsMxt, (kN-m) + 21 3.295089267078E+004 F 0 TwrBsMyt, (kN-m) + 22 -4.510623226699E+002 F 0 TwrBsMzt, (kN-m) Linearized state matrices: @@ -102,13 +102,13 @@ A: 14 x 14 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 1.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 1.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 1.000000000000E+000 - -4.965891565260E+000 -2.365218388832E-006 -4.123790862683E+001 -3.049733612105E-004 -1.010864464130E-003 4.051175657493E-004 -1.485029896404E-003 -1.728008843997E-002 -2.020319475289E-005 -4.010012772908E-002 -8.115034667865E-004 -1.141367043119E-002 1.512827942791E-007 -1.343482404774E-005 - -2.903092514301E-004 -4.893067003331E+000 -9.550035226411E-003 -1.495962097261E+002 1.714655269398E-001 -2.432717824005E-003 4.891237192773E+001 4.941841703157E-004 -1.733030755891E-002 2.327362341161E-002 -1.559957672741E-001 -9.422375823159E-004 1.653364221786E-004 3.504975630494E-001 - -7.925157615458E-002 -2.903852849391E-006 -3.279506840849E+002 -2.331302629905E-004 -2.616264983202E-005 2.164138589883E-004 -9.911600723055E-004 -3.981150322528E-004 -1.086758803677E-005 -3.410728347415E-001 -4.550816248937E-004 -6.109484751632E-003 8.487661002545E-008 -8.591353419410E-006 - -2.165969859369E-004 -1.496209294096E-001 -1.018939186608E-002 -3.480919567537E+002 4.597453429371E-002 -9.218110932575E-005 2.303939714544E+001 1.879649945571E-005 -5.810130066437E-004 8.835000113228E-004 -3.620137472295E-001 -3.746622668939E-004 6.265617389977E-006 1.650392771559E-001 - 4.837714111541E-004 -2.135823003991E-001 4.189090307043E-002 -2.989924528494E+001 1.355100480757E-001 -4.942161273978E-003 -1.489423848523E+001 1.011213584733E-003 -8.785590017730E-004 4.767075910894E-002 -3.585581925254E-002 -8.587205923516E-005 3.358834031244E-004 -1.064218857501E-001 - 2.699278671849E-006 2.415973508777E-003 -1.688615266132E-005 3.630447432394E+000 -2.566800043656E-004 -2.958726431092E-006 1.723831712840E+002 6.021793579582E-007 8.978321985291E-006 2.826718776912E-005 3.771444437031E-003 -7.724079664993E-005 2.010832183307E-007 1.234803896673E+000 - 6.834593580586E-002 -2.696080940124E-001 3.206971316941E+000 3.241679185956E+002 -5.722229911155E+000 -2.340714716749E+001 -7.705784159369E+003 5.780921839042E-005 8.619189106263E-004 2.713650025539E-003 3.620586659546E-001 -7.415116478449E-003 1.930398897970E-005 -5.502988179997E+001 + -4.965891460638E+000 -2.366736987451E-006 -4.123790920463E+001 -3.050513293237E-004 -1.010865289188E-003 4.051132418707E-004 -1.485030593725E-003 -1.728008848915E-002 -2.020319837230E-005 -4.010013233067E-002 -8.115036623776E-004 -1.141366993605E-002 1.512784588725E-007 -1.343480106646E-005 + -2.903144434238E-004 -4.893066911960E+000 -9.550255004859E-003 -1.495962032414E+002 1.714659401693E-001 -2.432763901620E-003 4.891237188077E+001 4.941841711544E-004 -1.733030758036E-002 2.327362348852E-002 -1.559957683465E-001 -9.422369455265E-004 1.653363107157E-004 3.504975629661E-001 + -7.925152032631E-002 -2.904668178151E-006 -3.279506811266E+002 -2.331708280552E-004 -2.616206272981E-005 2.164115467248E-004 -9.911601221282E-004 -3.981150158377E-004 -1.086758964350E-005 -3.410728340805E-001 -4.550817111591E-004 -6.109484691041E-003 8.487428277880E-008 -8.591338821657E-006 + -2.166003413163E-004 -1.496209083604E-001 -1.018957709484E-002 -3.480919550443E+002 4.597473686740E-002 -9.218285560669E-005 2.303939714248E+001 1.879649912636E-005 -5.810130071800E-004 8.834999931406E-004 -3.620137472568E-001 -3.746620139518E-004 6.265613165797E-006 1.650392771442E-001 + 4.837771763117E-004 -2.135822116734E-001 4.189137134589E-002 -2.989922909363E+001 1.355098785305E-001 -4.942254878199E-003 -1.489423898677E+001 1.011213582044E-003 -8.785589269568E-004 4.767075907247E-002 -3.585581019896E-002 -8.587199267029E-005 3.358831765211E-004 -1.064218888288E-001 + 2.699320679009E-006 2.415973346888E-003 -1.688357679553E-005 3.630447417955E+000 -2.566823515363E-004 -2.958782470577E-006 1.723831712840E+002 6.021792708764E-007 8.978322047865E-006 2.826718394717E-005 3.771444439887E-003 -7.724074457769E-005 2.010830828092E-007 1.234803896673E+000 + 6.834688411019E-002 -2.696107523279E-001 3.207024223171E+000 3.241677046833E+002 -5.722291164098E+000 -2.340714715639E+001 -7.705784159355E+003 5.780920999375E-005 8.619189165640E-004 2.713649659004E-003 3.620586662291E-001 -7.415111479496E-003 1.930397594837E-005 -5.502988179996E+001 B: 14 x 9 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 @@ -117,13 +117,13 @@ B: 14 x 9 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 - 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 -9.406684120083E-012 -2.201193008697E-012 0.000000000000E+000 - 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 1.188886316561E-007 5.696429942546E-008 0.000000000000E+000 - 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 -1.974856639424E-012 -1.406294136715E-012 0.000000000000E+000 - 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 2.266651884689E-009 2.683090279349E-008 0.000000000000E+000 - 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 2.535982958852E-007 -1.733950161261E-008 0.000000000000E+000 - 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 1.787577485836E-010 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0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 2.254621881844E-009 1.945442345967E-009 0.000000000000E+000 + 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 -5.030244070950E-006 4.363723885889E-005 0.000000000000E+000 + 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 -4.506718472434E-011 -4.492385556561E-009 0.000000000000E+000 + 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 -4.289340615290E-005 9.174015729320E-004 0.000000000000E+000 + 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 1.052795115393E-008 -4.404219657930E-008 0.000000000000E+000 + 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 -1.000000000000E-003 0.000000000000E+000 0.000000000000E+000 + 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 -1.800058779270E-009 -1.391746977111E-009 0.000000000000E+000 + 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 -1.458197776680E-007 -2.820530906657E-005 0.000000000000E+000 + 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 -1.541530364569E-011 -6.440707634498E-009 0.000000000000E+000 + 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 -3.823652245868E-007 5.157281630498E-004 0.000000000000E+000 + 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 -4.211432439617E-008 -3.286999753132E-008 0.000000000000E+000 + 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 -1.000023161235E-003 4.556701270961E-007 0.000000000000E+000 diff --git a/glue-codes/openfast/5MW_Land_BD_Linear_Aero/5MW_Land_BD_Linear_Aero.1.IfW.lin b/glue-codes/openfast/5MW_Land_BD_Linear_Aero/5MW_Land_BD_Linear_Aero.1.IfW.lin index 88b136c27..ce5d4ab48 100644 --- a/glue-codes/openfast/5MW_Land_BD_Linear_Aero/5MW_Land_BD_Linear_Aero.1.IfW.lin +++ b/glue-codes/openfast/5MW_Land_BD_Linear_Aero/5MW_Land_BD_Linear_Aero.1.IfW.lin @@ -1,5 +1,5 @@ -Linearized model: Predictions were generated on 11-Oct-2025 at 16:01:35 using OpenFAST, compiled on Oct 10 2025 at 17:31:28 as a 64-bit application using double precision at commit v4.1.2-727-g39496902 +Linearized model: Predictions were generated on 17-Jul-2026 at 22:42:29 using OpenFAST, compiled on Jul 17 2026 at 14:05:32 as a 64-bit application using double precision at commit HEAD-HASH-NOTFOUND linked with NWTC Subroutine Library; ElastoDyn; BeamDyn; InflowWind; AeroDyn; ServoDyn Description from the FAST input file: NREL 5.0 MW Baseline Wind Turbine (Onshore), Linearization with AeroDyn + BD @@ -27,7 +27,7 @@ Order of outputs: Row Operating Point Rotating Frame? Derivative Order Description ---------- --------------- --------------- ---------------- ----------- 1 8.000000000000E+000 F 0 Wind1VelX, (m/s) - 2 0.000000000000E+000 F 0 Wind1VelY, (m/s) + 2 -0.000000000000E+000 F 0 Wind1VelY, (m/s) 3 0.000000000000E+000 F 0 Wind1VelZ, (m/s) @@ -35,5 +35,5 @@ Linearized state matrices: D: 3 x 3 1.000000000000E+000 0.000000000000E+000 0.000000000000E+000 - 0.000000000000E+000 0.000000000000E+000 -8.000000000000E+000 + -0.000000000000E+000 -0.000000000000E+000 -8.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 diff --git a/glue-codes/openfast/5MW_Land_BD_Linear_Aero/5MW_Land_BD_Linear_Aero.1.SrvD.lin b/glue-codes/openfast/5MW_Land_BD_Linear_Aero/5MW_Land_BD_Linear_Aero.1.SrvD.lin index 6461d6397..113f84348 100644 --- a/glue-codes/openfast/5MW_Land_BD_Linear_Aero/5MW_Land_BD_Linear_Aero.1.SrvD.lin +++ b/glue-codes/openfast/5MW_Land_BD_Linear_Aero/5MW_Land_BD_Linear_Aero.1.SrvD.lin @@ -1,5 +1,5 @@ -Linearized model: Predictions were generated on 11-Oct-2025 at 16:01:35 using OpenFAST, compiled on Oct 10 2025 at 17:31:28 as a 64-bit application using double precision at commit v4.1.2-727-g39496902 +Linearized model: Predictions were generated on 17-Jul-2026 at 22:42:29 using OpenFAST, compiled on Jul 17 2026 at 14:05:32 as a 64-bit application using double precision at commit HEAD-HASH-NOTFOUND linked with NWTC Subroutine Library; ElastoDyn; BeamDyn; InflowWind; AeroDyn; ServoDyn Description from the FAST input file: NREL 5.0 MW Baseline Wind Turbine (Onshore), Linearization with AeroDyn + BD diff --git a/glue-codes/openfast/5MW_Land_BD_Linear_Aero/5MW_Land_BD_Linear_Aero.1.lin b/glue-codes/openfast/5MW_Land_BD_Linear_Aero/5MW_Land_BD_Linear_Aero.1.lin index dbbc82a98..4798e8950 100644 --- a/glue-codes/openfast/5MW_Land_BD_Linear_Aero/5MW_Land_BD_Linear_Aero.1.lin +++ b/glue-codes/openfast/5MW_Land_BD_Linear_Aero/5MW_Land_BD_Linear_Aero.1.lin @@ -1,5 +1,5 @@ -Linearized model: Predictions were generated on 25-Nov-2025 at 17:43:41 using OpenFAST, compiled on Nov 21 2025 at 13:35:44 as a 64-bit application using double precision at commit v4.1.2-737-gd9ca2641-dirty +Linearized model: Predictions were generated on 17-Jul-2026 at 22:42:29 using OpenFAST, compiled on Jul 17 2026 at 14:05:32 as a 64-bit application using double precision at commit HEAD-HASH-NOTFOUND linked with NWTC Subroutine Library; ElastoDyn; BeamDyn; InflowWind; AeroDyn; ServoDyn Description from the FAST input file: NREL 5.0 MW Baseline Wind Turbine (Onshore), Linearization with AeroDyn + BD @@ -19,201 +19,201 @@ Simulation information: Order of continuous states: Row/Column Operating Point Rotating Frame? Derivative Order Description ---------- --------------- --------------- ---------------- ----------- - 1 1.966108801507E-001 F 2 ED 1st tower fore-aft bending mode DOF (internal DOF index = DOF_TFA1), m - 2 -3.095817421640E-003 F 2 ED 1st tower side-to-side bending mode DOF (internal DOF index = DOF_TSS1), m - 3 -4.896254627794E-005 F 2 ED 2nd tower fore-aft bending mode DOF (internal DOF index = DOF_TFA2), m - 4 -4.493262515869E-007 F 2 ED 2nd tower side-to-side bending mode DOF (internal DOF index = DOF_TSS2), m - 5 -5.000552316077E-005 F 2 ED Nacelle yaw DOF (internal DOF index = DOF_Yaw), rad - 6 5.984360778000E+000 F 2 ED Variable speed generator DOF (internal DOF index = DOF_GeAz), rad - 7 1.063248284725E-004 F 2 ED Drivetrain rotational-flexibility DOF (internal DOF index = DOF_DrTr), rad - 8 3.857603107819E-001 F 2 ED First time derivative of 1st tower fore-aft bending mode DOF (internal DOF index = DOF_TFA1), m/s - 9 5.121440077525E-003 F 2 ED First time derivative of 1st tower side-to-side bending mode DOF (internal DOF index = DOF_TSS1), m/s - 10 8.802800094447E-004 F 2 ED First time derivative of 2nd tower fore-aft bending mode DOF (internal DOF index = DOF_TFA2), m/s - 11 -5.502930022009E-004 F 2 ED First time derivative of 2nd tower side-to-side bending mode DOF (internal DOF index = DOF_TSS2), m/s - 12 2.252457173144E-005 F 2 ED First time derivative of Nacelle yaw DOF (internal DOF index = DOF_Yaw), rad/s - 13 1.278376007675E+000 F 2 ED First time derivative of Variable speed generator DOF (internal DOF index = DOF_GeAz), rad/s - 14 3.121710378240E-003 F 2 ED First time derivative of Drivetrain rotational-flexibility DOF (internal DOF index = DOF_DrTr), rad/s - 15 1.186654629653E-002 T 2 BD_1 finite element node 2 (number of elements = 1; element order = 5) translational displacement in X, m - 16 -5.793081404344E-003 T 2 BD_1 finite element node 2 (number of elements = 1; element order = 5) translational displacement in Y, m - 17 4.819488268128E-004 T 2 BD_1 finite element node 2 (number of elements = 1; element order = 5) translational displacement in Z, m - 18 1.464988846382E-003 T 2 BD_1 finite element node 2 (number of elements = 1; element order = 5) rotational displacement in X, rad - 18 3.378311536862E-003 T 2 BD_1 finite element node 2 (number of elements = 1; element order = 5) rotational displacement in Y, rad - 18 -1.192721351763E-004 T 2 BD_1 finite element node 2 (number of elements = 1; element order = 5) rotational displacement in Z, rad - 21 1.795830969716E-001 T 2 BD_1 finite element node 3 (number of elements = 1; element order = 5) translational displacement in X, m - 22 -6.831797221288E-002 T 2 BD_1 finite element node 3 (number of elements = 1; element order = 5) translational displacement in Y, m - 23 1.493005286989E-003 T 2 BD_1 finite element node 3 (number of elements = 1; element order = 5) translational displacement in Z, m - 24 6.748618382722E-003 T 2 BD_1 finite element node 3 (number of elements = 1; element order = 5) rotational displacement in X, rad - 24 2.110753069348E-002 T 2 BD_1 finite element node 3 (number of elements = 1; element order = 5) rotational displacement in Y, rad - 24 -1.714173764379E-003 T 2 BD_1 finite element node 3 (number of elements = 1; element order = 5) rotational displacement in Z, rad - 27 9.048474041595E-001 T 2 BD_1 finite element node 4 (number of elements = 1; element order = 5) translational displacement in X, m - 28 -2.505600320293E-001 T 2 BD_1 finite element node 4 (number of elements = 1; element order = 5) translational displacement in Y, m - 29 -1.173470215615E-002 T 2 BD_1 finite element node 4 (number of elements = 1; element order = 5) translational displacement in Z, m - 30 1.285728070867E-002 T 2 BD_1 finite element node 4 (number of elements = 1; element order = 5) rotational displacement in X, rad - 30 6.384198504287E-002 T 2 BD_1 finite element node 4 (number of elements = 1; element order = 5) rotational displacement in Y, rad - 30 -8.016378337027E-003 T 2 BD_1 finite element node 4 (number of elements = 1; element order = 5) rotational displacement in Z, rad - 33 2.217562627904E+000 T 2 BD_1 finite element node 5 (number of elements = 1; element order = 5) translational displacement in X, m - 34 -4.756192980217E-001 T 2 BD_1 finite element node 5 (number of elements = 1; element order = 5) translational displacement in Y, m - 35 -6.853499587512E-002 T 2 BD_1 finite element node 5 (number of elements = 1; element order = 5) translational displacement in Z, m - 36 1.559876193536E-002 T 2 BD_1 finite element node 5 (number of elements = 1; element order = 5) rotational displacement in X, rad - 36 1.127299307235E-001 T 2 BD_1 finite element node 5 (number of elements = 1; element order = 5) rotational displacement in Y, rad - 36 -1.618721969707E-002 T 2 BD_1 finite element node 5 (number of elements = 1; element order = 5) rotational displacement in Z, rad - 39 3.121584983723E+000 T 2 BD_1 finite element node 6 (number of elements = 1; element order = 5) translational displacement in X, m - 40 -5.986529560302E-001 T 2 BD_1 finite element node 6 (number of elements = 1; element order = 5) translational displacement in Y, m - 41 -1.264343796799E-001 T 2 BD_1 finite element node 6 (number of elements = 1; element order = 5) translational displacement in Z, m - 42 1.565671237128E-002 T 2 BD_1 finite element node 6 (number of elements = 1; element order = 5) rotational displacement in X, rad - 42 1.310911585797E-001 T 2 BD_1 finite element node 6 (number of elements = 1; element order = 5) rotational displacement in Y, rad - 42 -1.938476844259E-002 T 2 BD_1 finite element node 6 (number of elements = 1; element order = 5) rotational displacement in Z, rad - 45 4.246249502691E-001 T 2 BD_1 First time derivative of finite element node 2 (number of elements = 1; element order = 5) translational displacement in X, m/s - 46 -1.109303251294E+001 T 2 BD_1 First time derivative of finite element node 2 (number of elements = 1; element order = 5) translational displacement in Y, m/s - 47 7.524010442230E-004 T 2 BD_1 First time derivative of finite element node 2 (number of elements = 1; element order = 5) translational displacement in Z, m/s - 48 1.278979318727E+000 T 2 BD_1 First time derivative of finite element node 2 (number of elements = 1; element order = 5) rotational displacement in X, rad/s - 49 3.095840345188E-003 T 2 BD_1 First time derivative of finite element node 2 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s - 50 -6.434574108625E-002 T 2 BD_1 First time derivative of finite element node 2 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s - 51 4.823316908671E-001 T 2 BD_1 First time derivative of finite element node 3 (number of elements = 1; element order = 5) translational displacement in X, m/s - 52 -2.995586833357E+001 T 2 BD_1 First time derivative of finite element node 3 (number of elements = 1; element order = 5) translational displacement in Y, m/s - 53 -7.927004098487E-002 T 2 BD_1 First time derivative of finite element node 3 (number of elements = 1; element order = 5) translational displacement in Z, m/s - 54 1.276248675393E+000 T 2 BD_1 First time derivative of finite element node 3 (number of elements = 1; element order = 5) rotational displacement in X, rad/s - 55 5.344163043683E-003 T 2 BD_1 First time derivative of finite element node 3 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s - 56 -7.532138017730E-002 T 2 BD_1 First time derivative of finite element node 3 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s - 57 6.296405817595E-001 T 2 BD_1 First time derivative of finite element node 4 (number of elements = 1; element order = 5) translational displacement in X, m/s - 58 -5.236828657612E+001 T 2 BD_1 First time derivative of finite element node 4 (number of elements = 1; element order = 5) translational displacement in Y, m/s - 59 -3.179542478865E-001 T 2 BD_1 First time derivative of finite element node 4 (number of elements = 1; element order = 5) translational displacement in Z, m/s - 60 1.273472401111E+000 T 2 BD_1 First time derivative of finite element node 4 (number of elements = 1; element order = 5) rotational displacement in X, rad/s - 61 1.607396443835E-002 T 2 BD_1 First time derivative of finite element node 4 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s - 62 -1.298568432062E-001 T 2 BD_1 First time derivative of finite element node 4 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s - 63 1.009546203187E+000 T 2 BD_1 First time derivative of finite element node 5 (number of elements = 1; element order = 5) translational displacement in X, m/s - 64 -7.129380361597E+001 T 2 BD_1 First time derivative of finite element node 5 (number of elements = 1; element order = 5) translational displacement in Y, m/s - 65 -6.427317943086E-001 T 2 BD_1 First time derivative of finite element node 5 (number of elements = 1; element order = 5) translational displacement in Z, m/s - 66 1.271146086762E+000 T 2 BD_1 First time derivative of finite element node 5 (number of elements = 1; element order = 5) rotational displacement in X, rad/s - 67 4.378691271341E-002 T 2 BD_1 First time derivative of finite element node 5 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s - 68 -2.042811946471E-001 T 2 BD_1 First time derivative of finite element node 5 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s - 69 1.385335612927E+000 T 2 BD_1 First time derivative of finite element node 6 (number of elements = 1; element order = 5) translational displacement in X, m/s - 70 -8.061372217530E+001 T 2 BD_1 First time derivative of finite element node 6 (number of elements = 1; element order = 5) translational displacement in Y, m/s - 71 -8.498354342879E-001 T 2 BD_1 First time derivative of finite element node 6 (number of elements = 1; element order = 5) translational displacement in Z, m/s - 72 1.270626811961E+000 T 2 BD_1 First time derivative of finite element node 6 (number of elements = 1; element order = 5) rotational displacement in X, rad/s - 73 6.428748157187E-002 T 2 BD_1 First time derivative of finite element node 6 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s - 74 -2.224880771960E-001 T 2 BD_1 First time derivative of finite element node 6 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s - 75 1.363695887721E-002 T 2 BD_2 finite element node 2 (number of elements = 1; element order = 5) translational displacement in X, m - 76 6.702518057077E-004 T 2 BD_2 finite element node 2 (number of elements = 1; element order = 5) translational displacement in Y, m - 77 6.326971105804E-004 T 2 BD_2 finite element node 2 (number of elements = 1; element order = 5) translational displacement in Z, m - 78 -5.399347352571E-005 T 2 BD_2 finite element node 2 (number of elements = 1; element order = 5) rotational displacement in X, rad - 78 3.841025606539E-003 T 2 BD_2 finite element node 2 (number of elements = 1; element order = 5) rotational displacement in Y, rad - 78 -8.005922557377E-006 T 2 BD_2 finite element node 2 (number of elements = 1; element order = 5) rotational displacement in Z, rad - 81 2.033255135407E-001 T 2 BD_2 finite element node 3 (number of elements = 1; element order = 5) translational displacement in X, m - 82 -4.947647429346E-003 T 2 BD_2 finite element node 3 (number of elements = 1; element order = 5) translational displacement in Y, m - 83 2.031249130703E-003 T 2 BD_2 finite element node 3 (number of elements = 1; element order = 5) translational displacement in Z, m - 84 1.266008507845E-003 T 2 BD_2 finite element node 3 (number of elements = 1; element order = 5) rotational displacement in X, rad - 84 2.393933880824E-002 T 2 BD_2 finite element node 3 (number of elements = 1; element order = 5) rotational displacement in Y, rad - 84 -4.151694426301E-004 T 2 BD_2 finite element node 3 (number of elements = 1; element order = 5) rotational displacement in Z, rad - 87 1.039288989376E+000 T 2 BD_2 finite element node 4 (number of elements = 1; element order = 5) translational displacement in X, m - 88 -5.698666411560E-002 T 2 BD_2 finite element node 4 (number of elements = 1; element order = 5) translational displacement in Y, m - 89 -1.515338558161E-002 T 2 BD_2 finite element node 4 (number of elements = 1; element order = 5) translational displacement in Z, m - 90 4.854563933326E-003 T 2 BD_2 finite element node 4 (number of elements = 1; element order = 5) rotational displacement in X, rad - 90 7.430773399806E-002 T 2 BD_2 finite element node 4 (number of elements = 1; element order = 5) rotational displacement in Y, rad - 90 -3.405889555754E-003 T 2 BD_2 finite element node 4 (number of elements = 1; element order = 5) rotational displacement in Z, rad - 93 2.585609995938E+000 T 2 BD_2 finite element node 5 (number of elements = 1; element order = 5) translational displacement in X, m - 94 -1.513421132327E-001 T 2 BD_2 finite element node 5 (number of elements = 1; element order = 5) translational displacement in Y, m - 95 -9.316575597577E-002 T 2 BD_2 finite element node 5 (number of elements = 1; element order = 5) translational displacement in Z, m - 96 6.947573626548E-003 T 2 BD_2 finite element node 5 (number of elements = 1; element order = 5) rotational displacement in X, rad - 96 1.338345321989E-001 T 2 BD_2 finite element node 5 (number of elements = 1; element order = 5) rotational displacement in Y, rad - 96 -8.517204973215E-003 T 2 BD_2 finite element node 5 (number of elements = 1; element order = 5) rotational displacement in Z, rad - 99 3.664165917525E+000 T 2 BD_2 finite element node 6 (number of elements = 1; element order = 5) translational displacement in X, m - 100 -2.058235390222E-001 T 2 BD_2 finite element node 6 (number of elements = 1; element order = 5) translational displacement in Y, m - 101 -1.748639991150E-001 T 2 BD_2 finite element node 6 (number of elements = 1; element order = 5) translational displacement in Z, m - 102 6.716948803342E-003 T 2 BD_2 finite element node 6 (number of elements = 1; element order = 5) rotational displacement in X, rad - 102 1.568481553532E-001 T 2 BD_2 finite element node 6 (number of elements = 1; element order = 5) rotational displacement in Y, rad - 102 -1.094325301447E-002 T 2 BD_2 finite element node 6 (number of elements = 1; element order = 5) rotational displacement in Z, rad - 105 3.308631515837E-001 T 2 BD_2 First time derivative of finite element node 2 (number of elements = 1; element order = 5) translational displacement in X, m/s - 106 -1.117962918371E+001 T 2 BD_2 First time derivative of finite element node 2 (number of elements = 1; element order = 5) translational displacement in Y, m/s - 107 -9.035642409882E-002 T 2 BD_2 First time derivative of finite element node 2 (number of elements = 1; element order = 5) translational displacement in Z, m/s - 108 1.279261051146E+000 T 2 BD_2 First time derivative of finite element node 2 (number of elements = 1; element order = 5) rotational displacement in X, rad/s - 109 -7.512771700581E-003 T 2 BD_2 First time derivative of finite element node 2 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s - 110 -5.490768578092E-002 T 2 BD_2 First time derivative of finite element node 2 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s - 111 2.205015312793E-001 T 2 BD_2 First time derivative of finite element node 3 (number of elements = 1; element order = 5) translational displacement in X, m/s - 112 -3.004515316354E+001 T 2 BD_2 First time derivative of finite element node 3 (number of elements = 1; element order = 5) translational displacement in Y, m/s - 113 -9.623281962526E-002 T 2 BD_2 First time derivative of finite element node 3 (number of elements = 1; element order = 5) translational displacement in Z, m/s - 114 1.276185002874E+000 T 2 BD_2 First time derivative of finite element node 3 (number of elements = 1; element order = 5) rotational displacement in X, rad/s - 115 -7.462225762508E-003 T 2 BD_2 First time derivative of finite element node 3 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s - 116 -6.449339662819E-002 T 2 BD_2 First time derivative of finite element node 3 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s - 117 1.013171054772E-001 T 2 BD_2 First time derivative of finite element node 4 (number of elements = 1; element order = 5) translational displacement in X, m/s - 118 -5.243734369403E+001 T 2 BD_2 First time derivative of finite element node 4 (number of elements = 1; element order = 5) translational displacement in Y, m/s - 119 -1.572450189164E-001 T 2 BD_2 First time derivative of finite element node 4 (number of elements = 1; element order = 5) translational displacement in Z, m/s - 120 1.271198866181E+000 T 2 BD_2 First time derivative of finite element node 4 (number of elements = 1; element order = 5) rotational displacement in X, rad/s - 121 -4.470721236894E-003 T 2 BD_2 First time derivative of finite element node 4 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s - 122 -1.164331245729E-001 T 2 BD_2 First time derivative of finite element node 4 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s - 123 8.952316576820E-002 T 2 BD_2 First time derivative of finite element node 5 (number of elements = 1; element order = 5) translational displacement in X, m/s - 124 -7.128938976177E+001 T 2 BD_2 First time derivative of finite element node 5 (number of elements = 1; element order = 5) translational displacement in Y, m/s - 125 -2.781971292162E-001 T 2 BD_2 First time derivative of finite element node 5 (number of elements = 1; element order = 5) translational displacement in Z, m/s - 126 1.264817112436E+000 T 2 BD_2 First time derivative of finite element node 5 (number of elements = 1; element order = 5) rotational displacement in X, rad/s - 127 6.275994763252E-003 T 2 BD_2 First time derivative of finite element node 5 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s - 128 -1.920658069675E-001 T 2 BD_2 First time derivative of finite element node 5 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s - 129 1.587988314324E-001 T 2 BD_2 First time derivative of finite element node 6 (number of elements = 1; element order = 5) translational displacement in X, m/s - 130 -8.054870311558E+001 T 2 BD_2 First time derivative of finite element node 6 (number of elements = 1; element order = 5) translational displacement in Y, m/s - 131 -3.591089576833E-001 T 2 BD_2 First time derivative of finite element node 6 (number of elements = 1; element order = 5) translational displacement in Z, m/s - 132 1.262831780182E+000 T 2 BD_2 First time derivative of finite element node 6 (number of elements = 1; element order = 5) rotational displacement in X, rad/s - 133 1.458413290011E-002 T 2 BD_2 First time derivative of finite element node 6 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s - 134 -2.130738375184E-001 T 2 BD_2 First time derivative of finite element node 6 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s - 135 1.216739209999E-002 T 2 BD_3 finite element node 2 (number of elements = 1; element order = 5) translational displacement in X, m - 136 3.827663846389E-003 T 2 BD_3 finite element node 2 (number of elements = 1; element order = 5) translational displacement in Y, m - 137 4.321418524870E-004 T 2 BD_3 finite element node 2 (number of elements = 1; element order = 5) translational displacement in Z, m - 138 -8.239655159035E-004 T 2 BD_3 finite element node 2 (number of elements = 1; element order = 5) rotational displacement in X, rad - 138 3.413182752749E-003 T 2 BD_3 finite element node 2 (number of elements = 1; element order = 5) rotational displacement in Y, rad - 138 1.095057285416E-005 T 2 BD_3 finite element node 2 (number of elements = 1; element order = 5) rotational displacement in Z, rad - 141 1.804072842742E-001 T 2 BD_3 finite element node 3 (number of elements = 1; element order = 5) translational displacement in X, m - 142 2.859336473569E-002 T 2 BD_3 finite element node 3 (number of elements = 1; element order = 5) translational displacement in Y, m - 143 1.438571491426E-003 T 2 BD_3 finite element node 3 (number of elements = 1; element order = 5) translational displacement in Z, m - 144 -1.815880612097E-003 T 2 BD_3 finite element node 3 (number of elements = 1; element order = 5) rotational displacement in X, rad - 144 2.129036596182E-002 T 2 BD_3 finite element node 3 (number of elements = 1; element order = 5) rotational displacement in Y, rad - 144 -1.736505961541E-004 T 2 BD_3 finite element node 3 (number of elements = 1; element order = 5) rotational displacement in Z, rad - 147 9.311116284981E-001 T 2 BD_3 finite element node 4 (number of elements = 1; element order = 5) translational displacement in X, m - 148 5.404260101837E-002 T 2 BD_3 finite element node 4 (number of elements = 1; element order = 5) translational displacement in Y, m - 149 -1.236560064807E-002 T 2 BD_3 finite element node 4 (number of elements = 1; element order = 5) translational displacement in Z, m - 150 -2.899015406537E-004 T 2 BD_3 finite element node 4 (number of elements = 1; element order = 5) rotational displacement in X, rad - 150 6.711392170323E-002 T 2 BD_3 finite element node 4 (number of elements = 1; element order = 5) rotational displacement in Y, rad - 150 -3.177333198289E-003 T 2 BD_3 finite element node 4 (number of elements = 1; element order = 5) rotational displacement in Z, rad - 153 2.336509915352E+000 T 2 BD_3 finite element node 5 (number of elements = 1; element order = 5) translational displacement in X, m - 154 4.522752496446E-002 T 2 BD_3 finite element node 5 (number of elements = 1; element order = 5) translational displacement in Y, m - 155 -7.643545677743E-002 T 2 BD_3 finite element node 5 (number of elements = 1; element order = 5) translational displacement in Z, m - 156 9.358964688061E-004 T 2 BD_3 finite element node 5 (number of elements = 1; element order = 5) rotational displacement in X, rad - 156 1.220236607090E-001 T 2 BD_3 finite element node 5 (number of elements = 1; element order = 5) rotational displacement in Y, rad - 156 -9.429671879524E-003 T 2 BD_3 finite element node 5 (number of elements = 1; element order = 5) rotational displacement in Z, rad - 159 3.322465610572E+000 T 2 BD_3 finite element node 6 (number of elements = 1; element order = 5) translational displacement in X, m - 160 3.585283573145E-002 T 2 BD_3 finite element node 6 (number of elements = 1; element order = 5) translational displacement in Y, m - 161 -1.444364758034E-001 T 2 BD_3 finite element node 6 (number of elements = 1; element order = 5) translational displacement in Z, m - 162 5.345919842248E-004 T 2 BD_3 finite element node 6 (number of elements = 1; element order = 5) rotational displacement in X, rad - 162 1.433398931704E-001 T 2 BD_3 finite element node 6 (number of elements = 1; element order = 5) rotational displacement in Y, rad - 162 -1.271273443905E-002 T 2 BD_3 finite element node 6 (number of elements = 1; element order = 5) rotational displacement in Z, rad - 165 4.484690465057E-001 T 2 BD_3 First time derivative of finite element node 2 (number of elements = 1; element order = 5) translational displacement in X, m/s - 166 -1.123478222577E+001 T 2 BD_3 First time derivative of finite element node 2 (number of elements = 1; element order = 5) translational displacement in Y, m/s - 167 3.568323200851E-002 T 2 BD_3 First time derivative of finite element node 2 (number of elements = 1; element order = 5) translational displacement in Z, m/s - 168 1.281877650688E+000 T 2 BD_3 First time derivative of finite element node 2 (number of elements = 1; element order = 5) rotational displacement in X, rad/s - 169 4.906114922807E-003 T 2 BD_3 First time derivative of finite element node 2 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s - 170 -5.100277993527E-002 T 2 BD_3 First time derivative of finite element node 2 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s - 171 4.985872568843E-001 T 2 BD_3 First time derivative of finite element node 3 (number of elements = 1; element order = 5) translational displacement in X, m/s - 172 -3.019691982904E+001 T 2 BD_3 First time derivative of finite element node 3 (number of elements = 1; element order = 5) translational displacement in Y, m/s - 173 6.666442249491E-002 T 2 BD_3 First time derivative of finite element node 3 (number of elements = 1; element order = 5) translational displacement in Z, m/s - 174 1.286523397401E+000 T 2 BD_3 First time derivative of finite element node 3 (number of elements = 1; element order = 5) rotational displacement in X, rad/s - 175 1.446978314023E-003 T 2 BD_3 First time derivative of finite element node 3 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s - 176 -6.202975420292E-002 T 2 BD_3 First time derivative of finite element node 3 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s - 177 4.867931307312E-001 T 2 BD_3 First time derivative of finite element node 4 (number of elements = 1; element order = 5) translational displacement in X, m/s - 178 -5.286380917419E+001 T 2 BD_3 First time derivative of finite element node 4 (number of elements = 1; element order = 5) translational displacement in Y, m/s - 179 1.000922061116E-001 T 2 BD_3 First time derivative of finite element node 4 (number of elements = 1; element order = 5) translational displacement in Z, m/s - 180 1.291221576606E+000 T 2 BD_3 First time derivative of finite element node 4 (number of elements = 1; element order = 5) rotational displacement in X, rad/s - 181 -1.164481914250E-003 T 2 BD_3 First time derivative of finite element node 4 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s - 182 -1.120648764099E-001 T 2 BD_3 First time derivative of finite element node 4 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s - 183 5.193998060905E-001 T 2 BD_3 First time derivative of finite element node 5 (number of elements = 1; element order = 5) translational displacement in X, m/s - 184 -7.206897022872E+001 T 2 BD_3 First time derivative of finite element node 5 (number of elements = 1; element order = 5) translational displacement in Y, m/s - 185 8.390580578907E-002 T 2 BD_3 First time derivative of finite element node 5 (number of elements = 1; element order = 5) translational displacement in Z, m/s - 186 1.292557470706E+000 T 2 BD_3 First time derivative of finite element node 5 (number of elements = 1; element order = 5) rotational displacement in X, rad/s - 187 8.792343340346E-003 T 2 BD_3 First time derivative of finite element node 5 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s - 188 -1.764950011087E-001 T 2 BD_3 First time derivative of finite element node 5 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s - 189 6.282264768668E-001 T 2 BD_3 First time derivative of finite element node 6 (number of elements = 1; element order = 5) translational displacement in X, m/s - 190 -8.152591358779E+001 T 2 BD_3 First time derivative of finite element node 6 (number of elements = 1; element order = 5) translational displacement in Y, m/s - 191 5.715846814173E-002 T 2 BD_3 First time derivative of finite element node 6 (number of elements = 1; element order = 5) translational displacement in Z, m/s - 192 1.292663647658E+000 T 2 BD_3 First time derivative of finite element node 6 (number of elements = 1; element order = 5) rotational displacement in X, rad/s - 193 2.039818749223E-002 T 2 BD_3 First time derivative of finite element node 6 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s - 194 -1.910275460328E-001 T 2 BD_3 First time derivative of finite element node 6 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s - 195 -7.920206553269E+000 T 2 AD vind (axial) at blade 1, node 1, m/s + 1 1.966108704363E-001 F 2 ED 1st tower fore-aft bending mode DOF (internal DOF index = DOF_TFA1), m + 2 -3.095816916410E-003 F 2 ED 1st tower side-to-side bending mode DOF (internal DOF index = DOF_TSS1), m + 3 -4.896321614433E-005 F 2 ED 2nd tower fore-aft bending mode DOF (internal DOF index = DOF_TFA2), m + 4 -4.493292621819E-007 F 2 ED 2nd tower side-to-side bending mode DOF (internal DOF index = DOF_TSS2), m + 5 -5.000542945307E-005 F 2 ED Nacelle yaw DOF (internal DOF index = DOF_Yaw), rad + 6 5.984360778224E+000 F 2 ED Variable speed generator DOF (internal DOF index = DOF_GeAz), rad + 7 1.063249210138E-004 F 2 ED Drivetrain rotational-flexibility DOF (internal DOF index = DOF_DrTr), rad + 8 3.857602370588E-001 F 2 ED First time derivative of 1st tower fore-aft bending mode DOF (internal DOF index = DOF_TFA1), m/s + 9 5.121443140047E-003 F 2 ED First time derivative of 1st tower side-to-side bending mode DOF (internal DOF index = DOF_TSS1), m/s + 10 8.802754617087E-004 F 2 ED First time derivative of 2nd tower fore-aft bending mode DOF (internal DOF index = DOF_TFA2), m/s + 11 -5.502927124963E-004 F 2 ED First time derivative of 2nd tower side-to-side bending mode DOF (internal DOF index = DOF_TSS2), m/s + 12 2.252503863655E-005 F 2 ED First time derivative of Nacelle yaw DOF (internal DOF index = DOF_Yaw), rad/s + 13 1.278376007995E+000 F 2 ED First time derivative of Variable speed generator DOF (internal DOF index = DOF_GeAz), rad/s + 14 3.121712579828E-003 F 2 ED First time derivative of Drivetrain rotational-flexibility DOF (internal DOF index = DOF_DrTr), rad/s + 15 1.186654374356E-002 T 2 BD_1 finite element node 2 (number of elements = 1; element order = 5) translational displacement in X, m + 16 -5.793083423808E-003 T 2 BD_1 finite element node 2 (number of elements = 1; element order = 5) translational displacement in Y, m + 17 4.819486833006E-004 T 2 BD_1 finite element node 2 (number of elements = 1; element order = 5) translational displacement in Z, m + 18 1.464989165020E-003 T 2 BD_1 finite element node 2 (number of elements = 1; element order = 5) rotational displacement in X, rad + 19 3.378310901397E-003 T 2 BD_1 finite element node 2 (number of elements = 1; element order = 5) rotational displacement in Y, rad + 20 -1.192719023310E-004 T 2 BD_1 finite element node 2 (number of elements = 1; element order = 5) rotational displacement in Z, rad + 21 1.795830643416E-001 T 2 BD_1 finite element node 3 (number of elements = 1; element order = 5) translational displacement in X, m + 22 -6.831798490066E-002 T 2 BD_1 finite element node 3 (number of elements = 1; element order = 5) translational displacement in Y, m + 23 1.493005449512E-003 T 2 BD_1 finite element node 3 (number of elements = 1; element order = 5) translational displacement in Z, m + 24 6.748619289504E-003 T 2 BD_1 finite element node 3 (number of elements = 1; element order = 5) rotational displacement in X, rad + 25 2.110752701815E-002 T 2 BD_1 finite element node 3 (number of elements = 1; element order = 5) rotational displacement in Y, rad + 26 -1.714173685551E-003 T 2 BD_1 finite element node 3 (number of elements = 1; element order = 5) rotational displacement in Z, rad + 27 9.048472545128E-001 T 2 BD_1 finite element node 4 (number of elements = 1; element order = 5) translational displacement in X, m + 28 -2.505600624187E-001 T 2 BD_1 finite element node 4 (number of elements = 1; element order = 5) translational displacement in Y, m + 29 -1.173469682884E-002 T 2 BD_1 finite element node 4 (number of elements = 1; element order = 5) translational displacement in Z, m + 30 1.285728156363E-002 T 2 BD_1 finite element node 4 (number of elements = 1; element order = 5) rotational displacement in X, rad + 31 6.384197551954E-002 T 2 BD_1 finite element node 4 (number of elements = 1; element order = 5) rotational displacement in Y, rad + 32 -8.016378725140E-003 T 2 BD_1 finite element node 4 (number of elements = 1; element order = 5) rotational displacement in Z, rad + 33 2.217562303324E+000 T 2 BD_1 finite element node 5 (number of elements = 1; element order = 5) translational displacement in X, m + 34 -4.756193386527E-001 T 2 BD_1 finite element node 5 (number of elements = 1; element order = 5) translational displacement in Y, m + 35 -6.853497502958E-002 T 2 BD_1 finite element node 5 (number of elements = 1; element order = 5) translational displacement in Z, m + 36 1.559876258193E-002 T 2 BD_1 finite element node 5 (number of elements = 1; element order = 5) rotational displacement in X, rad + 37 1.127299172678E-001 T 2 BD_1 finite element node 5 (number of elements = 1; element order = 5) rotational displacement in Y, rad + 38 -1.618722054789E-002 T 2 BD_1 finite element node 5 (number of elements = 1; element order = 5) rotational displacement in Z, rad + 39 3.121584561284E+000 T 2 BD_1 finite element node 6 (number of elements = 1; element order = 5) translational displacement in X, m + 40 -5.986530010342E-001 T 2 BD_1 finite element node 6 (number of elements = 1; element order = 5) translational displacement in Y, m + 41 -1.264343461057E-001 T 2 BD_1 finite element node 6 (number of elements = 1; element order = 5) translational displacement in Z, m + 42 1.565671306205E-002 T 2 BD_1 finite element node 6 (number of elements = 1; element order = 5) rotational displacement in X, rad + 43 1.310911452458E-001 T 2 BD_1 finite element node 6 (number of elements = 1; element order = 5) rotational displacement in Y, rad + 44 -1.938476948104E-002 T 2 BD_1 finite element node 6 (number of elements = 1; element order = 5) rotational displacement in Z, rad + 45 4.246253852075E-001 T 2 BD_1 First time derivative of finite element node 2 (number of elements = 1; element order = 5) translational displacement in X, m/s + 46 -1.109303192104E+001 T 2 BD_1 First time derivative of finite element node 2 (number of elements = 1; element order = 5) translational displacement in Y, m/s + 47 7.525585056928E-004 T 2 BD_1 First time derivative of finite element node 2 (number of elements = 1; element order = 5) translational displacement in Z, m/s + 48 1.278979313557E+000 T 2 BD_1 First time derivative of finite element node 2 (number of elements = 1; element order = 5) rotational displacement in X, rad/s + 49 3.095874432645E-003 T 2 BD_1 First time derivative of finite element node 2 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s + 50 -6.434584585398E-002 T 2 BD_1 First time derivative of finite element node 2 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s + 51 4.823326245972E-001 T 2 BD_1 First time derivative of finite element node 3 (number of elements = 1; element order = 5) translational displacement in X, m/s + 52 -2.995586769822E+001 T 2 BD_1 First time derivative of finite element node 3 (number of elements = 1; element order = 5) translational displacement in Y, m/s + 53 -7.926990266164E-002 T 2 BD_1 First time derivative of finite element node 3 (number of elements = 1; element order = 5) translational displacement in Z, m/s + 54 1.276248673494E+000 T 2 BD_1 First time derivative of finite element node 3 (number of elements = 1; element order = 5) rotational displacement in X, rad/s + 55 5.344193673755E-003 T 2 BD_1 First time derivative of finite element node 3 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s + 56 -7.532149119249E-002 T 2 BD_1 First time derivative of finite element node 3 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s + 57 6.296417894691E-001 T 2 BD_1 First time derivative of finite element node 4 (number of elements = 1; element order = 5) translational displacement in X, m/s + 58 -5.236828605568E+001 T 2 BD_1 First time derivative of finite element node 4 (number of elements = 1; element order = 5) translational displacement in Y, m/s + 59 -3.179541400037E-001 T 2 BD_1 First time derivative of finite element node 4 (number of elements = 1; element order = 5) translational displacement in Z, m/s + 60 1.273472405658E+000 T 2 BD_1 First time derivative of finite element node 4 (number of elements = 1; element order = 5) rotational displacement in X, rad/s + 61 1.607396451130E-002 T 2 BD_1 First time derivative of finite element node 4 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s + 62 -1.298569758504E-001 T 2 BD_1 First time derivative of finite element node 4 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s + 63 1.009547129863E+000 T 2 BD_1 First time derivative of finite element node 5 (number of elements = 1; element order = 5) translational displacement in X, m/s + 64 -7.129380339885E+001 T 2 BD_1 First time derivative of finite element node 5 (number of elements = 1; element order = 5) translational displacement in Y, m/s + 65 -6.427316739422E-001 T 2 BD_1 First time derivative of finite element node 5 (number of elements = 1; element order = 5) translational displacement in Z, m/s + 66 1.271146095522E+000 T 2 BD_1 First time derivative of finite element node 5 (number of elements = 1; element order = 5) rotational displacement in X, rad/s + 67 4.378688469828E-002 T 2 BD_1 First time derivative of finite element node 5 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s + 68 -2.042813491121E-001 T 2 BD_1 First time derivative of finite element node 5 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s + 69 1.385336318248E+000 T 2 BD_1 First time derivative of finite element node 6 (number of elements = 1; element order = 5) translational displacement in X, m/s + 70 -8.061372217262E+001 T 2 BD_1 First time derivative of finite element node 6 (number of elements = 1; element order = 5) translational displacement in Y, m/s + 71 -8.498352849777E-001 T 2 BD_1 First time derivative of finite element node 6 (number of elements = 1; element order = 5) translational displacement in Z, m/s + 72 1.270626821949E+000 T 2 BD_1 First time derivative of finite element node 6 (number of elements = 1; element order = 5) rotational displacement in X, rad/s + 73 6.428745790267E-002 T 2 BD_1 First time derivative of finite element node 6 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s + 74 -2.224882339449E-001 T 2 BD_1 First time derivative of finite element node 6 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s + 75 1.363696830957E-002 T 2 BD_2 finite element node 2 (number of elements = 1; element order = 5) translational displacement in X, m + 76 6.702518687305E-004 T 2 BD_2 finite element node 2 (number of elements = 1; element order = 5) translational displacement in Y, m + 77 6.326976685733E-004 T 2 BD_2 finite element node 2 (number of elements = 1; element order = 5) translational displacement in Z, m + 78 -5.399340376757E-005 T 2 BD_2 finite element node 2 (number of elements = 1; element order = 5) rotational displacement in X, rad + 79 3.841028139426E-003 T 2 BD_2 finite element node 2 (number of elements = 1; element order = 5) rotational displacement in Y, rad + 80 -8.005917982183E-006 T 2 BD_2 finite element node 2 (number of elements = 1; element order = 5) rotational displacement in Z, rad + 81 2.033256346710E-001 T 2 BD_2 finite element node 3 (number of elements = 1; element order = 5) translational displacement in X, m + 82 -4.947652529010E-003 T 2 BD_2 finite element node 3 (number of elements = 1; element order = 5) translational displacement in Y, m + 83 2.031248152257E-003 T 2 BD_2 finite element node 3 (number of elements = 1; element order = 5) translational displacement in Z, m + 84 1.266009209824E-003 T 2 BD_2 finite element node 3 (number of elements = 1; element order = 5) rotational displacement in X, rad + 85 2.393935131265E-002 T 2 BD_2 finite element node 3 (number of elements = 1; element order = 5) rotational displacement in Y, rad + 86 -4.151686894483E-004 T 2 BD_2 finite element node 3 (number of elements = 1; element order = 5) rotational displacement in Z, rad + 87 1.039289449983E+000 T 2 BD_2 finite element node 4 (number of elements = 1; element order = 5) translational displacement in X, m + 88 -5.698668649315E-002 T 2 BD_2 finite element node 4 (number of elements = 1; element order = 5) translational displacement in Y, m + 89 -1.515340372786E-002 T 2 BD_2 finite element node 4 (number of elements = 1; element order = 5) translational displacement in Z, m + 90 4.854565192645E-003 T 2 BD_2 finite element node 4 (number of elements = 1; element order = 5) rotational displacement in X, rad + 91 7.430775848660E-002 T 2 BD_2 finite element node 4 (number of elements = 1; element order = 5) rotational displacement in Y, rad + 92 -3.405887197800E-003 T 2 BD_2 finite element node 4 (number of elements = 1; element order = 5) rotational displacement in Z, rad + 93 2.585610854678E+000 T 2 BD_2 finite element node 5 (number of elements = 1; element order = 5) translational displacement in X, m + 94 -1.513421511530E-001 T 2 BD_2 finite element node 5 (number of elements = 1; element order = 5) translational displacement in Y, m + 95 -9.316581594751E-002 T 2 BD_2 finite element node 5 (number of elements = 1; element order = 5) translational displacement in Z, m + 96 6.947574654785E-003 T 2 BD_2 finite element node 5 (number of elements = 1; element order = 5) rotational displacement in X, rad + 97 1.338345600878E-001 T 2 BD_2 finite element node 5 (number of elements = 1; element order = 5) rotational displacement in Y, rad + 98 -8.517201820278E-003 T 2 BD_2 finite element node 5 (number of elements = 1; element order = 5) rotational displacement in Z, rad + 99 3.664166968978E+000 T 2 BD_2 finite element node 6 (number of elements = 1; element order = 5) translational displacement in X, m + 100 -2.058235822060E-001 T 2 BD_2 finite element node 6 (number of elements = 1; element order = 5) translational displacement in Y, m + 101 -1.748640886920E-001 T 2 BD_2 finite element node 6 (number of elements = 1; element order = 5) translational displacement in Z, m + 102 6.716949738270E-003 T 2 BD_2 finite element node 6 (number of elements = 1; element order = 5) rotational displacement in X, rad + 103 1.568481814250E-001 T 2 BD_2 finite element node 6 (number of elements = 1; element order = 5) rotational displacement in Y, rad + 104 -1.094324970843E-002 T 2 BD_2 finite element node 6 (number of elements = 1; element order = 5) rotational displacement in Z, rad + 105 3.308623587260E-001 T 2 BD_2 First time derivative of finite element node 2 (number of elements = 1; element order = 5) translational displacement in X, m/s + 106 -1.117962931795E+001 T 2 BD_2 First time derivative of finite element node 2 (number of elements = 1; element order = 5) translational displacement in Y, m/s + 107 -9.035698336061E-002 T 2 BD_2 First time derivative of finite element node 2 (number of elements = 1; element order = 5) translational displacement in Z, m/s + 108 1.279261052195E+000 T 2 BD_2 First time derivative of finite element node 2 (number of elements = 1; element order = 5) rotational displacement in X, rad/s + 109 -7.512869130413E-003 T 2 BD_2 First time derivative of finite element node 2 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s + 110 -5.490766130179E-002 T 2 BD_2 First time derivative of finite element node 2 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s + 111 2.204996716839E-001 T 2 BD_2 First time derivative of finite element node 3 (number of elements = 1; element order = 5) translational displacement in X, m/s + 112 -3.004515334591E+001 T 2 BD_2 First time derivative of finite element node 3 (number of elements = 1; element order = 5) translational displacement in Y, m/s + 113 -9.623337238671E-002 T 2 BD_2 First time derivative of finite element node 3 (number of elements = 1; element order = 5) translational displacement in Z, m/s + 114 1.276185008566E+000 T 2 BD_2 First time derivative of finite element node 3 (number of elements = 1; element order = 5) rotational displacement in X, rad/s + 115 -7.462268007281E-003 T 2 BD_2 First time derivative of finite element node 3 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s + 116 -6.449336506308E-002 T 2 BD_2 First time derivative of finite element node 3 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s + 117 1.013154018908E-001 T 2 BD_2 First time derivative of finite element node 4 (number of elements = 1; element order = 5) translational displacement in X, m/s + 118 -5.243734399265E+001 T 2 BD_2 First time derivative of finite element node 4 (number of elements = 1; element order = 5) translational displacement in Y, m/s + 119 -1.572456110576E-001 T 2 BD_2 First time derivative of finite element node 4 (number of elements = 1; element order = 5) translational displacement in Z, m/s + 120 1.271198876195E+000 T 2 BD_2 First time derivative of finite element node 4 (number of elements = 1; element order = 5) rotational displacement in X, rad/s + 121 -4.470668310731E-003 T 2 BD_2 First time derivative of finite element node 4 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s + 122 -1.164330739785E-001 T 2 BD_2 First time derivative of finite element node 4 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s + 123 8.952261355677E-002 T 2 BD_2 First time derivative of finite element node 5 (number of elements = 1; element order = 5) translational displacement in X, m/s + 124 -7.128939010674E+001 T 2 BD_2 First time derivative of finite element node 5 (number of elements = 1; element order = 5) translational displacement in Y, m/s + 125 -2.781978609204E-001 T 2 BD_2 First time derivative of finite element node 5 (number of elements = 1; element order = 5) translational displacement in Z, m/s + 126 1.264817120171E+000 T 2 BD_2 First time derivative of finite element node 5 (number of elements = 1; element order = 5) rotational displacement in X, rad/s + 127 6.276078175480E-003 T 2 BD_2 First time derivative of finite element node 5 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s + 128 -1.920657432247E-001 T 2 BD_2 First time derivative of finite element node 5 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s + 129 1.587987605191E-001 T 2 BD_2 First time derivative of finite element node 6 (number of elements = 1; element order = 5) translational displacement in X, m/s + 130 -8.054870343204E+001 T 2 BD_2 First time derivative of finite element node 6 (number of elements = 1; element order = 5) translational displacement in Y, m/s + 131 -3.591097811813E-001 T 2 BD_2 First time derivative of finite element node 6 (number of elements = 1; element order = 5) translational displacement in Z, m/s + 132 1.262831786018E+000 T 2 BD_2 First time derivative of finite element node 6 (number of elements = 1; element order = 5) rotational displacement in X, rad/s + 133 1.458418199637E-002 T 2 BD_2 First time derivative of finite element node 6 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s + 134 -2.130737741030E-001 T 2 BD_2 First time derivative of finite element node 6 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s + 135 1.216738365767E-002 T 2 BD_3 finite element node 2 (number of elements = 1; element order = 5) translational displacement in X, m + 136 3.827665554117E-003 T 2 BD_3 finite element node 2 (number of elements = 1; element order = 5) translational displacement in Y, m + 137 4.321414650053E-004 T 2 BD_3 finite element node 2 (number of elements = 1; element order = 5) translational displacement in Z, m + 138 -8.239658734274E-004 T 2 BD_3 finite element node 2 (number of elements = 1; element order = 5) rotational displacement in X, rad + 139 3.413180605735E-003 T 2 BD_3 finite element node 2 (number of elements = 1; element order = 5) rotational displacement in Y, rad + 140 1.095033975022E-005 T 2 BD_3 finite element node 2 (number of elements = 1; element order = 5) rotational displacement in Z, rad + 141 1.804071826584E-001 T 2 BD_3 finite element node 3 (number of elements = 1; element order = 5) translational displacement in X, m + 142 2.859338213577E-002 T 2 BD_3 finite element node 3 (number of elements = 1; element order = 5) translational displacement in Y, m + 143 1.438572213798E-003 T 2 BD_3 finite element node 3 (number of elements = 1; element order = 5) translational displacement in Z, m + 144 -1.815882289033E-003 T 2 BD_3 finite element node 3 (number of elements = 1; element order = 5) rotational displacement in X, rad + 145 2.129035586777E-002 T 2 BD_3 finite element node 3 (number of elements = 1; element order = 5) rotational displacement in Y, rad + 146 -1.736513145394E-004 T 2 BD_3 finite element node 3 (number of elements = 1; element order = 5) rotational displacement in Z, rad + 147 9.311112734400E-001 T 2 BD_3 finite element node 4 (number of elements = 1; element order = 5) translational displacement in X, m + 148 5.404265738946E-002 T 2 BD_3 finite element node 4 (number of elements = 1; element order = 5) translational displacement in Y, m + 149 -1.236558877895E-002 T 2 BD_3 finite element node 4 (number of elements = 1; element order = 5) translational displacement in Z, m + 150 -2.899039943324E-004 T 2 BD_3 finite element node 4 (number of elements = 1; element order = 5) rotational displacement in X, rad + 151 6.711390480136E-002 T 2 BD_3 finite element node 4 (number of elements = 1; element order = 5) rotational displacement in Y, rad + 152 -3.177334399626E-003 T 2 BD_3 finite element node 4 (number of elements = 1; element order = 5) rotational displacement in Z, rad + 153 2.336509313182E+000 T 2 BD_3 finite element node 5 (number of elements = 1; element order = 5) translational displacement in X, m + 154 4.522761586942E-002 T 2 BD_3 finite element node 5 (number of elements = 1; element order = 5) translational displacement in Y, m + 155 -7.643542163617E-002 T 2 BD_3 finite element node 5 (number of elements = 1; element order = 5) translational displacement in Z, m + 156 9.358942969604E-004 T 2 BD_3 finite element node 5 (number of elements = 1; element order = 5) rotational displacement in X, rad + 157 1.220236452991E-001 T 2 BD_3 finite element node 5 (number of elements = 1; element order = 5) rotational displacement in Y, rad + 158 -9.429672578693E-003 T 2 BD_3 finite element node 5 (number of elements = 1; element order = 5) rotational displacement in Z, rad + 159 3.322464910539E+000 T 2 BD_3 finite element node 6 (number of elements = 1; element order = 5) translational displacement in X, m + 160 3.585294182758E-002 T 2 BD_3 finite element node 6 (number of elements = 1; element order = 5) translational displacement in Y, m + 161 -1.444364271948E-001 T 2 BD_3 finite element node 6 (number of elements = 1; element order = 5) translational displacement in Z, m + 162 5.345898371716E-004 T 2 BD_3 finite element node 6 (number of elements = 1; element order = 5) rotational displacement in X, rad + 163 1.433398805028E-001 T 2 BD_3 finite element node 6 (number of elements = 1; element order = 5) rotational displacement in Y, rad + 164 -1.271273502856E-002 T 2 BD_3 finite element node 6 (number of elements = 1; element order = 5) rotational displacement in Z, rad + 165 4.484698122756E-001 T 2 BD_3 First time derivative of finite element node 2 (number of elements = 1; element order = 5) translational displacement in X, m/s + 166 -1.123478266703E+001 T 2 BD_3 First time derivative of finite element node 2 (number of elements = 1; element order = 5) translational displacement in Y, m/s + 167 3.568361603853E-002 T 2 BD_3 First time derivative of finite element node 2 (number of elements = 1; element order = 5) translational displacement in Z, m/s + 168 1.281877653411E+000 T 2 BD_3 First time derivative of finite element node 2 (number of elements = 1; element order = 5) rotational displacement in X, rad/s + 169 4.906178069847E-003 T 2 BD_3 First time derivative of finite element node 2 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s + 170 -5.100269955779E-002 T 2 BD_3 First time derivative of finite element node 2 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s + 171 4.985885489831E-001 T 2 BD_3 First time derivative of finite element node 3 (number of elements = 1; element order = 5) translational displacement in X, m/s + 172 -3.019692026228E+001 T 2 BD_3 First time derivative of finite element node 3 (number of elements = 1; element order = 5) translational displacement in Y, m/s + 173 6.666482221117E-002 T 2 BD_3 First time derivative of finite element node 3 (number of elements = 1; element order = 5) translational displacement in Z, m/s + 174 1.286523394326E+000 T 2 BD_3 First time derivative of finite element node 3 (number of elements = 1; element order = 5) rotational displacement in X, rad/s + 175 1.446984517646E-003 T 2 BD_3 First time derivative of finite element node 3 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s + 176 -6.202967438331E-002 T 2 BD_3 First time derivative of finite element node 3 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s + 177 4.867937841004E-001 T 2 BD_3 First time derivative of finite element node 4 (number of elements = 1; element order = 5) translational displacement in X, m/s + 178 -5.286380939093E+001 T 2 BD_3 First time derivative of finite element node 4 (number of elements = 1; element order = 5) translational displacement in Y, m/s + 179 1.000926912059E-001 T 2 BD_3 First time derivative of finite element node 4 (number of elements = 1; element order = 5) translational displacement in Z, m/s + 180 1.291221563547E+000 T 2 BD_3 First time derivative of finite element node 4 (number of elements = 1; element order = 5) rotational displacement in X, rad/s + 181 -1.164548854590E-003 T 2 BD_3 First time derivative of finite element node 4 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s + 182 -1.120647900592E-001 T 2 BD_3 First time derivative of finite element node 4 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s + 183 5.193993928481E-001 T 2 BD_3 First time derivative of finite element node 5 (number of elements = 1; element order = 5) translational displacement in X, m/s + 184 -7.206897007696E+001 T 2 BD_3 First time derivative of finite element node 5 (number of elements = 1; element order = 5) translational displacement in Y, m/s + 185 8.390643498860E-002 T 2 BD_3 First time derivative of finite element node 5 (number of elements = 1; element order = 5) translational displacement in Z, m/s + 186 1.292557455705E+000 T 2 BD_3 First time derivative of finite element node 5 (number of elements = 1; element order = 5) rotational displacement in X, rad/s + 187 8.792283587474E-003 T 2 BD_3 First time derivative of finite element node 5 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s + 188 -1.764948996030E-001 T 2 BD_3 First time derivative of finite element node 5 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s + 189 6.282258257281E-001 T 2 BD_3 First time derivative of finite element node 6 (number of elements = 1; element order = 5) translational displacement in X, m/s + 190 -8.152591322458E+001 T 2 BD_3 First time derivative of finite element node 6 (number of elements = 1; element order = 5) translational displacement in Y, m/s + 191 5.715915851186E-002 T 2 BD_3 First time derivative of finite element node 6 (number of elements = 1; element order = 5) translational displacement in Z, m/s + 192 1.292663633575E+000 T 2 BD_3 First time derivative of finite element node 6 (number of elements = 1; element order = 5) rotational displacement in X, rad/s + 193 2.039817472922E-002 T 2 BD_3 First time derivative of finite element node 6 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s + 194 -1.910274407306E-001 T 2 BD_3 First time derivative of finite element node 6 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s + 195 -7.920206557287E+000 T 2 AD vind (axial) at blade 1, node 1, m/s 196 0.000000000000E+000 T 2 AD vind (tangential) at blade 1, node 1, m/s 197 0.000000000000E+000 T 2 AD vind (axial) at blade 1, node 2, m/s 198 0.000000000000E+000 T 2 AD vind (tangential) at blade 1, node 2, m/s @@ -221,37 +221,37 @@ Order of continuous states: 200 0.000000000000E+000 T 2 AD vind (tangential) at blade 1, node 3, m/s 201 0.000000000000E+000 T 2 AD vind (axial) at blade 1, node 4, m/s 202 0.000000000000E+000 T 2 AD vind (tangential) at blade 1, node 4, m/s - 203 -2.218724524775E+000 T 2 AD vind (axial) at blade 1, node 5, m/s - 204 8.021290920418E-001 T 2 AD vind (tangential) at blade 1, node 5, m/s - 205 -2.072856905737E+000 T 2 AD vind (axial) at blade 1, node 6, m/s - 206 5.836046817472E-001 T 2 AD vind (tangential) at blade 1, node 6, m/s - 207 -1.838282043842E+000 T 2 AD vind (axial) at blade 1, node 7, m/s - 208 4.316445374728E-001 T 2 AD vind (tangential) at blade 1, node 7, m/s - 209 -1.863254783259E+000 T 2 AD vind (axial) at blade 1, node 8, m/s - 210 3.617586888161E-001 T 2 AD vind (tangential) at blade 1, node 8, m/s - 211 -2.256758799471E+000 T 2 AD vind (axial) at blade 1, node 9, m/s - 212 3.481942779690E-001 T 2 AD vind (tangential) at blade 1, node 9, m/s - 213 -2.406984874867E+000 T 2 AD vind (axial) at blade 1, node 10, m/s - 214 3.131804704422E-001 T 2 AD vind (tangential) at blade 1, node 10, m/s - 215 -2.948483353572E+000 T 2 AD vind (axial) at blade 1, node 11, m/s - 216 3.021089598306E-001 T 2 AD vind (tangential) at blade 1, node 11, m/s - 217 -3.343346705940E+000 T 2 AD vind (axial) at blade 1, node 12, m/s - 218 2.795281927643E-001 T 2 AD vind (tangential) at blade 1, node 12, m/s - 219 -3.278852113076E+000 T 2 AD vind (axial) at blade 1, node 13, m/s - 220 2.465046190270E-001 T 2 AD vind (tangential) at blade 1, node 13, m/s - 221 -3.507023539293E+000 T 2 AD vind (axial) at blade 1, node 14, m/s - 222 2.263880964740E-001 T 2 AD vind (tangential) at blade 1, node 14, m/s - 223 -3.730625554840E+000 T 2 AD vind (axial) at blade 1, node 15, m/s - 224 2.089100453847E-001 T 2 AD vind (tangential) at blade 1, node 15, m/s - 225 -3.929190389700E+000 T 2 AD vind (axial) at blade 1, node 16, m/s - 226 1.966323853766E-001 T 2 AD vind (tangential) at blade 1, node 16, m/s - 227 -4.056986910362E+000 T 2 AD vind (axial) at blade 1, node 17, m/s - 228 1.869566949299E-001 T 2 AD vind (tangential) at blade 1, node 17, m/s - 229 -3.797314208069E+000 T 2 AD vind (axial) at blade 1, node 18, m/s - 230 1.726156199251E-001 T 2 AD vind (tangential) at blade 1, node 18, m/s - 231 -6.477979912174E+000 T 2 AD vind (axial) at blade 1, node 19, m/s + 203 -2.218724512346E+000 T 2 AD vind (axial) at blade 1, node 5, m/s + 204 8.021290860645E-001 T 2 AD vind (tangential) at blade 1, node 5, m/s + 205 -2.072856889205E+000 T 2 AD vind (axial) at blade 1, node 6, m/s + 206 5.836046754849E-001 T 2 AD vind (tangential) at blade 1, node 6, m/s + 207 -1.838282024110E+000 T 2 AD vind (axial) at blade 1, node 7, m/s + 208 4.316445313380E-001 T 2 AD vind (tangential) at blade 1, node 7, m/s + 209 -1.863254761820E+000 T 2 AD vind (axial) at blade 1, node 8, m/s + 210 3.617586830082E-001 T 2 AD vind (tangential) at blade 1, node 8, m/s + 211 -2.256758778074E+000 T 2 AD vind (axial) at blade 1, node 9, m/s + 212 3.481942724306E-001 T 2 AD vind (tangential) at blade 1, node 9, m/s + 213 -2.406984853826E+000 T 2 AD vind (axial) at blade 1, node 10, m/s + 214 3.131804652431E-001 T 2 AD vind (tangential) at blade 1, node 10, m/s + 215 -2.948483336780E+000 T 2 AD vind (axial) at blade 1, node 11, m/s + 216 3.021089547793E-001 T 2 AD vind (tangential) at blade 1, node 11, m/s + 217 -3.343346692407E+000 T 2 AD vind (axial) at blade 1, node 12, m/s + 218 2.795281880655E-001 T 2 AD vind (tangential) at blade 1, node 12, m/s + 219 -3.278852107061E+000 T 2 AD vind (axial) at blade 1, node 13, m/s + 220 2.465046149809E-001 T 2 AD vind (tangential) at blade 1, node 13, m/s + 221 -3.507023535766E+000 T 2 AD vind (axial) at blade 1, node 14, m/s + 222 2.263880930010E-001 T 2 AD vind (tangential) at blade 1, node 14, m/s + 223 -3.730625553069E+000 T 2 AD vind (axial) at blade 1, node 15, m/s + 224 2.089100425171E-001 T 2 AD vind (tangential) at blade 1, node 15, m/s + 225 -3.929190387596E+000 T 2 AD vind (axial) at blade 1, node 16, m/s + 226 1.966323829882E-001 T 2 AD vind (tangential) at blade 1, node 16, m/s + 227 -4.056986905373E+000 T 2 AD vind (axial) at blade 1, node 17, m/s + 228 1.869566928215E-001 T 2 AD vind (tangential) at blade 1, node 17, m/s + 229 -3.797314196124E+000 T 2 AD vind (axial) at blade 1, node 18, m/s + 230 1.726156179694E-001 T 2 AD vind (tangential) at blade 1, node 18, m/s + 231 -6.477979862842E+000 T 2 AD vind (axial) at blade 1, node 19, m/s 232 0.000000000000E+000 T 2 AD vind (tangential) at blade 1, node 19, m/s - 233 -7.718199260045E+000 T 2 AD vind (axial) at blade 2, node 1, m/s + 233 -7.718199262810E+000 T 2 AD vind (axial) at blade 2, node 1, m/s 234 0.000000000000E+000 T 2 AD vind (tangential) at blade 2, node 1, m/s 235 0.000000000000E+000 T 2 AD vind (axial) at blade 2, node 2, m/s 236 0.000000000000E+000 T 2 AD vind (tangential) at blade 2, node 2, m/s @@ -259,37 +259,37 @@ Order of continuous states: 238 0.000000000000E+000 T 2 AD vind (tangential) at blade 2, node 3, m/s 239 0.000000000000E+000 T 2 AD vind (axial) at blade 2, node 4, m/s 240 0.000000000000E+000 T 2 AD vind (tangential) at blade 2, node 4, m/s - 241 -2.194856733271E+000 T 2 AD vind (axial) at blade 2, node 5, m/s - 242 7.695267031149E-001 T 2 AD vind (tangential) at blade 2, node 5, m/s - 243 -2.048900712802E+000 T 2 AD vind (axial) at blade 2, node 6, m/s - 244 5.662575828520E-001 T 2 AD vind (tangential) at blade 2, node 6, m/s - 245 -1.822462797499E+000 T 2 AD vind (axial) at blade 2, node 7, m/s - 246 4.221722732718E-001 T 2 AD vind (tangential) at blade 2, node 7, m/s - 247 -1.857956247171E+000 T 2 AD vind (axial) at blade 2, node 8, m/s - 248 3.568425509561E-001 T 2 AD vind (tangential) at blade 2, node 8, m/s - 249 -2.266001392684E+000 T 2 AD vind (axial) at blade 2, node 9, m/s - 250 3.463016402554E-001 T 2 AD vind (tangential) at blade 2, node 9, m/s - 251 -2.425180617185E+000 T 2 AD vind (axial) at blade 2, node 10, m/s - 252 3.130960613166E-001 T 2 AD vind (tangential) at blade 2, node 10, m/s - 253 -2.981886382148E+000 T 2 AD vind (axial) at blade 2, node 11, m/s - 254 3.032480056876E-001 T 2 AD vind (tangential) at blade 2, node 11, m/s - 255 -3.386883425080E+000 T 2 AD vind (axial) at blade 2, node 12, m/s - 256 2.817579318458E-001 T 2 AD vind (tangential) at blade 2, node 12, m/s - 257 -3.328814957965E+000 T 2 AD vind (axial) at blade 2, node 13, m/s - 258 2.495022598697E-001 T 2 AD vind (tangential) at blade 2, node 13, m/s - 259 -3.564308827394E+000 T 2 AD vind (axial) at blade 2, node 14, m/s - 260 2.302129300622E-001 T 2 AD vind (tangential) at blade 2, node 14, m/s - 261 -3.793771140663E+000 T 2 AD vind (axial) at blade 2, node 15, m/s - 262 2.135386330409E-001 T 2 AD vind (tangential) at blade 2, node 15, m/s - 263 -3.996110736734E+000 T 2 AD vind (axial) at blade 2, node 16, m/s - 264 2.020220187835E-001 T 2 AD vind (tangential) at blade 2, node 16, m/s - 265 -4.160170969413E+000 T 2 AD vind (axial) at blade 2, node 17, m/s - 266 1.923176450032E-001 T 2 AD vind (tangential) at blade 2, node 17, m/s - 267 -3.910927815722E+000 T 2 AD vind (axial) at blade 2, node 18, m/s - 268 1.797294846936E-001 T 2 AD vind (tangential) at blade 2, node 18, m/s - 269 -6.569744931540E+000 T 2 AD vind (axial) at blade 2, node 19, m/s + 241 -2.194856754228E+000 T 2 AD vind (axial) at blade 2, node 5, m/s + 242 7.695267140881E-001 T 2 AD vind (tangential) at blade 2, node 5, m/s + 243 -2.048900741818E+000 T 2 AD vind (axial) at blade 2, node 6, m/s + 244 5.662575942198E-001 T 2 AD vind (tangential) at blade 2, node 6, m/s + 245 -1.822462831337E+000 T 2 AD vind (axial) at blade 2, node 7, m/s + 246 4.221722840992E-001 T 2 AD vind (tangential) at blade 2, node 7, m/s + 247 -1.857956282701E+000 T 2 AD vind (axial) at blade 2, node 8, m/s + 248 3.568425609087E-001 T 2 AD vind (tangential) at blade 2, node 8, m/s + 249 -2.266001425915E+000 T 2 AD vind (axial) at blade 2, node 9, m/s + 250 3.463016493178E-001 T 2 AD vind (tangential) at blade 2, node 9, m/s + 251 -2.425180647409E+000 T 2 AD vind (axial) at blade 2, node 10, m/s + 252 3.130960693391E-001 T 2 AD vind (tangential) at blade 2, node 10, m/s + 253 -2.981886402361E+000 T 2 AD vind (axial) at blade 2, node 11, m/s + 254 3.032480128292E-001 T 2 AD vind (tangential) at blade 2, node 11, m/s + 255 -3.386883439437E+000 T 2 AD vind (axial) at blade 2, node 12, m/s + 256 2.817579377971E-001 T 2 AD vind (tangential) at blade 2, node 12, m/s + 257 -3.328814963507E+000 T 2 AD vind (axial) at blade 2, node 13, m/s + 258 2.495022643495E-001 T 2 AD vind (tangential) at blade 2, node 13, m/s + 259 -3.564308831063E+000 T 2 AD vind (axial) at blade 2, node 14, m/s + 260 2.302129332328E-001 T 2 AD vind (tangential) at blade 2, node 14, m/s + 261 -3.793771144942E+000 T 2 AD vind (axial) at blade 2, node 15, m/s + 262 2.135386349527E-001 T 2 AD vind (tangential) at blade 2, node 15, m/s + 263 -3.996110743649E+000 T 2 AD vind (axial) at blade 2, node 16, m/s + 264 2.020220196961E-001 T 2 AD vind (tangential) at blade 2, node 16, m/s + 265 -4.160170977553E+000 T 2 AD vind (axial) at blade 2, node 17, m/s + 266 1.923176450866E-001 T 2 AD vind (tangential) at blade 2, node 17, m/s + 267 -3.910927817607E+000 T 2 AD vind (axial) at blade 2, node 18, m/s + 268 1.797294837944E-001 T 2 AD vind (tangential) at blade 2, node 18, m/s + 269 -6.569744887439E+000 T 2 AD vind (axial) at blade 2, node 19, m/s 270 0.000000000000E+000 T 2 AD vind (tangential) at blade 2, node 19, m/s - 271 -7.851805969272E+000 T 2 AD vind (axial) at blade 3, node 1, m/s + 271 -7.851805973503E+000 T 2 AD vind (axial) at blade 3, node 1, m/s 272 0.000000000000E+000 T 2 AD vind (tangential) at blade 3, node 1, m/s 273 0.000000000000E+000 T 2 AD vind (axial) at blade 3, node 2, m/s 274 0.000000000000E+000 T 2 AD vind (tangential) at blade 3, node 2, m/s @@ -297,37 +297,37 @@ Order of continuous states: 276 0.000000000000E+000 T 2 AD vind (tangential) at blade 3, node 3, m/s 277 0.000000000000E+000 T 2 AD vind (axial) at blade 3, node 4, m/s 278 0.000000000000E+000 T 2 AD vind (tangential) at blade 3, node 4, m/s - 279 -2.239328448629E+000 T 2 AD vind (axial) at blade 3, node 5, m/s - 280 8.533970556281E-001 T 2 AD vind (tangential) at blade 3, node 5, m/s - 281 -2.115834594820E+000 T 2 AD vind (axial) at blade 3, node 6, m/s - 282 6.163006324310E-001 T 2 AD vind (tangential) at blade 3, node 6, m/s - 283 -1.878321539142E+000 T 2 AD vind (axial) at blade 3, node 7, m/s - 284 4.522379902591E-001 T 2 AD vind (tangential) at blade 3, node 7, m/s - 285 -1.895037092060E+000 T 2 AD vind (axial) at blade 3, node 8, m/s - 286 3.753382804955E-001 T 2 AD vind (tangential) at blade 3, node 8, m/s - 287 -2.276211505033E+000 T 2 AD vind (axial) at blade 3, node 9, m/s - 288 3.573123927465E-001 T 2 AD vind (tangential) at blade 3, node 9, m/s - 289 -2.429488429781E+000 T 2 AD vind (axial) at blade 3, node 10, m/s - 290 3.202976340072E-001 T 2 AD vind (tangential) at blade 3, node 10, m/s - 291 -2.975010289191E+000 T 2 AD vind (axial) at blade 3, node 11, m/s - 292 3.076023481800E-001 T 2 AD vind (tangential) at blade 3, node 11, m/s - 293 -3.382085933998E+000 T 2 AD vind (axial) at blade 3, node 12, m/s - 294 2.845360870333E-001 T 2 AD vind (tangential) at blade 3, node 12, m/s - 295 -3.334783247776E+000 T 2 AD vind (axial) at blade 3, node 13, m/s - 296 2.511834255949E-001 T 2 AD vind (tangential) at blade 3, node 13, m/s - 297 -3.581990948668E+000 T 2 AD vind (axial) at blade 3, node 14, m/s - 298 2.313754533881E-001 T 2 AD vind (tangential) at blade 3, node 14, m/s - 299 -3.823128700360E+000 T 2 AD vind (axial) at blade 3, node 15, m/s - 300 2.144578970582E-001 T 2 AD vind (tangential) at blade 3, node 15, m/s - 301 -4.033455233847E+000 T 2 AD vind (axial) at blade 3, node 16, m/s - 302 2.028443771905E-001 T 2 AD vind (tangential) at blade 3, node 16, m/s - 303 -4.209013649903E+000 T 2 AD vind (axial) at blade 3, node 17, m/s - 304 1.926812905365E-001 T 2 AD vind (tangential) at blade 3, node 17, m/s - 305 -3.948127318950E+000 T 2 AD vind (axial) at blade 3, node 18, m/s - 306 1.796609572889E-001 T 2 AD vind (tangential) at blade 3, node 18, m/s - 307 -6.511080937065E+000 T 2 AD vind (axial) at blade 3, node 19, m/s + 279 -2.239328432565E+000 T 2 AD vind (axial) at blade 3, node 5, m/s + 280 8.533970448123E-001 T 2 AD vind (tangential) at blade 3, node 5, m/s + 281 -2.115834572371E+000 T 2 AD vind (axial) at blade 3, node 6, m/s + 282 6.163006226425E-001 T 2 AD vind (tangential) at blade 3, node 6, m/s + 283 -1.878321516084E+000 T 2 AD vind (axial) at blade 3, node 7, m/s + 284 4.522379824018E-001 T 2 AD vind (tangential) at blade 3, node 7, m/s + 285 -1.895037070545E+000 T 2 AD vind (axial) at blade 3, node 8, m/s + 286 3.753382742739E-001 T 2 AD vind (tangential) at blade 3, node 8, m/s + 287 -2.276211487388E+000 T 2 AD vind (axial) at blade 3, node 9, m/s + 288 3.573123878899E-001 T 2 AD vind (tangential) at blade 3, node 9, m/s + 289 -2.429488415734E+000 T 2 AD vind (axial) at blade 3, node 10, m/s + 290 3.202976303459E-001 T 2 AD vind (tangential) at blade 3, node 10, m/s + 291 -2.975010280912E+000 T 2 AD vind (axial) at blade 3, node 11, m/s + 292 3.076023455003E-001 T 2 AD vind (tangential) at blade 3, node 11, m/s + 293 -3.382085928382E+000 T 2 AD vind (axial) at blade 3, node 12, m/s + 294 2.845360853981E-001 T 2 AD vind (tangential) at blade 3, node 12, m/s + 295 -3.334783244415E+000 T 2 AD vind (axial) at blade 3, node 13, m/s + 296 2.511834249827E-001 T 2 AD vind (tangential) at blade 3, node 13, m/s + 297 -3.581990944984E+000 T 2 AD vind (axial) at blade 3, node 14, m/s + 298 2.313754536924E-001 T 2 AD vind (tangential) at blade 3, node 14, m/s + 299 -3.823128694831E+000 T 2 AD vind (axial) at blade 3, node 15, m/s + 300 2.144578982168E-001 T 2 AD vind (tangential) at blade 3, node 15, m/s + 301 -4.033455226865E+000 T 2 AD vind (axial) at blade 3, node 16, m/s + 302 2.028443790503E-001 T 2 AD vind (tangential) at blade 3, node 16, m/s + 303 -4.209013646109E+000 T 2 AD vind (axial) at blade 3, node 17, m/s + 304 1.926812931039E-001 T 2 AD vind (tangential) at blade 3, node 17, m/s + 305 -3.948127330678E+000 T 2 AD vind (axial) at blade 3, node 18, m/s + 306 1.796609607887E-001 T 2 AD vind (tangential) at blade 3, node 18, m/s + 307 -6.511081039185E+000 T 2 AD vind (axial) at blade 3, node 19, m/s 308 0.000000000000E+000 T 2 AD vind (tangential) at blade 3, node 19, m/s - 309 -3.177018693919E+000 T 2 AD First time derivative of vind (axial) at blade 1, node 1, m/s/s + 309 -3.177018694990E+000 T 2 AD First time derivative of vind (axial) at blade 1, node 1, m/s/s 310 0.000000000000E+000 T 2 AD First time derivative of vind (tangential) at blade 1, node 1, m/s/s 311 0.000000000000E+000 T 2 AD First time derivative of vind (axial) at blade 1, node 2, m/s/s 312 0.000000000000E+000 T 2 AD First time derivative of vind (tangential) at blade 1, node 2, m/s/s @@ -335,37 +335,37 @@ Order of continuous states: 314 0.000000000000E+000 T 2 AD First time derivative of vind (tangential) at blade 1, node 3, m/s/s 315 0.000000000000E+000 T 2 AD First time derivative of vind (axial) at blade 1, node 4, m/s/s 316 0.000000000000E+000 T 2 AD First time derivative of vind (tangential) at blade 1, node 4, m/s/s - 317 -8.917484498837E-001 T 2 AD First time derivative of vind (axial) at blade 1, node 5, m/s/s - 318 3.240234750062E-001 T 2 AD First time derivative of vind (tangential) at blade 1, node 5, m/s/s - 319 -8.352561577101E-001 T 2 AD First time derivative of vind (axial) at blade 1, node 6, m/s/s - 320 2.362768451717E-001 T 2 AD First time derivative of vind (tangential) at blade 1, node 6, m/s/s - 321 -7.428182102769E-001 T 2 AD First time derivative of vind (axial) at blade 1, node 7, m/s/s - 322 1.753043268822E-001 T 2 AD First time derivative of vind (tangential) at blade 1, node 7, m/s/s - 323 -7.545955937242E-001 T 2 AD First time derivative of vind (axial) at blade 1, node 8, m/s/s - 324 1.473887121734E-001 T 2 AD First time derivative of vind (tangential) at blade 1, node 8, m/s/s - 325 -9.140538553360E-001 T 2 AD First time derivative of vind (axial) at blade 1, node 9, m/s/s - 326 1.421785004746E-001 T 2 AD First time derivative of vind (tangential) at blade 1, node 9, m/s/s - 327 -9.783204085119E-001 T 2 AD First time derivative of vind (axial) at blade 1, node 10, m/s/s - 328 1.286178779764E-001 T 2 AD First time derivative of vind (tangential) at blade 1, node 10, m/s/s - 329 -1.199311465166E+000 T 2 AD First time derivative of vind (axial) at blade 1, node 11, m/s/s - 330 1.248090014138E-001 T 2 AD First time derivative of vind (tangential) at blade 1, node 11, m/s/s - 331 -1.364853815595E+000 T 2 AD First time derivative of vind (axial) at blade 1, node 12, m/s/s - 332 1.166658622401E-001 T 2 AD First time derivative of vind (tangential) at blade 1, node 12, m/s/s - 333 -1.344761278009E+000 T 2 AD First time derivative of vind (axial) at blade 1, node 13, m/s/s - 334 1.043378132731E-001 T 2 AD First time derivative of vind (tangential) at blade 1, node 13, m/s/s - 335 -1.447249031863E+000 T 2 AD First time derivative of vind (axial) at blade 1, node 14, m/s/s - 336 9.761017296324E-002 T 2 AD First time derivative of vind (tangential) at blade 1, node 14, m/s/s - 337 -1.549752922771E+000 T 2 AD First time derivative of vind (axial) at blade 1, node 15, m/s/s - 338 9.219144005410E-002 T 2 AD First time derivative of vind (tangential) at blade 1, node 15, m/s/s - 339 -1.643066010936E+000 T 2 AD First time derivative of vind (axial) at blade 1, node 16, m/s/s - 340 8.885680695187E-002 T 2 AD First time derivative of vind (tangential) at blade 1, node 16, m/s/s - 341 -1.709305580903E+000 T 2 AD First time derivative of vind (axial) at blade 1, node 17, m/s/s - 342 8.666535709399E-002 T 2 AD First time derivative of vind (tangential) at blade 1, node 17, m/s/s - 343 -1.638003764653E+000 T 2 AD First time derivative of vind (axial) at blade 1, node 18, m/s/s - 344 8.317447807643E-002 T 2 AD First time derivative of vind (tangential) at blade 1, node 18, m/s/s - 345 -2.922231289568E+000 T 2 AD First time derivative of vind (axial) at blade 1, node 19, m/s/s + 317 -8.917484466223E-001 T 2 AD First time derivative of vind (axial) at blade 1, node 5, m/s/s + 318 3.240234734361E-001 T 2 AD First time derivative of vind (tangential) at blade 1, node 5, m/s/s + 319 -8.352561534510E-001 T 2 AD First time derivative of vind (axial) at blade 1, node 6, m/s/s + 320 2.362768435575E-001 T 2 AD First time derivative of vind (tangential) at blade 1, node 6, m/s/s + 321 -7.428182053171E-001 T 2 AD First time derivative of vind (axial) at blade 1, node 7, m/s/s + 322 1.753043253398E-001 T 2 AD First time derivative of vind (tangential) at blade 1, node 7, m/s/s + 323 -7.545955885003E-001 T 2 AD First time derivative of vind (axial) at blade 1, node 8, m/s/s + 324 1.473887107580E-001 T 2 AD First time derivative of vind (tangential) at blade 1, node 8, m/s/s + 325 -9.140538503169E-001 T 2 AD First time derivative of vind (axial) at blade 1, node 9, m/s/s + 326 1.421784991755E-001 T 2 AD First time derivative of vind (tangential) at blade 1, node 9, m/s/s + 327 -9.783204037970E-001 T 2 AD First time derivative of vind (axial) at blade 1, node 10, m/s/s + 328 1.286178768118E-001 T 2 AD First time derivative of vind (tangential) at blade 1, node 10, m/s/s + 329 -1.199311461601E+000 T 2 AD First time derivative of vind (axial) at blade 1, node 11, m/s/s + 330 1.248090003430E-001 T 2 AD First time derivative of vind (tangential) at blade 1, node 11, m/s/s + 331 -1.364853812901E+000 T 2 AD First time derivative of vind (axial) at blade 1, node 12, m/s/s + 332 1.166658613071E-001 T 2 AD First time derivative of vind (tangential) at blade 1, node 12, m/s/s + 333 -1.344761276894E+000 T 2 AD First time derivative of vind (axial) at blade 1, node 13, m/s/s + 334 1.043378125301E-001 T 2 AD First time derivative of vind (tangential) at blade 1, node 13, m/s/s + 335 -1.447249031259E+000 T 2 AD First time derivative of vind (axial) at blade 1, node 14, m/s/s + 336 9.761017238266E-002 T 2 AD First time derivative of vind (tangential) at blade 1, node 14, m/s/s + 337 -1.549752922487E+000 T 2 AD First time derivative of vind (axial) at blade 1, node 15, m/s/s + 338 9.219143962685E-002 T 2 AD First time derivative of vind (tangential) at blade 1, node 15, m/s/s + 339 -1.643066010632E+000 T 2 AD First time derivative of vind (axial) at blade 1, node 16, m/s/s + 340 8.885680663599E-002 T 2 AD First time derivative of vind (tangential) at blade 1, node 16, m/s/s + 341 -1.709305580287E+000 T 2 AD First time derivative of vind (axial) at blade 1, node 17, m/s/s + 342 8.666535684648E-002 T 2 AD First time derivative of vind (tangential) at blade 1, node 17, m/s/s + 343 -1.638003763422E+000 T 2 AD First time derivative of vind (axial) at blade 1, node 18, m/s/s + 344 8.317447787943E-002 T 2 AD First time derivative of vind (tangential) at blade 1, node 18, m/s/s + 345 -2.922231285075E+000 T 2 AD First time derivative of vind (axial) at blade 1, node 19, m/s/s 346 0.000000000000E+000 T 2 AD First time derivative of vind (tangential) at blade 1, node 19, m/s/s - 347 -3.109550302889E+000 T 2 AD First time derivative of vind (axial) at blade 2, node 1, m/s/s + 347 -3.109550303626E+000 T 2 AD First time derivative of vind (axial) at blade 2, node 1, m/s/s 348 0.000000000000E+000 T 2 AD First time derivative of vind (tangential) at blade 2, node 1, m/s/s 349 0.000000000000E+000 T 2 AD First time derivative of vind (axial) at blade 2, node 2, m/s/s 350 0.000000000000E+000 T 2 AD First time derivative of vind (tangential) at blade 2, node 2, m/s/s @@ -373,37 +373,37 @@ Order of continuous states: 352 0.000000000000E+000 T 2 AD First time derivative of vind (tangential) at blade 2, node 3, m/s/s 353 0.000000000000E+000 T 2 AD First time derivative of vind (axial) at blade 2, node 4, m/s/s 354 0.000000000000E+000 T 2 AD First time derivative of vind (tangential) at blade 2, node 4, m/s/s - 355 -8.862000201470E-001 T 2 AD First time derivative of vind (axial) at blade 2, node 5, m/s/s - 356 3.120122513060E-001 T 2 AD First time derivative of vind (tangential) at blade 2, node 5, m/s/s - 357 -8.276319753929E-001 T 2 AD First time derivative of vind (axial) at blade 2, node 6, m/s/s - 358 2.296176983712E-001 T 2 AD First time derivative of vind (tangential) at blade 2, node 6, m/s/s - 359 -7.368738502740E-001 T 2 AD First time derivative of vind (axial) at blade 2, node 7, m/s/s - 360 1.713530727468E-001 T 2 AD First time derivative of vind (tangential) at blade 2, node 7, m/s/s - 361 -7.516782743740E-001 T 2 AD First time derivative of vind (axial) at blade 2, node 8, m/s/s - 362 1.449972367243E-001 T 2 AD First time derivative of vind (tangential) at blade 2, node 8, m/s/s - 363 -9.163412292010E-001 T 2 AD First time derivative of vind (axial) at blade 2, node 9, m/s/s - 364 1.408451048415E-001 T 2 AD First time derivative of vind (tangential) at blade 2, node 9, m/s/s - 365 -9.829713473667E-001 T 2 AD First time derivative of vind (axial) at blade 2, node 10, m/s/s - 366 1.278351373612E-001 T 2 AD First time derivative of vind (tangential) at blade 2, node 10, m/s/s - 367 -1.209380350689E+000 T 2 AD First time derivative of vind (axial) at blade 2, node 11, m/s/s - 368 1.243817128781E-001 T 2 AD First time derivative of vind (tangential) at blade 2, node 11, m/s/s - 369 -1.377738307644E+000 T 2 AD First time derivative of vind (axial) at blade 2, node 12, m/s/s - 370 1.165077237202E-001 T 2 AD First time derivative of vind (tangential) at blade 2, node 12, m/s/s - 371 -1.359279514974E+000 T 2 AD First time derivative of vind (axial) at blade 2, node 13, m/s/s - 372 1.043595185784E-001 T 2 AD First time derivative of vind (tangential) at blade 2, node 13, m/s/s - 373 -1.462983831518E+000 T 2 AD First time derivative of vind (axial) at blade 2, node 14, m/s/s - 374 9.776860054788E-002 T 2 AD First time derivative of vind (tangential) at blade 2, node 14, m/s/s - 375 -1.566040965937E+000 T 2 AD First time derivative of vind (axial) at blade 2, node 15, m/s/s - 376 9.243401995160E-002 T 2 AD First time derivative of vind (tangential) at blade 2, node 15, m/s/s - 377 -1.658811025183E+000 T 2 AD First time derivative of vind (axial) at blade 2, node 16, m/s/s - 378 8.912654992440E-002 T 2 AD First time derivative of vind (tangential) at blade 2, node 16, m/s/s - 379 -1.730224672867E+000 T 2 AD First time derivative of vind (axial) at blade 2, node 17, m/s/s - 380 8.673374294153E-002 T 2 AD First time derivative of vind (tangential) at blade 2, node 17, m/s/s - 381 -1.655846222609E+000 T 2 AD First time derivative of vind (axial) at blade 2, node 18, m/s/s - 382 8.332125249863E-002 T 2 AD First time derivative of vind (tangential) at blade 2, node 18, m/s/s - 383 -2.916336563882E+000 T 2 AD First time derivative of vind (axial) at blade 2, node 19, m/s/s + 355 -8.862000256228E-001 T 2 AD First time derivative of vind (axial) at blade 2, node 5, m/s/s + 356 3.120122541710E-001 T 2 AD First time derivative of vind (tangential) at blade 2, node 5, m/s/s + 357 -8.276319828324E-001 T 2 AD First time derivative of vind (axial) at blade 2, node 6, m/s/s + 358 2.296177012839E-001 T 2 AD First time derivative of vind (tangential) at blade 2, node 6, m/s/s + 359 -7.368738587390E-001 T 2 AD First time derivative of vind (axial) at blade 2, node 7, m/s/s + 360 1.713530754535E-001 T 2 AD First time derivative of vind (tangential) at blade 2, node 7, m/s/s + 361 -7.516782829894E-001 T 2 AD First time derivative of vind (axial) at blade 2, node 8, m/s/s + 362 1.449972391357E-001 T 2 AD First time derivative of vind (tangential) at blade 2, node 8, m/s/s + 363 -9.163412369576E-001 T 2 AD First time derivative of vind (axial) at blade 2, node 9, m/s/s + 364 1.408451069547E-001 T 2 AD First time derivative of vind (tangential) at blade 2, node 9, m/s/s + 365 -9.829713541046E-001 T 2 AD First time derivative of vind (axial) at blade 2, node 10, m/s/s + 366 1.278351391473E-001 T 2 AD First time derivative of vind (tangential) at blade 2, node 10, m/s/s + 367 -1.209380354961E+000 T 2 AD First time derivative of vind (axial) at blade 2, node 11, m/s/s + 368 1.243817143825E-001 T 2 AD First time derivative of vind (tangential) at blade 2, node 11, m/s/s + 369 -1.377738310491E+000 T 2 AD First time derivative of vind (axial) at blade 2, node 12, m/s/s + 370 1.165077248933E-001 T 2 AD First time derivative of vind (tangential) at blade 2, node 12, m/s/s + 371 -1.359279515998E+000 T 2 AD First time derivative of vind (axial) at blade 2, node 13, m/s/s + 372 1.043595193937E-001 T 2 AD First time derivative of vind (tangential) at blade 2, node 13, m/s/s + 373 -1.462983832139E+000 T 2 AD First time derivative of vind (axial) at blade 2, node 14, m/s/s + 374 9.776860107132E-002 T 2 AD First time derivative of vind (tangential) at blade 2, node 14, m/s/s + 375 -1.566040966583E+000 T 2 AD First time derivative of vind (axial) at blade 2, node 15, m/s/s + 376 9.243402022982E-002 T 2 AD First time derivative of vind (tangential) at blade 2, node 15, m/s/s + 377 -1.658811026109E+000 T 2 AD First time derivative of vind (axial) at blade 2, node 16, m/s/s + 378 8.912655003700E-002 T 2 AD First time derivative of vind (tangential) at blade 2, node 16, m/s/s + 379 -1.730224673832E+000 T 2 AD First time derivative of vind (axial) at blade 2, node 17, m/s/s + 380 8.673374293919E-002 T 2 AD First time derivative of vind (tangential) at blade 2, node 17, m/s/s + 381 -1.655846222721E+000 T 2 AD First time derivative of vind (axial) at blade 2, node 18, m/s/s + 382 8.332125238444E-002 T 2 AD First time derivative of vind (tangential) at blade 2, node 18, m/s/s + 383 -2.916336558920E+000 T 2 AD First time derivative of vind (axial) at blade 2, node 19, m/s/s 384 0.000000000000E+000 T 2 AD First time derivative of vind (tangential) at blade 2, node 19, m/s/s - 385 -3.147035832015E+000 T 2 AD First time derivative of vind (axial) at blade 3, node 1, m/s/s + 385 -3.147035833142E+000 T 2 AD First time derivative of vind (axial) at blade 3, node 1, m/s/s 386 0.000000000000E+000 T 2 AD First time derivative of vind (tangential) at blade 3, node 1, m/s/s 387 0.000000000000E+000 T 2 AD First time derivative of vind (axial) at blade 3, node 2, m/s/s 388 0.000000000000E+000 T 2 AD First time derivative of vind (tangential) at blade 3, node 2, m/s/s @@ -411,235 +411,235 @@ Order of continuous states: 390 0.000000000000E+000 T 2 AD First time derivative of vind (tangential) at blade 3, node 3, m/s/s 391 0.000000000000E+000 T 2 AD First time derivative of vind (axial) at blade 3, node 4, m/s/s 392 0.000000000000E+000 T 2 AD First time derivative of vind (tangential) at blade 3, node 4, m/s/s - 393 -8.994540703150E-001 T 2 AD First time derivative of vind (axial) at blade 3, node 5, m/s/s - 394 3.442700218404E-001 T 2 AD First time derivative of vind (tangential) at blade 3, node 5, m/s/s - 395 -8.516540179338E-001 T 2 AD First time derivative of vind (axial) at blade 3, node 6, m/s/s - 396 2.490731786949E-001 T 2 AD First time derivative of vind (tangential) at blade 3, node 6, m/s/s - 397 -7.573970261802E-001 T 2 AD First time derivative of vind (axial) at blade 3, node 7, m/s/s - 398 1.831747805730E-001 T 2 AD First time derivative of vind (tangential) at blade 3, node 7, m/s/s - 399 -7.651195043929E-001 T 2 AD First time derivative of vind (axial) at blade 3, node 8, m/s/s - 400 1.523893940053E-001 T 2 AD First time derivative of vind (tangential) at blade 3, node 8, m/s/s - 401 -9.186081161064E-001 T 2 AD First time derivative of vind (axial) at blade 3, node 9, m/s/s - 402 1.453562961165E-001 T 2 AD First time derivative of vind (tangential) at blade 3, node 9, m/s/s - 403 -9.822244292112E-001 T 2 AD First time derivative of vind (axial) at blade 3, node 10, m/s/s - 404 1.309091332688E-001 T 2 AD First time derivative of vind (tangential) at blade 3, node 10, m/s/s - 405 -1.201409386290E+000 T 2 AD First time derivative of vind (axial) at blade 3, node 11, m/s/s - 406 1.264354180395E-001 T 2 AD First time derivative of vind (tangential) at blade 3, node 11, m/s/s - 407 -1.368001709280E+000 T 2 AD First time derivative of vind (axial) at blade 3, node 12, m/s/s - 408 1.179571691490E-001 T 2 AD First time derivative of vind (tangential) at blade 3, node 12, m/s/s - 409 -1.350384901576E+000 T 2 AD First time derivative of vind (axial) at blade 3, node 13, m/s/s - 410 1.053638627806E-001 T 2 AD First time derivative of vind (tangential) at blade 3, node 13, m/s/s - 411 -1.455251898192E+000 T 2 AD First time derivative of vind (axial) at blade 3, node 14, m/s/s - 412 9.851819682771E-002 T 2 AD First time derivative of vind (tangential) at blade 3, node 14, m/s/s - 413 -1.559289545598E+000 T 2 AD First time derivative of vind (axial) at blade 3, node 15, m/s/s - 414 9.302305536343E-002 T 2 AD First time derivative of vind (tangential) at blade 3, node 15, m/s/s - 415 -1.653013810815E+000 T 2 AD First time derivative of vind (axial) at blade 3, node 16, m/s/s - 416 8.964459263882E-002 T 2 AD First time derivative of vind (tangential) at blade 3, node 16, m/s/s - 417 -1.727858064093E+000 T 2 AD First time derivative of vind (axial) at blade 3, node 17, m/s/s - 418 8.717707519508E-002 T 2 AD First time derivative of vind (tangential) at blade 3, node 17, m/s/s - 419 -1.654957271380E+000 T 2 AD First time derivative of vind (axial) at blade 3, node 18, m/s/s - 420 8.375670310295E-002 T 2 AD First time derivative of vind (tangential) at blade 3, node 18, m/s/s - 421 -2.903329345973E+000 T 2 AD First time derivative of vind (axial) at blade 3, node 19, m/s/s + 393 -8.994540661379E-001 T 2 AD First time derivative of vind (axial) at blade 3, node 5, m/s/s + 394 3.442700190248E-001 T 2 AD First time derivative of vind (tangential) at blade 3, node 5, m/s/s + 395 -8.516540122032E-001 T 2 AD First time derivative of vind (axial) at blade 3, node 6, m/s/s + 396 2.490731761948E-001 T 2 AD First time derivative of vind (tangential) at blade 3, node 6, m/s/s + 397 -7.573970204401E-001 T 2 AD First time derivative of vind (axial) at blade 3, node 7, m/s/s + 398 1.831747786164E-001 T 2 AD First time derivative of vind (tangential) at blade 3, node 7, m/s/s + 399 -7.651194992055E-001 T 2 AD First time derivative of vind (axial) at blade 3, node 8, m/s/s + 400 1.523893925048E-001 T 2 AD First time derivative of vind (tangential) at blade 3, node 8, m/s/s + 401 -9.186081120159E-001 T 2 AD First time derivative of vind (axial) at blade 3, node 9, m/s/s + 402 1.453562949906E-001 T 2 AD First time derivative of vind (tangential) at blade 3, node 9, m/s/s + 403 -9.822244261066E-001 T 2 AD First time derivative of vind (axial) at blade 3, node 10, m/s/s + 404 1.309091324600E-001 T 2 AD First time derivative of vind (tangential) at blade 3, node 10, m/s/s + 405 -1.201409384560E+000 T 2 AD First time derivative of vind (axial) at blade 3, node 11, m/s/s + 406 1.264354174813E-001 T 2 AD First time derivative of vind (tangential) at blade 3, node 11, m/s/s + 407 -1.368001708183E+000 T 2 AD First time derivative of vind (axial) at blade 3, node 12, m/s/s + 408 1.179571688326E-001 T 2 AD First time derivative of vind (tangential) at blade 3, node 12, m/s/s + 409 -1.350384900965E+000 T 2 AD First time derivative of vind (axial) at blade 3, node 13, m/s/s + 410 1.053638626749E-001 T 2 AD First time derivative of vind (tangential) at blade 3, node 13, m/s/s + 411 -1.455251897581E+000 T 2 AD First time derivative of vind (axial) at blade 3, node 14, m/s/s + 412 9.851819688434E-002 T 2 AD First time derivative of vind (tangential) at blade 3, node 14, m/s/s + 413 -1.559289544775E+000 T 2 AD First time derivative of vind (axial) at blade 3, node 15, m/s/s + 414 9.302305554203E-002 T 2 AD First time derivative of vind (tangential) at blade 3, node 15, m/s/s + 415 -1.653013809884E+000 T 2 AD First time derivative of vind (axial) at blade 3, node 16, m/s/s + 416 8.964459289300E-002 T 2 AD First time derivative of vind (tangential) at blade 3, node 16, m/s/s + 417 -1.727858063641E+000 T 2 AD First time derivative of vind (axial) at blade 3, node 17, m/s/s + 418 8.717707551045E-002 T 2 AD First time derivative of vind (tangential) at blade 3, node 17, m/s/s + 419 -1.654957272674E+000 T 2 AD First time derivative of vind (axial) at blade 3, node 18, m/s/s + 420 8.375670348477E-002 T 2 AD First time derivative of vind (tangential) at blade 3, node 18, m/s/s + 421 -2.903329356410E+000 T 2 AD First time derivative of vind (axial) at blade 3, node 19, m/s/s 422 0.000000000000E+000 T 2 AD First time derivative of vind (tangential) at blade 3, node 19, m/s/s Order of continuous state derivatives: Row/Column Operating Point Rotating Frame? Derivative Order Description ---------- --------------- --------------- ---------------- ----------- - 1 3.857603107819E-001 F 2 First time derivative of ED 1st tower fore-aft bending mode DOF (internal DOF index = DOF_TFA1), m/s - 2 5.121440077525E-003 F 2 First time derivative of ED 1st tower side-to-side bending mode DOF (internal DOF index = DOF_TSS1), m/s - 3 8.802800094447E-004 F 2 First time derivative of ED 2nd tower fore-aft bending mode DOF (internal DOF index = DOF_TFA2), m/s - 4 -5.502930022009E-004 F 2 First time derivative of ED 2nd tower side-to-side bending mode DOF (internal DOF index = DOF_TSS2), m/s - 5 2.252457173144E-005 F 2 First time derivative of ED Nacelle yaw DOF (internal DOF index = DOF_Yaw), rad/s - 6 1.278376007675E+000 F 2 First time derivative of ED Variable speed generator DOF (internal DOF index = DOF_GeAz), rad/s - 7 3.121710378240E-003 F 2 First time derivative of ED Drivetrain rotational-flexibility DOF (internal DOF index = DOF_DrTr), rad/s - 8 7.128808886084E-003 F 2 First time derivative of ED First time derivative of 1st tower fore-aft bending mode DOF (internal DOF index = DOF_TFA1), m/s/s - 9 2.718567265597E-003 F 2 First time derivative of ED First time derivative of 1st tower side-to-side bending mode DOF (internal DOF index = DOF_TSS1), m/s/s - 10 -1.546713792300E-002 F 2 First time derivative of ED First time derivative of 2nd tower fore-aft bending mode DOF (internal DOF index = DOF_TFA2), m/s/s - 11 2.165794711142E-003 F 2 First time derivative of ED First time derivative of 2nd tower side-to-side bending mode DOF (internal DOF index = DOF_TSS2), m/s/s - 12 -2.137560321277E-003 F 2 First time derivative of ED First time derivative of Nacelle yaw DOF (internal DOF index = DOF_Yaw), rad/s/s - 13 2.219219146210E-002 F 2 First time derivative of ED First time derivative of Variable speed generator DOF (internal DOF index = DOF_GeAz), rad/s/s - 14 1.202745651099E-002 F 2 First time derivative of ED First time derivative of Drivetrain rotational-flexibility DOF (internal DOF index = DOF_DrTr), rad/s/s - 15 4.246249502691E-001 T 2 First time derivative of BD_1 finite element node 2 (number of elements = 1; element order = 5) translational displacement in X, m/s - 16 -1.109303251294E+001 T 2 First time derivative of BD_1 finite element node 2 (number of elements = 1; element order = 5) translational displacement in Y, m/s - 17 7.524010442230E-004 T 2 First time derivative of BD_1 finite element node 2 (number of elements = 1; element order = 5) translational displacement in Z, m/s - 18 1.278979318727E+000 T 2 First time derivative of BD_1 finite element node 2 (number of elements = 1; element order = 5) rotational displacement in X, rad/s - 19 3.095840345188E-003 T 2 First time derivative of BD_1 finite element node 2 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s - 20 -6.434574108625E-002 T 2 First time derivative of BD_1 finite element node 2 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s - 21 4.823316908671E-001 T 2 First time derivative of BD_1 finite element node 3 (number of elements = 1; element order = 5) translational displacement in X, m/s - 22 -2.995586833357E+001 T 2 First time derivative of BD_1 finite element node 3 (number of elements = 1; element order = 5) translational displacement in Y, m/s - 23 -7.927004098487E-002 T 2 First time derivative of BD_1 finite element node 3 (number of elements = 1; element order = 5) translational displacement in Z, m/s - 24 1.276248675393E+000 T 2 First time derivative of BD_1 finite element node 3 (number of elements = 1; element order = 5) rotational displacement in X, rad/s - 25 5.344163043683E-003 T 2 First time derivative of BD_1 finite element node 3 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s - 26 -7.532138017730E-002 T 2 First time derivative of BD_1 finite element node 3 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s - 27 6.296405817595E-001 T 2 First time derivative of BD_1 finite element node 4 (number of elements = 1; element order = 5) translational displacement in X, m/s - 28 -5.236828657612E+001 T 2 First time derivative of BD_1 finite element node 4 (number of elements = 1; element order = 5) translational displacement in Y, m/s - 29 -3.179542478865E-001 T 2 First time derivative of BD_1 finite element node 4 (number of elements = 1; element order = 5) translational displacement in Z, m/s - 30 1.273472401111E+000 T 2 First time derivative of BD_1 finite element node 4 (number of elements = 1; element order = 5) rotational displacement in X, rad/s - 31 1.607396443835E-002 T 2 First time derivative of BD_1 finite element node 4 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s - 32 -1.298568432062E-001 T 2 First time derivative of BD_1 finite element node 4 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s - 33 1.009546203187E+000 T 2 First time derivative of BD_1 finite element node 5 (number of elements = 1; element order = 5) translational displacement in X, m/s - 34 -7.129380361597E+001 T 2 First time derivative of BD_1 finite element node 5 (number of elements = 1; element order = 5) translational displacement in Y, m/s - 35 -6.427317943086E-001 T 2 First time derivative of BD_1 finite element node 5 (number of elements = 1; element order = 5) translational displacement in Z, m/s - 36 1.271146086762E+000 T 2 First time derivative of BD_1 finite element node 5 (number of elements = 1; element order = 5) rotational displacement in X, rad/s - 37 4.378691271341E-002 T 2 First time derivative of BD_1 finite element node 5 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s - 38 -2.042811946471E-001 T 2 First time derivative of BD_1 finite element node 5 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s - 39 1.385335612927E+000 T 2 First time derivative of BD_1 finite element node 6 (number of elements = 1; element order = 5) translational displacement in X, m/s - 40 -8.061372217530E+001 T 2 First time derivative of BD_1 finite element node 6 (number of elements = 1; element order = 5) translational displacement in Y, m/s - 41 -8.498354342879E-001 T 2 First time derivative of BD_1 finite element node 6 (number of elements = 1; element order = 5) translational displacement in Z, m/s - 42 1.270626811961E+000 T 2 First time derivative of BD_1 finite element node 6 (number of elements = 1; element order = 5) rotational displacement in X, rad/s - 43 6.428748157187E-002 T 2 First time derivative of BD_1 finite element node 6 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s - 44 -2.224880771960E-001 T 2 First time derivative of BD_1 finite element node 6 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s - 45 -9.342386235304E-001 T 2 First time derivative of BD_1 First time derivative of finite element node 2 (number of elements = 1; element order = 5) translational displacement in X, m/s/s - 46 -4.084535062905E-001 T 2 First time derivative of BD_1 First time derivative of finite element node 2 (number of elements = 1; element order = 5) translational displacement in Y, m/s/s - 47 -1.430666331863E+001 T 2 First time derivative of BD_1 First time derivative of finite element node 2 (number of elements = 1; element order = 5) translational displacement in Z, m/s/s - 48 3.788329799371E-002 T 2 First time derivative of BD_1 First time derivative of finite element node 2 (number of elements = 1; element order = 5) rotational displacement in X, rad/s/s - 49 -2.450078936505E-002 T 2 First time derivative of BD_1 First time derivative of finite element node 2 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s/s - 50 -5.222743688643E-003 T 2 First time derivative of BD_1 First time derivative of finite element node 2 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s/s - 51 -2.436365547276E+000 T 2 First time derivative of BD_1 First time derivative of finite element node 3 (number of elements = 1; element order = 5) translational displacement in X, m/s/s - 52 -9.341027466933E-001 T 2 First time derivative of BD_1 First time derivative of finite element node 3 (number of elements = 1; element order = 5) translational displacement in Y, m/s/s - 53 -3.839985188839E+001 T 2 First time derivative of BD_1 First time derivative of finite element node 3 (number of elements = 1; element order = 5) translational displacement in Z, m/s/s - 54 3.571856257517E-002 T 2 First time derivative of BD_1 First time derivative of finite element node 3 (number of elements = 1; element order = 5) rotational displacement in X, rad/s/s - 55 2.600785973736E-002 T 2 First time derivative of BD_1 First time derivative of finite element node 3 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s/s - 56 -1.699270530632E-001 T 2 First time derivative of BD_1 First time derivative of finite element node 3 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s/s - 57 -2.725972673761E+000 T 2 First time derivative of BD_1 First time derivative of finite element node 4 (number of elements = 1; element order = 5) translational displacement in X, m/s/s - 58 -1.204185038061E+000 T 2 First time derivative of BD_1 First time derivative of finite element node 4 (number of elements = 1; element order = 5) translational displacement in Y, m/s/s - 59 -6.707167879059E+001 T 2 First time derivative of BD_1 First time derivative of finite element node 4 (number of elements = 1; element order = 5) translational displacement in Z, m/s/s - 60 -2.732126145172E-002 T 2 First time derivative of BD_1 First time derivative of finite element node 4 (number of elements = 1; element order = 5) rotational displacement in X, rad/s/s - 61 1.769765176560E-001 T 2 First time derivative of BD_1 First time derivative of finite element node 4 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s/s - 62 -9.310072878791E-001 T 2 First time derivative of BD_1 First time derivative of finite element node 4 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s/s - 63 -4.691607740797E+000 T 2 First time derivative of BD_1 First time derivative of finite element node 5 (number of elements = 1; element order = 5) translational displacement in X, m/s/s - 64 -1.520738565249E+000 T 2 First time derivative of BD_1 First time derivative of finite element node 5 (number of elements = 1; element order = 5) translational displacement in Y, m/s/s - 65 -9.124238439376E+001 T 2 First time derivative of BD_1 First time derivative of finite element node 5 (number of elements = 1; element order = 5) translational displacement in Z, m/s/s - 66 -1.367029975986E-001 T 2 First time derivative of BD_1 First time derivative of finite element node 5 (number of elements = 1; element order = 5) rotational displacement in X, rad/s/s - 67 -9.563949718317E-002 T 2 First time derivative of BD_1 First time derivative of finite element node 5 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s/s - 68 -1.901477029735E+000 T 2 First time derivative of BD_1 First time derivative of finite element node 5 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s/s - 69 -9.729102440581E+000 T 2 First time derivative of BD_1 First time derivative of finite element node 6 (number of elements = 1; element order = 5) translational displacement in X, m/s/s - 70 -2.135839418101E+000 T 2 First time derivative of BD_1 First time derivative of finite element node 6 (number of elements = 1; element order = 5) translational displacement in Y, m/s/s - 71 -1.028120324593E+002 T 2 First time derivative of BD_1 First time derivative of finite element node 6 (number of elements = 1; element order = 5) translational displacement in Z, m/s/s - 72 -1.755286656974E-001 T 2 First time derivative of BD_1 First time derivative of finite element node 6 (number of elements = 1; element order = 5) rotational displacement in X, rad/s/s - 73 -6.113392539179E-001 T 2 First time derivative of BD_1 First time derivative of finite element node 6 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s/s - 74 -2.097060781747E+000 T 2 First time derivative of BD_1 First time derivative of finite element node 6 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s/s - 75 3.308631515837E-001 T 2 First time derivative of BD_2 finite element node 2 (number of elements = 1; element order = 5) translational displacement in X, m/s - 76 -1.117962918371E+001 T 2 First time derivative of BD_2 finite element node 2 (number of elements = 1; element order = 5) translational displacement in Y, m/s - 77 -9.035642409882E-002 T 2 First time derivative of BD_2 finite element node 2 (number of elements = 1; element order = 5) translational displacement in Z, m/s - 78 1.279261051146E+000 T 2 First time derivative of BD_2 finite element node 2 (number of elements = 1; element order = 5) rotational displacement in X, rad/s - 79 -7.512771700581E-003 T 2 First time derivative of BD_2 finite element node 2 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s - 80 -5.490768578092E-002 T 2 First time derivative of BD_2 finite element node 2 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s - 81 2.205015312793E-001 T 2 First time derivative of BD_2 finite element node 3 (number of elements = 1; element order = 5) translational displacement in X, m/s - 82 -3.004515316354E+001 T 2 First time derivative of BD_2 finite element node 3 (number of elements = 1; element order = 5) translational displacement in Y, m/s - 83 -9.623281962526E-002 T 2 First time derivative of BD_2 finite element node 3 (number of elements = 1; element order = 5) translational displacement in Z, m/s - 84 1.276185002874E+000 T 2 First time derivative of BD_2 finite element node 3 (number of elements = 1; element order = 5) rotational displacement in X, rad/s - 85 -7.462225762508E-003 T 2 First time derivative of BD_2 finite element node 3 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s - 86 -6.449339662819E-002 T 2 First time derivative of BD_2 finite element node 3 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s - 87 1.013171054772E-001 T 2 First time derivative of BD_2 finite element node 4 (number of elements = 1; element order = 5) translational displacement in X, m/s - 88 -5.243734369403E+001 T 2 First time derivative of BD_2 finite element node 4 (number of elements = 1; element order = 5) translational displacement in Y, m/s - 89 -1.572450189164E-001 T 2 First time derivative of BD_2 finite element node 4 (number of elements = 1; element order = 5) translational displacement in Z, m/s - 90 1.271198866181E+000 T 2 First time derivative of BD_2 finite element node 4 (number of elements = 1; element order = 5) rotational displacement in X, rad/s - 91 -4.470721236894E-003 T 2 First time derivative of BD_2 finite element node 4 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s - 92 -1.164331245729E-001 T 2 First time derivative of BD_2 finite element node 4 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s - 93 8.952316576820E-002 T 2 First time derivative of BD_2 finite element node 5 (number of elements = 1; element order = 5) translational displacement in X, m/s - 94 -7.128938976177E+001 T 2 First time derivative of BD_2 finite element node 5 (number of elements = 1; element order = 5) translational displacement in Y, m/s - 95 -2.781971292162E-001 T 2 First time derivative of BD_2 finite element node 5 (number of elements = 1; element order = 5) translational displacement in Z, m/s - 96 1.264817112436E+000 T 2 First time derivative of BD_2 finite element node 5 (number of elements = 1; element order = 5) rotational displacement in X, rad/s - 97 6.275994763252E-003 T 2 First time derivative of BD_2 finite element node 5 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s - 98 -1.920658069675E-001 T 2 First time derivative of BD_2 finite element node 5 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s - 99 1.587988314324E-001 T 2 First time derivative of BD_2 finite element node 6 (number of elements = 1; element order = 5) translational displacement in X, m/s - 100 -8.054870311558E+001 T 2 First time derivative of BD_2 finite element node 6 (number of elements = 1; element order = 5) translational displacement in Y, m/s - 101 -3.591089576833E-001 T 2 First time derivative of BD_2 finite element node 6 (number of elements = 1; element order = 5) translational displacement in Z, m/s - 102 1.262831780182E+000 T 2 First time derivative of BD_2 finite element node 6 (number of elements = 1; element order = 5) rotational displacement in X, rad/s - 103 1.458413290011E-002 T 2 First time derivative of BD_2 finite element node 6 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s - 104 -2.130738375184E-001 T 2 First time derivative of BD_2 finite element node 6 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s - 105 -5.446867504456E-001 T 2 First time derivative of BD_2 First time derivative of finite element node 2 (number of elements = 1; element order = 5) translational displacement in X, m/s/s - 106 -2.972879784174E-001 T 2 First time derivative of BD_2 First time derivative of finite element node 2 (number of elements = 1; element order = 5) translational displacement in Y, m/s/s - 107 -1.422219776956E+001 T 2 First time derivative of BD_2 First time derivative of finite element node 2 (number of elements = 1; element order = 5) translational displacement in Z, m/s/s - 108 3.117033916759E-002 T 2 First time derivative of BD_2 First time derivative of finite element node 2 (number of elements = 1; element order = 5) rotational displacement in X, rad/s/s - 109 6.865112734659E-003 T 2 First time derivative of BD_2 First time derivative of finite element node 2 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s/s - 110 2.527328103123E-003 T 2 First time derivative of BD_2 First time derivative of finite element node 2 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s/s - 111 -1.515913195570E+000 T 2 First time derivative of BD_2 First time derivative of finite element node 3 (number of elements = 1; element order = 5) translational displacement in X, m/s/s - 112 -6.716292052418E-001 T 2 First time derivative of BD_2 First time derivative of finite element node 3 (number of elements = 1; element order = 5) translational displacement in Y, m/s/s - 113 -3.832491018570E+001 T 2 First time derivative of BD_2 First time derivative of finite element node 3 (number of elements = 1; element order = 5) translational displacement in Z, m/s/s - 114 1.862793849136E-002 T 2 First time derivative of BD_2 First time derivative of finite element node 3 (number of elements = 1; element order = 5) rotational displacement in X, rad/s/s - 115 3.428687732665E-002 T 2 First time derivative of BD_2 First time derivative of finite element node 3 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s/s - 116 -5.601253895310E-002 T 2 First time derivative of BD_2 First time derivative of finite element node 3 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s/s - 117 -1.689565770488E+000 T 2 First time derivative of BD_2 First time derivative of finite element node 4 (number of elements = 1; element order = 5) translational displacement in X, m/s/s - 118 -7.639535549391E-001 T 2 First time derivative of BD_2 First time derivative of finite element node 4 (number of elements = 1; element order = 5) translational displacement in Y, m/s/s - 119 -6.694908077154E+001 T 2 First time derivative of BD_2 First time derivative of finite element node 4 (number of elements = 1; element order = 5) translational displacement in Z, m/s/s - 120 -2.005372174023E-002 T 2 First time derivative of BD_2 First time derivative of finite element node 4 (number of elements = 1; element order = 5) rotational displacement in X, rad/s/s - 121 1.533418663506E-001 T 2 First time derivative of BD_2 First time derivative of finite element node 4 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s/s - 122 -3.888924637689E-001 T 2 First time derivative of BD_2 First time derivative of finite element node 4 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s/s - 123 -3.030235102922E+000 T 2 First time derivative of BD_2 First time derivative of finite element node 5 (number of elements = 1; element order = 5) translational displacement in X, m/s/s - 124 -8.409525319149E-001 T 2 First time derivative of BD_2 First time derivative of finite element node 5 (number of elements = 1; element order = 5) translational displacement in Y, m/s/s - 125 -9.098140303186E+001 T 2 First time derivative of BD_2 First time derivative of finite element node 5 (number of elements = 1; element order = 5) translational displacement in Z, m/s/s - 126 -8.003995802518E-002 T 2 First time derivative of BD_2 First time derivative of finite element node 5 (number of elements = 1; element order = 5) rotational displacement in X, rad/s/s - 127 -2.669022368050E-002 T 2 First time derivative of BD_2 First time derivative of finite element node 5 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s/s - 128 -8.418162574303E-001 T 2 First time derivative of BD_2 First time derivative of finite element node 5 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s/s - 129 -6.697430784579E+000 T 2 First time derivative of BD_2 First time derivative of finite element node 6 (number of elements = 1; element order = 5) translational displacement in X, m/s/s - 130 -1.092245757226E+000 T 2 First time derivative of BD_2 First time derivative of finite element node 6 (number of elements = 1; element order = 5) translational displacement in Y, m/s/s - 131 -1.024826305189E+002 T 2 First time derivative of BD_2 First time derivative of finite element node 6 (number of elements = 1; element order = 5) translational displacement in Z, m/s/s - 132 -1.065810261123E-001 T 2 First time derivative of BD_2 First time derivative of finite element node 6 (number of elements = 1; element order = 5) rotational displacement in X, rad/s/s - 133 -4.067610723180E-001 T 2 First time derivative of BD_2 First time derivative of finite element node 6 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s/s - 134 -9.136258125536E-001 T 2 First time derivative of BD_2 First time derivative of finite element node 6 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s/s - 135 4.484690465057E-001 T 2 First time derivative of BD_3 finite element node 2 (number of elements = 1; element order = 5) translational displacement in X, m/s - 136 -1.123478222577E+001 T 2 First time derivative of BD_3 finite element node 2 (number of elements = 1; element order = 5) translational displacement in Y, m/s - 137 3.568323200851E-002 T 2 First time derivative of BD_3 finite element node 2 (number of elements = 1; element order = 5) translational displacement in Z, m/s - 138 1.281877650688E+000 T 2 First time derivative of BD_3 finite element node 2 (number of elements = 1; element order = 5) rotational displacement in X, rad/s - 139 4.906114922807E-003 T 2 First time derivative of BD_3 finite element node 2 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s - 140 -5.100277993527E-002 T 2 First time derivative of BD_3 finite element node 2 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s - 141 4.985872568843E-001 T 2 First time derivative of BD_3 finite element node 3 (number of elements = 1; element order = 5) translational displacement in X, m/s - 142 -3.019691982904E+001 T 2 First time derivative of BD_3 finite element node 3 (number of elements = 1; element order = 5) translational displacement in Y, m/s - 143 6.666442249491E-002 T 2 First time derivative of BD_3 finite element node 3 (number of elements = 1; element order = 5) translational displacement in Z, m/s - 144 1.286523397401E+000 T 2 First time derivative of BD_3 finite element node 3 (number of elements = 1; element order = 5) rotational displacement in X, rad/s - 145 1.446978314023E-003 T 2 First time derivative of BD_3 finite element node 3 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s - 146 -6.202975420292E-002 T 2 First time derivative of BD_3 finite element node 3 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s - 147 4.867931307312E-001 T 2 First time derivative of BD_3 finite element node 4 (number of elements = 1; element order = 5) translational displacement in X, m/s - 148 -5.286380917419E+001 T 2 First time derivative of BD_3 finite element node 4 (number of elements = 1; element order = 5) translational displacement in Y, m/s - 149 1.000922061116E-001 T 2 First time derivative of BD_3 finite element node 4 (number of elements = 1; element order = 5) translational displacement in Z, m/s - 150 1.291221576606E+000 T 2 First time derivative of BD_3 finite element node 4 (number of elements = 1; element order = 5) rotational displacement in X, rad/s - 151 -1.164481914250E-003 T 2 First time derivative of BD_3 finite element node 4 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s - 152 -1.120648764099E-001 T 2 First time derivative of BD_3 finite element node 4 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s - 153 5.193998060905E-001 T 2 First time derivative of BD_3 finite element node 5 (number of elements = 1; element order = 5) translational displacement in X, m/s - 154 -7.206897022872E+001 T 2 First time derivative of BD_3 finite element node 5 (number of elements = 1; element order = 5) translational displacement in Y, m/s - 155 8.390580578907E-002 T 2 First time derivative of BD_3 finite element node 5 (number of elements = 1; element order = 5) translational displacement in Z, m/s - 156 1.292557470706E+000 T 2 First time derivative of BD_3 finite element node 5 (number of elements = 1; element order = 5) rotational displacement in X, rad/s - 157 8.792343340346E-003 T 2 First time derivative of BD_3 finite element node 5 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s - 158 -1.764950011087E-001 T 2 First time derivative of BD_3 finite element node 5 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s - 159 6.282264768668E-001 T 2 First time derivative of BD_3 finite element node 6 (number of elements = 1; element order = 5) translational displacement in X, m/s - 160 -8.152591358779E+001 T 2 First time derivative of BD_3 finite element node 6 (number of elements = 1; element order = 5) translational displacement in Y, m/s - 161 5.715846814173E-002 T 2 First time derivative of BD_3 finite element node 6 (number of elements = 1; element order = 5) translational displacement in Z, m/s - 162 1.292663647658E+000 T 2 First time derivative of BD_3 finite element node 6 (number of elements = 1; element order = 5) rotational displacement in X, rad/s - 163 2.039818749223E-002 T 2 First time derivative of BD_3 finite element node 6 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s - 164 -1.910275460328E-001 T 2 First time derivative of BD_3 finite element node 6 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s - 165 -6.437642606527E-001 T 2 First time derivative of BD_3 First time derivative of finite element node 2 (number of elements = 1; element order = 5) translational displacement in X, m/s/s - 166 -2.389316976150E-001 T 2 First time derivative of BD_3 First time derivative of finite element node 2 (number of elements = 1; element order = 5) translational displacement in Y, m/s/s - 167 -1.436902718623E+001 T 2 First time derivative of BD_3 First time derivative of finite element node 2 (number of elements = 1; element order = 5) translational displacement in Z, m/s/s - 168 2.547091793066E-002 T 2 First time derivative of BD_3 First time derivative of finite element node 2 (number of elements = 1; element order = 5) rotational displacement in X, rad/s/s - 169 -8.227746056114E-003 T 2 First time derivative of BD_3 First time derivative of finite element node 2 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s/s - 170 -2.632844945156E-002 T 2 First time derivative of BD_3 First time derivative of finite element node 2 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s/s - 171 -1.717781210178E+000 T 2 First time derivative of BD_3 First time derivative of finite element node 3 (number of elements = 1; element order = 5) translational displacement in X, m/s/s - 172 -5.129471765291E-001 T 2 First time derivative of BD_3 First time derivative of finite element node 3 (number of elements = 1; element order = 5) translational displacement in Y, m/s/s - 173 -3.871800791658E+001 T 2 First time derivative of BD_3 First time derivative of finite element node 3 (number of elements = 1; element order = 5) translational displacement in Z, m/s/s - 174 5.073619431180E-003 T 2 First time derivative of BD_3 First time derivative of finite element node 3 (number of elements = 1; element order = 5) rotational displacement in X, rad/s/s - 175 2.577897175292E-002 T 2 First time derivative of BD_3 First time derivative of finite element node 3 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s/s - 176 -1.056280707106E-001 T 2 First time derivative of BD_3 First time derivative of finite element node 3 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s/s - 177 -2.174185208976E+000 T 2 First time derivative of BD_3 First time derivative of finite element node 4 (number of elements = 1; element order = 5) translational displacement in X, m/s/s - 178 -4.753281123546E-001 T 2 First time derivative of BD_3 First time derivative of finite element node 4 (number of elements = 1; element order = 5) translational displacement in Y, m/s/s - 179 -6.802622748378E+001 T 2 First time derivative of BD_3 First time derivative of finite element node 4 (number of elements = 1; element order = 5) translational displacement in Z, m/s/s - 180 -4.038478864019E-002 T 2 First time derivative of BD_3 First time derivative of finite element node 4 (number of elements = 1; element order = 5) rotational displacement in X, rad/s/s - 181 1.073463640904E-001 T 2 First time derivative of BD_3 First time derivative of finite element node 4 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s/s - 182 -4.781926216124E-001 T 2 First time derivative of BD_3 First time derivative of finite element node 4 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s/s - 183 -4.858180653991E+000 T 2 First time derivative of BD_3 First time derivative of finite element node 5 (number of elements = 1; element order = 5) translational displacement in X, m/s/s - 184 -3.537475814374E-001 T 2 First time derivative of BD_3 First time derivative of finite element node 5 (number of elements = 1; element order = 5) translational displacement in Y, m/s/s - 185 -9.282921307770E+001 T 2 First time derivative of BD_3 First time derivative of finite element node 5 (number of elements = 1; element order = 5) translational displacement in Z, m/s/s - 186 -1.122076052217E-001 T 2 First time derivative of BD_3 First time derivative of finite element node 5 (number of elements = 1; element order = 5) rotational displacement in X, rad/s/s - 187 -2.033029820790E-001 T 2 First time derivative of BD_3 First time derivative of finite element node 5 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s/s - 188 -9.443161459852E-001 T 2 First time derivative of BD_3 First time derivative of finite element node 5 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s/s - 189 -1.002365683262E+001 T 2 First time derivative of BD_3 First time derivative of finite element node 6 (number of elements = 1; element order = 5) translational displacement in X, m/s/s - 190 -3.722679557696E-001 T 2 First time derivative of BD_3 First time derivative of finite element node 6 (number of elements = 1; element order = 5) translational displacement in Y, m/s/s - 191 -1.046623863713E+002 T 2 First time derivative of BD_3 First time derivative of finite element node 6 (number of elements = 1; element order = 5) translational displacement in Z, m/s/s - 192 -1.464436377577E-001 T 2 First time derivative of BD_3 First time derivative of finite element node 6 (number of elements = 1; element order = 5) rotational displacement in X, rad/s/s - 193 -6.804414531494E-001 T 2 First time derivative of BD_3 First time derivative of finite element node 6 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s/s - 194 -1.017275735710E+000 T 2 First time derivative of BD_3 First time derivative of finite element node 6 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s/s - 195 1.313828083394E-001 T 2 First time derivative of AD vind (axial) at blade 1, node 1, m/s/s + 1 3.857602370588E-001 F 2 First time derivative of ED 1st tower fore-aft bending mode DOF (internal DOF index = DOF_TFA1), m/s + 2 5.121443140047E-003 F 2 First time derivative of ED 1st tower side-to-side bending mode DOF (internal DOF index = DOF_TSS1), m/s + 3 8.802754617087E-004 F 2 First time derivative of ED 2nd tower fore-aft bending mode DOF (internal DOF index = DOF_TFA2), m/s + 4 -5.502927124963E-004 F 2 First time derivative of ED 2nd tower side-to-side bending mode DOF (internal DOF index = DOF_TSS2), m/s + 5 2.252503863655E-005 F 2 First time derivative of ED Nacelle yaw DOF (internal DOF index = DOF_Yaw), rad/s + 6 1.278376007995E+000 F 2 First time derivative of ED Variable speed generator DOF (internal DOF index = DOF_GeAz), rad/s + 7 3.121712579828E-003 F 2 First time derivative of ED Drivetrain rotational-flexibility DOF (internal DOF index = DOF_DrTr), rad/s + 8 7.128402756014E-003 F 2 First time derivative of ED First time derivative of 1st tower fore-aft bending mode DOF (internal DOF index = DOF_TFA1), m/s/s + 9 2.718578193494E-003 F 2 First time derivative of ED First time derivative of 1st tower side-to-side bending mode DOF (internal DOF index = DOF_TSS1), m/s/s + 10 -1.546712973278E-002 F 2 First time derivative of ED First time derivative of 2nd tower fore-aft bending mode DOF (internal DOF index = DOF_TFA2), m/s/s + 11 2.165800003971E-003 F 2 First time derivative of ED First time derivative of 2nd tower side-to-side bending mode DOF (internal DOF index = DOF_TSS2), m/s/s + 12 -2.137564594196E-003 F 2 First time derivative of ED First time derivative of Nacelle yaw DOF (internal DOF index = DOF_Yaw), rad/s/s + 13 2.219221010048E-002 F 2 First time derivative of ED First time derivative of Variable speed generator DOF (internal DOF index = DOF_GeAz), rad/s/s + 14 1.202742940883E-002 F 2 First time derivative of ED First time derivative of Drivetrain rotational-flexibility DOF (internal DOF index = DOF_DrTr), rad/s/s + 15 4.246253852075E-001 T 2 First time derivative of BD_1 finite element node 2 (number of elements = 1; element order = 5) translational displacement in X, m/s + 16 -1.109303192104E+001 T 2 First time derivative of BD_1 finite element node 2 (number of elements = 1; element order = 5) translational displacement in Y, m/s + 17 7.525585056928E-004 T 2 First time derivative of BD_1 finite element node 2 (number of elements = 1; element order = 5) translational displacement in Z, m/s + 18 1.278979313557E+000 T 2 First time derivative of BD_1 finite element node 2 (number of elements = 1; element order = 5) rotational displacement in X, rad/s + 19 3.095874432645E-003 T 2 First time derivative of BD_1 finite element node 2 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s + 20 -6.434584585398E-002 T 2 First time derivative of BD_1 finite element node 2 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s + 21 4.823326245972E-001 T 2 First time derivative of BD_1 finite element node 3 (number of elements = 1; element order = 5) translational displacement in X, m/s + 22 -2.995586769822E+001 T 2 First time derivative of BD_1 finite element node 3 (number of elements = 1; element order = 5) translational displacement in Y, m/s + 23 -7.926990266164E-002 T 2 First time derivative of BD_1 finite element node 3 (number of elements = 1; element order = 5) translational displacement in Z, m/s + 24 1.276248673494E+000 T 2 First time derivative of BD_1 finite element node 3 (number of elements = 1; element order = 5) rotational displacement in X, rad/s + 25 5.344193673755E-003 T 2 First time derivative of BD_1 finite element node 3 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s + 26 -7.532149119249E-002 T 2 First time derivative of BD_1 finite element node 3 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s + 27 6.296417894691E-001 T 2 First time derivative of BD_1 finite element node 4 (number of elements = 1; element order = 5) translational displacement in X, m/s + 28 -5.236828605568E+001 T 2 First time derivative of BD_1 finite element node 4 (number of elements = 1; element order = 5) translational displacement in Y, m/s + 29 -3.179541400037E-001 T 2 First time derivative of BD_1 finite element node 4 (number of elements = 1; element order = 5) translational displacement in Z, m/s + 30 1.273472405658E+000 T 2 First time derivative of BD_1 finite element node 4 (number of elements = 1; element order = 5) rotational displacement in X, rad/s + 31 1.607396451130E-002 T 2 First time derivative of BD_1 finite element node 4 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s + 32 -1.298569758504E-001 T 2 First time derivative of BD_1 finite element node 4 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s + 33 1.009547129863E+000 T 2 First time derivative of BD_1 finite element node 5 (number of elements = 1; element order = 5) translational displacement in X, m/s + 34 -7.129380339885E+001 T 2 First time derivative of BD_1 finite element node 5 (number of elements = 1; element order = 5) translational displacement in Y, m/s + 35 -6.427316739422E-001 T 2 First time derivative of BD_1 finite element node 5 (number of elements = 1; element order = 5) translational displacement in Z, m/s + 36 1.271146095522E+000 T 2 First time derivative of BD_1 finite element node 5 (number of elements = 1; element order = 5) rotational displacement in X, rad/s + 37 4.378688469828E-002 T 2 First time derivative of BD_1 finite element node 5 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s + 38 -2.042813491121E-001 T 2 First time derivative of BD_1 finite element node 5 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s + 39 1.385336318248E+000 T 2 First time derivative of BD_1 finite element node 6 (number of elements = 1; element order = 5) translational displacement in X, m/s + 40 -8.061372217262E+001 T 2 First time derivative of BD_1 finite element node 6 (number of elements = 1; element order = 5) translational displacement in Y, m/s + 41 -8.498352849777E-001 T 2 First time derivative of BD_1 finite element node 6 (number of elements = 1; element order = 5) translational displacement in Z, m/s + 42 1.270626821949E+000 T 2 First time derivative of BD_1 finite element node 6 (number of elements = 1; element order = 5) rotational displacement in X, rad/s + 43 6.428745790267E-002 T 2 First time derivative of BD_1 finite element node 6 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s + 44 -2.224882339449E-001 T 2 First time derivative of BD_1 finite element node 6 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s + 45 -9.342397507386E-001 T 2 First time derivative of BD_1 First time derivative of finite element node 2 (number of elements = 1; element order = 5) translational displacement in X, m/s/s + 46 -4.084515604420E-001 T 2 First time derivative of BD_1 First time derivative of finite element node 2 (number of elements = 1; element order = 5) translational displacement in Y, m/s/s + 47 -1.430666274965E+001 T 2 First time derivative of BD_1 First time derivative of finite element node 2 (number of elements = 1; element order = 5) translational displacement in Z, m/s/s + 48 3.788323551519E-002 T 2 First time derivative of BD_1 First time derivative of finite element node 2 (number of elements = 1; element order = 5) rotational displacement in X, rad/s/s + 49 -2.450078017172E-002 T 2 First time derivative of BD_1 First time derivative of finite element node 2 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s/s + 50 -5.223102141778E-003 T 2 First time derivative of BD_1 First time derivative of finite element node 2 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s/s + 51 -2.436366724594E+000 T 2 First time derivative of BD_1 First time derivative of finite element node 3 (number of elements = 1; element order = 5) translational displacement in X, m/s/s + 52 -9.340994481237E-001 T 2 First time derivative of BD_1 First time derivative of finite element node 3 (number of elements = 1; element order = 5) translational displacement in Y, m/s/s + 53 -3.839985122107E+001 T 2 First time derivative of BD_1 First time derivative of finite element node 3 (number of elements = 1; element order = 5) translational displacement in Z, m/s/s + 54 3.571847282770E-002 T 2 First time derivative of BD_1 First time derivative of finite element node 3 (number of elements = 1; element order = 5) rotational displacement in X, rad/s/s + 55 2.600810686831E-002 T 2 First time derivative of BD_1 First time derivative of finite element node 3 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s/s + 56 -1.699275275313E-001 T 2 First time derivative of BD_1 First time derivative of finite element node 3 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s/s + 57 -2.725971059905E+000 T 2 First time derivative of BD_1 First time derivative of finite element node 4 (number of elements = 1; element order = 5) translational displacement in X, m/s/s + 58 -1.204181372626E+000 T 2 First time derivative of BD_1 First time derivative of finite element node 4 (number of elements = 1; element order = 5) translational displacement in Y, m/s/s + 59 -6.707167853920E+001 T 2 First time derivative of BD_1 First time derivative of finite element node 4 (number of elements = 1; element order = 5) translational displacement in Z, m/s/s + 60 -2.732124307493E-002 T 2 First time derivative of BD_1 First time derivative of finite element node 4 (number of elements = 1; element order = 5) rotational displacement in X, rad/s/s + 61 1.769767871073E-001 T 2 First time derivative of BD_1 First time derivative of finite element node 4 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s/s + 62 -9.310082388588E-001 T 2 First time derivative of BD_1 First time derivative of finite element node 4 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s/s + 63 -4.691609403553E+000 T 2 First time derivative of BD_1 First time derivative of finite element node 5 (number of elements = 1; element order = 5) translational displacement in X, m/s/s + 64 -1.520737791903E+000 T 2 First time derivative of BD_1 First time derivative of finite element node 5 (number of elements = 1; element order = 5) translational displacement in Y, m/s/s + 65 -9.124238462366E+001 T 2 First time derivative of BD_1 First time derivative of finite element node 5 (number of elements = 1; element order = 5) translational displacement in Z, m/s/s + 66 -1.367028783389E-001 T 2 First time derivative of BD_1 First time derivative of finite element node 5 (number of elements = 1; element order = 5) rotational displacement in X, rad/s/s + 67 -9.563991785831E-002 T 2 First time derivative of BD_1 First time derivative of finite element node 5 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s/s + 68 -1.901478440935E+000 T 2 First time derivative of BD_1 First time derivative of finite element node 5 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s/s + 69 -9.729111468467E+000 T 2 First time derivative of BD_1 First time derivative of finite element node 6 (number of elements = 1; element order = 5) translational displacement in X, m/s/s + 70 -2.135841002015E+000 T 2 First time derivative of BD_1 First time derivative of finite element node 6 (number of elements = 1; element order = 5) translational displacement in Y, m/s/s + 71 -1.028120323751E+002 T 2 First time derivative of BD_1 First time derivative of finite element node 6 (number of elements = 1; element order = 5) translational displacement in Z, m/s/s + 72 -1.755285224626E-001 T 2 First time derivative of BD_1 First time derivative of finite element node 6 (number of elements = 1; element order = 5) rotational displacement in X, rad/s/s + 73 -6.113402830052E-001 T 2 First time derivative of BD_1 First time derivative of finite element node 6 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s/s + 74 -2.097062161493E+000 T 2 First time derivative of BD_1 First time derivative of finite element node 6 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s/s + 75 3.308623587260E-001 T 2 First time derivative of BD_2 finite element node 2 (number of elements = 1; element order = 5) translational displacement in X, m/s + 76 -1.117962931795E+001 T 2 First time derivative of BD_2 finite element node 2 (number of elements = 1; element order = 5) translational displacement in Y, m/s + 77 -9.035698336061E-002 T 2 First time derivative of BD_2 finite element node 2 (number of elements = 1; element order = 5) translational displacement in Z, m/s + 78 1.279261052195E+000 T 2 First time derivative of BD_2 finite element node 2 (number of elements = 1; element order = 5) rotational displacement in X, rad/s + 79 -7.512869130413E-003 T 2 First time derivative of BD_2 finite element node 2 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s + 80 -5.490766130179E-002 T 2 First time derivative of BD_2 finite element node 2 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s + 81 2.204996716839E-001 T 2 First time derivative of BD_2 finite element node 3 (number of elements = 1; element order = 5) translational displacement in X, m/s + 82 -3.004515334591E+001 T 2 First time derivative of BD_2 finite element node 3 (number of elements = 1; element order = 5) translational displacement in Y, m/s + 83 -9.623337238671E-002 T 2 First time derivative of BD_2 finite element node 3 (number of elements = 1; element order = 5) translational displacement in Z, m/s + 84 1.276185008566E+000 T 2 First time derivative of BD_2 finite element node 3 (number of elements = 1; element order = 5) rotational displacement in X, rad/s + 85 -7.462268007281E-003 T 2 First time derivative of BD_2 finite element node 3 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s + 86 -6.449336506308E-002 T 2 First time derivative of BD_2 finite element node 3 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s + 87 1.013154018908E-001 T 2 First time derivative of BD_2 finite element node 4 (number of elements = 1; element order = 5) translational displacement in X, m/s + 88 -5.243734399265E+001 T 2 First time derivative of BD_2 finite element node 4 (number of elements = 1; element order = 5) translational displacement in Y, m/s + 89 -1.572456110576E-001 T 2 First time derivative of BD_2 finite element node 4 (number of elements = 1; element order = 5) translational displacement in Z, m/s + 90 1.271198876195E+000 T 2 First time derivative of BD_2 finite element node 4 (number of elements = 1; element order = 5) rotational displacement in X, rad/s + 91 -4.470668310731E-003 T 2 First time derivative of BD_2 finite element node 4 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s + 92 -1.164330739785E-001 T 2 First time derivative of BD_2 finite element node 4 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s + 93 8.952261355677E-002 T 2 First time derivative of BD_2 finite element node 5 (number of elements = 1; element order = 5) translational displacement in X, m/s + 94 -7.128939010674E+001 T 2 First time derivative of BD_2 finite element node 5 (number of elements = 1; element order = 5) translational displacement in Y, m/s + 95 -2.781978609204E-001 T 2 First time derivative of BD_2 finite element node 5 (number of elements = 1; element order = 5) translational displacement in Z, m/s + 96 1.264817120171E+000 T 2 First time derivative of BD_2 finite element node 5 (number of elements = 1; element order = 5) rotational displacement in X, rad/s + 97 6.276078175480E-003 T 2 First time derivative of BD_2 finite element node 5 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s + 98 -1.920657432247E-001 T 2 First time derivative of BD_2 finite element node 5 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s + 99 1.587987605191E-001 T 2 First time derivative of BD_2 finite element node 6 (number of elements = 1; element order = 5) translational displacement in X, m/s + 100 -8.054870343204E+001 T 2 First time derivative of BD_2 finite element node 6 (number of elements = 1; element order = 5) translational displacement in Y, m/s + 101 -3.591097811813E-001 T 2 First time derivative of BD_2 finite element node 6 (number of elements = 1; element order = 5) translational displacement in Z, m/s + 102 1.262831786018E+000 T 2 First time derivative of BD_2 finite element node 6 (number of elements = 1; element order = 5) rotational displacement in X, rad/s + 103 1.458418199637E-002 T 2 First time derivative of BD_2 finite element node 6 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s + 104 -2.130737741030E-001 T 2 First time derivative of BD_2 finite element node 6 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s + 105 -5.446890216478E-001 T 2 First time derivative of BD_2 First time derivative of finite element node 2 (number of elements = 1; element order = 5) translational displacement in X, m/s/s + 106 -2.972883118228E-001 T 2 First time derivative of BD_2 First time derivative of finite element node 2 (number of elements = 1; element order = 5) translational displacement in Y, m/s/s + 107 -1.422219937642E+001 T 2 First time derivative of BD_2 First time derivative of finite element node 2 (number of elements = 1; element order = 5) translational displacement in Z, m/s/s + 108 3.117034694244E-002 T 2 First time derivative of BD_2 First time derivative of finite element node 2 (number of elements = 1; element order = 5) rotational displacement in X, rad/s/s + 109 6.864763746177E-003 T 2 First time derivative of BD_2 First time derivative of finite element node 2 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s/s + 110 2.527557107499E-003 T 2 First time derivative of BD_2 First time derivative of finite element node 2 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s/s + 111 -1.515921685848E+000 T 2 First time derivative of BD_2 First time derivative of finite element node 3 (number of elements = 1; element order = 5) translational displacement in X, m/s/s + 112 -6.716297284169E-001 T 2 First time derivative of BD_2 First time derivative of finite element node 3 (number of elements = 1; element order = 5) translational displacement in Y, m/s/s + 113 -3.832491183639E+001 T 2 First time derivative of BD_2 First time derivative of finite element node 3 (number of elements = 1; element order = 5) translational displacement in Z, m/s/s + 114 1.862797308465E-002 T 2 First time derivative of BD_2 First time derivative of finite element node 3 (number of elements = 1; element order = 5) rotational displacement in X, rad/s/s + 115 3.428639361343E-002 T 2 First time derivative of BD_2 First time derivative of finite element node 3 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s/s + 116 -5.601219080270E-002 T 2 First time derivative of BD_2 First time derivative of finite element node 3 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s/s + 117 -1.689578535109E+000 T 2 First time derivative of BD_2 First time derivative of finite element node 4 (number of elements = 1; element order = 5) translational displacement in X, m/s/s + 118 -7.639549791383E-001 T 2 First time derivative of BD_2 First time derivative of finite element node 4 (number of elements = 1; element order = 5) translational displacement in Y, m/s/s + 119 -6.694908263065E+001 T 2 First time derivative of BD_2 First time derivative of finite element node 4 (number of elements = 1; element order = 5) translational displacement in Z, m/s/s + 120 -2.005361149968E-002 T 2 First time derivative of BD_2 First time derivative of finite element node 4 (number of elements = 1; element order = 5) rotational displacement in X, rad/s/s + 121 1.533419286299E-001 T 2 First time derivative of BD_2 First time derivative of finite element node 4 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s/s + 122 -3.888917936307E-001 T 2 First time derivative of BD_2 First time derivative of finite element node 4 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s/s + 123 -3.030237765470E+000 T 2 First time derivative of BD_2 First time derivative of finite element node 5 (number of elements = 1; element order = 5) translational displacement in X, m/s/s + 124 -8.409549892190E-001 T 2 First time derivative of BD_2 First time derivative of finite element node 5 (number of elements = 1; element order = 5) translational displacement in Y, m/s/s + 125 -9.098140616267E+001 T 2 First time derivative of BD_2 First time derivative of finite element node 5 (number of elements = 1; element order = 5) translational displacement in Z, m/s/s + 126 -8.003981129772E-002 T 2 First time derivative of BD_2 First time derivative of finite element node 5 (number of elements = 1; element order = 5) rotational displacement in X, rad/s/s + 127 -2.668906163539E-002 T 2 First time derivative of BD_2 First time derivative of finite element node 5 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s/s + 128 -8.418154263093E-001 T 2 First time derivative of BD_2 First time derivative of finite element node 5 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s/s + 129 -6.697422296777E+000 T 2 First time derivative of BD_2 First time derivative of finite element node 6 (number of elements = 1; element order = 5) translational displacement in X, m/s/s + 130 -1.092248414775E+000 T 2 First time derivative of BD_2 First time derivative of finite element node 6 (number of elements = 1; element order = 5) translational displacement in Y, m/s/s + 131 -1.024826353409E+002 T 2 First time derivative of BD_2 First time derivative of finite element node 6 (number of elements = 1; element order = 5) translational displacement in Z, m/s/s + 132 -1.065809126384E-001 T 2 First time derivative of BD_2 First time derivative of finite element node 6 (number of elements = 1; element order = 5) rotational displacement in X, rad/s/s + 133 -4.067594861037E-001 T 2 First time derivative of BD_2 First time derivative of finite element node 6 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s/s + 134 -9.136251692122E-001 T 2 First time derivative of BD_2 First time derivative of finite element node 6 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s/s + 135 4.484698122756E-001 T 2 First time derivative of BD_3 finite element node 2 (number of elements = 1; element order = 5) translational displacement in X, m/s + 136 -1.123478266703E+001 T 2 First time derivative of BD_3 finite element node 2 (number of elements = 1; element order = 5) translational displacement in Y, m/s + 137 3.568361603853E-002 T 2 First time derivative of BD_3 finite element node 2 (number of elements = 1; element order = 5) translational displacement in Z, m/s + 138 1.281877653411E+000 T 2 First time derivative of BD_3 finite element node 2 (number of elements = 1; element order = 5) rotational displacement in X, rad/s + 139 4.906178069847E-003 T 2 First time derivative of BD_3 finite element node 2 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s + 140 -5.100269955779E-002 T 2 First time derivative of BD_3 finite element node 2 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s + 141 4.985885489831E-001 T 2 First time derivative of BD_3 finite element node 3 (number of elements = 1; element order = 5) translational displacement in X, m/s + 142 -3.019692026228E+001 T 2 First time derivative of BD_3 finite element node 3 (number of elements = 1; element order = 5) translational displacement in Y, m/s + 143 6.666482221117E-002 T 2 First time derivative of BD_3 finite element node 3 (number of elements = 1; element order = 5) translational displacement in Z, m/s + 144 1.286523394326E+000 T 2 First time derivative of BD_3 finite element node 3 (number of elements = 1; element order = 5) rotational displacement in X, rad/s + 145 1.446984517646E-003 T 2 First time derivative of BD_3 finite element node 3 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s + 146 -6.202967438331E-002 T 2 First time derivative of BD_3 finite element node 3 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s + 147 4.867937841004E-001 T 2 First time derivative of BD_3 finite element node 4 (number of elements = 1; element order = 5) translational displacement in X, m/s + 148 -5.286380939093E+001 T 2 First time derivative of BD_3 finite element node 4 (number of elements = 1; element order = 5) translational displacement in Y, m/s + 149 1.000926912059E-001 T 2 First time derivative of BD_3 finite element node 4 (number of elements = 1; element order = 5) translational displacement in Z, m/s + 150 1.291221563547E+000 T 2 First time derivative of BD_3 finite element node 4 (number of elements = 1; element order = 5) rotational displacement in X, rad/s + 151 -1.164548854590E-003 T 2 First time derivative of BD_3 finite element node 4 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s + 152 -1.120647900592E-001 T 2 First time derivative of BD_3 finite element node 4 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s + 153 5.193993928481E-001 T 2 First time derivative of BD_3 finite element node 5 (number of elements = 1; element order = 5) translational displacement in X, m/s + 154 -7.206897007696E+001 T 2 First time derivative of BD_3 finite element node 5 (number of elements = 1; element order = 5) translational displacement in Y, m/s + 155 8.390643498860E-002 T 2 First time derivative of BD_3 finite element node 5 (number of elements = 1; element order = 5) translational displacement in Z, m/s + 156 1.292557455705E+000 T 2 First time derivative of BD_3 finite element node 5 (number of elements = 1; element order = 5) rotational displacement in X, rad/s + 157 8.792283587474E-003 T 2 First time derivative of BD_3 finite element node 5 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s + 158 -1.764948996030E-001 T 2 First time derivative of BD_3 finite element node 5 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s + 159 6.282258257281E-001 T 2 First time derivative of BD_3 finite element node 6 (number of elements = 1; element order = 5) translational displacement in X, m/s + 160 -8.152591322458E+001 T 2 First time derivative of BD_3 finite element node 6 (number of elements = 1; element order = 5) translational displacement in Y, m/s + 161 5.715915851186E-002 T 2 First time derivative of BD_3 finite element node 6 (number of elements = 1; element order = 5) translational displacement in Z, m/s + 162 1.292663633575E+000 T 2 First time derivative of BD_3 finite element node 6 (number of elements = 1; element order = 5) rotational displacement in X, rad/s + 163 2.039817472922E-002 T 2 First time derivative of BD_3 finite element node 6 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s + 164 -1.910274407306E-001 T 2 First time derivative of BD_3 finite element node 6 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s + 165 -6.437600965455E-001 T 2 First time derivative of BD_3 First time derivative of finite element node 2 (number of elements = 1; element order = 5) translational displacement in X, m/s/s + 166 -2.389329019590E-001 T 2 First time derivative of BD_3 First time derivative of finite element node 2 (number of elements = 1; element order = 5) translational displacement in Y, m/s/s + 167 -1.436902616211E+001 T 2 First time derivative of BD_3 First time derivative of finite element node 2 (number of elements = 1; element order = 5) translational displacement in Z, m/s/s + 168 2.547092820027E-002 T 2 First time derivative of BD_3 First time derivative of finite element node 2 (number of elements = 1; element order = 5) rotational displacement in X, rad/s/s + 169 -8.227389730085E-003 T 2 First time derivative of BD_3 First time derivative of finite element node 2 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s/s + 170 -2.632832330275E-002 T 2 First time derivative of BD_3 First time derivative of finite element node 2 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s/s + 171 -1.717770129699E+000 T 2 First time derivative of BD_3 First time derivative of finite element node 3 (number of elements = 1; element order = 5) translational displacement in X, m/s/s + 172 -5.129489056071E-001 T 2 First time derivative of BD_3 First time derivative of finite element node 3 (number of elements = 1; element order = 5) translational displacement in Y, m/s/s + 173 -3.871800695315E+001 T 2 First time derivative of BD_3 First time derivative of finite element node 3 (number of elements = 1; element order = 5) translational displacement in Z, m/s/s + 174 5.073655463722E-003 T 2 First time derivative of BD_3 First time derivative of finite element node 3 (number of elements = 1; element order = 5) rotational displacement in X, rad/s/s + 175 2.577926706400E-002 T 2 First time derivative of BD_3 First time derivative of finite element node 3 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s/s + 176 -1.056280213146E-001 T 2 First time derivative of BD_3 First time derivative of finite element node 3 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s/s + 177 -2.174172018402E+000 T 2 First time derivative of BD_3 First time derivative of finite element node 4 (number of elements = 1; element order = 5) translational displacement in X, m/s/s + 178 -4.753299582332E-001 T 2 First time derivative of BD_3 First time derivative of finite element node 4 (number of elements = 1; element order = 5) translational displacement in Y, m/s/s + 179 -6.802622594171E+001 T 2 First time derivative of BD_3 First time derivative of finite element node 4 (number of elements = 1; element order = 5) translational displacement in Z, m/s/s + 180 -4.038483578735E-002 T 2 First time derivative of BD_3 First time derivative of finite element node 4 (number of elements = 1; element order = 5) rotational displacement in X, rad/s/s + 181 1.073460173591E-001 T 2 First time derivative of BD_3 First time derivative of finite element node 4 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s/s + 182 -4.781926535935E-001 T 2 First time derivative of BD_3 First time derivative of finite element node 4 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s/s + 183 -4.858175950530E+000 T 2 First time derivative of BD_3 First time derivative of finite element node 5 (number of elements = 1; element order = 5) translational displacement in X, m/s/s + 184 -3.537477275651E-001 T 2 First time derivative of BD_3 First time derivative of finite element node 5 (number of elements = 1; element order = 5) translational displacement in Y, m/s/s + 185 -9.282920974389E+001 T 2 First time derivative of BD_3 First time derivative of finite element node 5 (number of elements = 1; element order = 5) translational displacement in Z, m/s/s + 186 -1.122077345640E-001 T 2 First time derivative of BD_3 First time derivative of finite element node 5 (number of elements = 1; element order = 5) rotational displacement in X, rad/s/s + 187 -2.033039320828E-001 T 2 First time derivative of BD_3 First time derivative of finite element node 5 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s/s + 188 -9.443161057251E-001 T 2 First time derivative of BD_3 First time derivative of finite element node 5 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s/s + 189 -1.002365788190E+001 T 2 First time derivative of BD_3 First time derivative of finite element node 6 (number of elements = 1; element order = 5) translational displacement in X, m/s/s + 190 -3.722668854725E-001 T 2 First time derivative of BD_3 First time derivative of finite element node 6 (number of elements = 1; element order = 5) translational displacement in Y, m/s/s + 191 -1.046623816228E+002 T 2 First time derivative of BD_3 First time derivative of finite element node 6 (number of elements = 1; element order = 5) translational displacement in Z, m/s/s + 192 -1.464437541863E-001 T 2 First time derivative of BD_3 First time derivative of finite element node 6 (number of elements = 1; element order = 5) rotational displacement in X, rad/s/s + 193 -6.804423032141E-001 T 2 First time derivative of BD_3 First time derivative of finite element node 6 (number of elements = 1; element order = 5) rotational displacement in Y, rad/s/s + 194 -1.017275591545E+000 T 2 First time derivative of BD_3 First time derivative of finite element node 6 (number of elements = 1; element order = 5) rotational displacement in Z, rad/s/s + 195 1.313827795261E-001 T 2 First time derivative of AD vind (axial) at blade 1, node 1, m/s/s 196 0.000000000000E+000 T 2 First time derivative of AD vind (tangential) at blade 1, node 1, m/s/s 197 0.000000000000E+000 T 2 First time derivative of AD vind (axial) at blade 1, node 2, m/s/s 198 0.000000000000E+000 T 2 First time derivative of AD vind (tangential) at blade 1, node 2, m/s/s @@ -647,37 +647,37 @@ Order of continuous state derivatives: 200 0.000000000000E+000 T 2 First time derivative of AD vind (tangential) at blade 1, node 3, m/s/s 201 0.000000000000E+000 T 2 First time derivative of AD vind (axial) at blade 1, node 4, m/s/s 202 0.000000000000E+000 T 2 First time derivative of AD vind (tangential) at blade 1, node 4, m/s/s - 203 5.520665543289E-002 T 2 First time derivative of AD vind (axial) at blade 1, node 5, m/s/s - 204 -3.987249112631E-002 T 2 First time derivative of AD vind (tangential) at blade 1, node 5, m/s/s - 205 6.692421084264E-002 T 2 First time derivative of AD vind (axial) at blade 1, node 6, m/s/s - 206 -3.125568194593E-002 T 2 First time derivative of AD vind (tangential) at blade 1, node 6, m/s/s - 207 6.836341192774E-002 T 2 First time derivative of AD vind (axial) at blade 1, node 7, m/s/s - 208 -2.456308982946E-002 T 2 First time derivative of AD vind (tangential) at blade 1, node 7, m/s/s - 209 6.549484325012E-002 T 2 First time derivative of AD vind (axial) at blade 1, node 8, m/s/s - 210 -1.980460446355E-002 T 2 First time derivative of AD vind (tangential) at blade 1, node 8, m/s/s - 211 5.731291949597E-002 T 2 First time derivative of AD vind (axial) at blade 1, node 9, m/s/s - 212 -1.621942297640E-002 T 2 First time derivative of AD vind (tangential) at blade 1, node 9, m/s/s - 213 5.629540408784E-002 T 2 First time derivative of AD vind (axial) at blade 1, node 10, m/s/s - 214 -1.367236853855E-002 T 2 First time derivative of AD vind (tangential) at blade 1, node 10, m/s/s - 215 4.900161609263E-002 T 2 First time derivative of AD vind (axial) at blade 1, node 11, m/s/s - 216 -1.125421031864E-002 T 2 First time derivative of AD vind (tangential) at blade 1, node 11, m/s/s - 217 4.854649163886E-002 T 2 First time derivative of AD vind (axial) at blade 1, node 12, m/s/s - 218 -9.141914365215E-003 T 2 First time derivative of AD vind (tangential) at blade 1, node 12, m/s/s - 219 4.533841591258E-002 T 2 First time derivative of AD vind (axial) at blade 1, node 13, m/s/s - 220 -6.591649271931E-003 T 2 First time derivative of AD vind (tangential) at blade 1, node 13, m/s/s - 221 4.088313868961E-002 T 2 First time derivative of AD vind (axial) at blade 1, node 14, m/s/s - 222 -4.161417062762E-003 T 2 First time derivative of AD vind (tangential) at blade 1, node 14, m/s/s - 223 2.510245820060E-002 T 2 First time derivative of AD vind (axial) at blade 1, node 15, m/s/s - 224 -1.184247056228E-003 T 2 First time derivative of AD vind (tangential) at blade 1, node 15, m/s/s - 225 -1.520002976765E-004 T 2 First time derivative of AD vind (axial) at blade 1, node 16, m/s/s - 226 1.884841776645E-003 T 2 First time derivative of AD vind (tangential) at blade 1, node 16, m/s/s - 227 -1.074810544587E-002 T 2 First time derivative of AD vind (axial) at blade 1, node 17, m/s/s - 228 5.235278397463E-003 T 2 First time derivative of AD vind (tangential) at blade 1, node 17, m/s/s - 229 -7.568112398176E-002 T 2 First time derivative of AD vind (axial) at blade 1, node 18, m/s/s - 230 9.905775300596E-003 T 2 First time derivative of AD vind (tangential) at blade 1, node 18, m/s/s - 231 -6.012978912149E-001 T 2 First time derivative of AD vind (axial) at blade 1, node 19, m/s/s + 203 5.520671490056E-002 T 2 First time derivative of AD vind (axial) at blade 1, node 5, m/s/s + 204 -3.987251771445E-002 T 2 First time derivative of AD vind (tangential) at blade 1, node 5, m/s/s + 205 6.692429270156E-002 T 2 First time derivative of AD vind (axial) at blade 1, node 6, m/s/s + 206 -3.125571189304E-002 T 2 First time derivative of AD vind (tangential) at blade 1, node 6, m/s/s + 207 6.836351508806E-002 T 2 First time derivative of AD vind (axial) at blade 1, node 7, m/s/s + 208 -2.456312131418E-002 T 2 First time derivative of AD vind (tangential) at blade 1, node 7, m/s/s + 209 6.549496224868E-002 T 2 First time derivative of AD vind (axial) at blade 1, node 8, m/s/s + 210 -1.980463628318E-002 T 2 First time derivative of AD vind (tangential) at blade 1, node 8, m/s/s + 211 5.731304584458E-002 T 2 First time derivative of AD vind (axial) at blade 1, node 9, m/s/s + 212 -1.621945528954E-002 T 2 First time derivative of AD vind (tangential) at blade 1, node 9, m/s/s + 213 5.629553485651E-002 T 2 First time derivative of AD vind (axial) at blade 1, node 10, m/s/s + 214 -1.367240067780E-002 T 2 First time derivative of AD vind (tangential) at blade 1, node 10, m/s/s + 215 4.900172589046E-002 T 2 First time derivative of AD vind (axial) at blade 1, node 11, m/s/s + 216 -1.125424333904E-002 T 2 First time derivative of AD vind (tangential) at blade 1, node 11, m/s/s + 217 4.854658420398E-002 T 2 First time derivative of AD vind (axial) at blade 1, node 12, m/s/s + 218 -9.141946770607E-003 T 2 First time derivative of AD vind (tangential) at blade 1, node 12, m/s/s + 219 4.533845718459E-002 T 2 First time derivative of AD vind (axial) at blade 1, node 13, m/s/s + 220 -6.591678806806E-003 T 2 First time derivative of AD vind (tangential) at blade 1, node 13, m/s/s + 221 4.088316120157E-002 T 2 First time derivative of AD vind (axial) at blade 1, node 14, m/s/s + 222 -4.161444126765E-003 T 2 First time derivative of AD vind (tangential) at blade 1, node 14, m/s/s + 223 2.510246538149E-002 T 2 First time derivative of AD vind (axial) at blade 1, node 15, m/s/s + 224 -1.184271366453E-003 T 2 First time derivative of AD vind (tangential) at blade 1, node 15, m/s/s + 225 -1.519921626479E-004 T 2 First time derivative of AD vind (axial) at blade 1, node 16, m/s/s + 226 1.884819385778E-003 T 2 First time derivative of AD vind (tangential) at blade 1, node 16, m/s/s + 227 -1.074806816160E-002 T 2 First time derivative of AD vind (axial) at blade 1, node 17, m/s/s + 228 5.235256206912E-003 T 2 First time derivative of AD vind (tangential) at blade 1, node 17, m/s/s + 229 -7.568099250393E-002 T 2 First time derivative of AD vind (axial) at blade 1, node 18, m/s/s + 230 9.905751272549E-003 T 2 First time derivative of AD vind (tangential) at blade 1, node 18, m/s/s + 231 -6.012972205107E-001 T 2 First time derivative of AD vind (axial) at blade 1, node 19, m/s/s 232 0.000000000000E+000 T 2 First time derivative of AD vind (tangential) at blade 1, node 19, m/s/s - 233 2.575253943924E-001 T 2 First time derivative of AD vind (axial) at blade 2, node 1, m/s/s + 233 2.575253738979E-001 T 2 First time derivative of AD vind (axial) at blade 2, node 1, m/s/s 234 0.000000000000E+000 T 2 First time derivative of AD vind (tangential) at blade 2, node 1, m/s/s 235 0.000000000000E+000 T 2 First time derivative of AD vind (axial) at blade 2, node 2, m/s/s 236 0.000000000000E+000 T 2 First time derivative of AD vind (tangential) at blade 2, node 2, m/s/s @@ -685,37 +685,37 @@ Order of continuous state derivatives: 238 0.000000000000E+000 T 2 First time derivative of AD vind (tangential) at blade 2, node 3, m/s/s 239 0.000000000000E+000 T 2 First time derivative of AD vind (axial) at blade 2, node 4, m/s/s 240 0.000000000000E+000 T 2 First time derivative of AD vind (tangential) at blade 2, node 4, m/s/s - 241 6.323548422271E-002 T 2 First time derivative of AD vind (axial) at blade 2, node 5, m/s/s - 242 -2.437196988806E-002 T 2 First time derivative of AD vind (tangential) at blade 2, node 5, m/s/s - 243 4.673798253743E-002 T 2 First time derivative of AD vind (axial) at blade 2, node 6, m/s/s - 244 -1.493955194462E-002 T 2 First time derivative of AD vind (tangential) at blade 2, node 6, m/s/s - 245 3.069480124401E-002 T 2 First time derivative of AD vind (axial) at blade 2, node 7, m/s/s - 246 -8.372732539307E-003 T 2 First time derivative of AD vind (tangential) at blade 2, node 7, m/s/s - 247 1.810855528400E-002 T 2 First time derivative of AD vind (axial) at blade 2, node 8, m/s/s - 248 -3.913977043316E-003 T 2 First time derivative of AD vind (tangential) at blade 2, node 8, m/s/s - 249 7.766036954651E-003 T 2 First time derivative of AD vind (axial) at blade 2, node 9, m/s/s - 250 -4.470587483521E-004 T 2 First time derivative of AD vind (tangential) at blade 2, node 9, m/s/s - 251 -5.235700034965E-003 T 2 First time derivative of AD vind (axial) at blade 2, node 10, m/s/s - 252 3.091471370624E-003 T 2 First time derivative of AD vind (tangential) at blade 2, node 10, m/s/s - 253 -1.036071866215E-002 T 2 First time derivative of AD vind (axial) at blade 2, node 11, m/s/s - 254 6.953872389339E-003 T 2 First time derivative of AD vind (tangential) at blade 2, node 11, m/s/s - 255 -1.769134342199E-002 T 2 First time derivative of AD vind (axial) at blade 2, node 12, m/s/s - 256 1.126514500907E-002 T 2 First time derivative of AD vind (tangential) at blade 2, node 12, m/s/s - 257 -1.156888897156E-002 T 2 First time derivative of AD vind (axial) at blade 2, node 13, m/s/s - 258 1.562832300409E-002 T 2 First time derivative of AD vind (tangential) at blade 2, node 13, m/s/s - 259 -1.757374744354E-002 T 2 First time derivative of AD vind (axial) at blade 2, node 14, m/s/s - 260 2.120280351986E-002 T 2 First time derivative of AD vind (tangential) at blade 2, node 14, m/s/s - 261 -3.165391478222E-002 T 2 First time derivative of AD vind (axial) at blade 2, node 15, m/s/s - 262 2.831764425351E-002 T 2 First time derivative of AD vind (tangential) at blade 2, node 15, m/s/s - 263 -7.039716808876E-002 T 2 First time derivative of AD vind (axial) at blade 2, node 16, m/s/s - 264 3.651504012339E-002 T 2 First time derivative of AD vind (tangential) at blade 2, node 16, m/s/s - 265 -1.038144405535E-001 T 2 First time derivative of AD vind (axial) at blade 2, node 17, m/s/s - 266 4.783540507881E-002 T 2 First time derivative of AD vind (tangential) at blade 2, node 17, m/s/s - 267 -3.321408281356E-001 T 2 First time derivative of AD vind (axial) at blade 2, node 18, m/s/s - 268 6.274788423438E-002 T 2 First time derivative of AD vind (tangential) at blade 2, node 18, m/s/s - 269 -2.050002762813E+000 T 2 First time derivative of AD vind (axial) at blade 2, node 19, m/s/s + 241 6.323535143015E-002 T 2 First time derivative of AD vind (axial) at blade 2, node 5, m/s/s + 242 -2.437189641813E-002 T 2 First time derivative of AD vind (tangential) at blade 2, node 5, m/s/s + 243 4.673778897669E-002 T 2 First time derivative of AD vind (axial) at blade 2, node 6, m/s/s + 244 -1.493947246293E-002 T 2 First time derivative of AD vind (tangential) at blade 2, node 6, m/s/s + 245 3.069456972243E-002 T 2 First time derivative of AD vind (axial) at blade 2, node 7, m/s/s + 246 -8.372654426132E-003 T 2 First time derivative of AD vind (tangential) at blade 2, node 7, m/s/s + 247 1.810830194575E-002 T 2 First time derivative of AD vind (axial) at blade 2, node 8, m/s/s + 248 -3.913902412535E-003 T 2 First time derivative of AD vind (tangential) at blade 2, node 8, m/s/s + 249 7.765792722199E-003 T 2 First time derivative of AD vind (axial) at blade 2, node 9, m/s/s + 250 -4.469884063444E-004 T 2 First time derivative of AD vind (tangential) at blade 2, node 9, m/s/s + 251 -5.235929602241E-003 T 2 First time derivative of AD vind (axial) at blade 2, node 10, m/s/s + 252 3.091535792894E-003 T 2 First time derivative of AD vind (tangential) at blade 2, node 10, m/s/s + 253 -1.036087252379E-002 T 2 First time derivative of AD vind (axial) at blade 2, node 11, m/s/s + 254 6.953931358797E-003 T 2 First time derivative of AD vind (tangential) at blade 2, node 11, m/s/s + 255 -1.769145111545E-002 T 2 First time derivative of AD vind (axial) at blade 2, node 12, m/s/s + 256 1.126519634650E-002 T 2 First time derivative of AD vind (tangential) at blade 2, node 12, m/s/s + 257 -1.156892681182E-002 T 2 First time derivative of AD vind (axial) at blade 2, node 13, m/s/s + 258 1.562836347354E-002 T 2 First time derivative of AD vind (tangential) at blade 2, node 13, m/s/s + 259 -1.757377471920E-002 T 2 First time derivative of AD vind (axial) at blade 2, node 14, m/s/s + 260 2.120283408178E-002 T 2 First time derivative of AD vind (tangential) at blade 2, node 14, m/s/s + 261 -3.165395432933E-002 T 2 First time derivative of AD vind (axial) at blade 2, node 15, m/s/s + 262 2.831766525947E-002 T 2 First time derivative of AD vind (tangential) at blade 2, node 15, m/s/s + 263 -7.039723804483E-002 T 2 First time derivative of AD vind (axial) at blade 2, node 16, m/s/s + 264 3.651505394004E-002 T 2 First time derivative of AD vind (tangential) at blade 2, node 16, m/s/s + 265 -1.038145332923E-001 T 2 First time derivative of AD vind (axial) at blade 2, node 17, m/s/s + 266 4.783541375074E-002 T 2 First time derivative of AD vind (tangential) at blade 2, node 17, m/s/s + 267 -3.321409134439E-001 T 2 First time derivative of AD vind (axial) at blade 2, node 18, m/s/s + 268 6.274788842622E-002 T 2 First time derivative of AD vind (tangential) at blade 2, node 18, m/s/s + 269 -2.050002753485E+000 T 2 First time derivative of AD vind (axial) at blade 2, node 19, m/s/s 270 0.000000000000E+000 T 2 First time derivative of AD vind (tangential) at blade 2, node 19, m/s/s - 271 1.041978523979E-001 T 2 First time derivative of AD vind (axial) at blade 3, node 1, m/s/s + 271 1.041978208009E-001 T 2 First time derivative of AD vind (axial) at blade 3, node 1, m/s/s 272 0.000000000000E+000 T 2 First time derivative of AD vind (tangential) at blade 3, node 1, m/s/s 273 0.000000000000E+000 T 2 First time derivative of AD vind (axial) at blade 3, node 2, m/s/s 274 0.000000000000E+000 T 2 First time derivative of AD vind (tangential) at blade 3, node 2, m/s/s @@ -723,149 +723,149 @@ Order of continuous state derivatives: 276 0.000000000000E+000 T 2 First time derivative of AD vind (tangential) at blade 3, node 3, m/s/s 277 0.000000000000E+000 T 2 First time derivative of AD vind (axial) at blade 3, node 4, m/s/s 278 0.000000000000E+000 T 2 First time derivative of AD vind (tangential) at blade 3, node 4, m/s/s - 279 4.974438174643E-002 T 2 First time derivative of AD vind (axial) at blade 3, node 5, m/s/s - 280 -4.021804397177E-002 T 2 First time derivative of AD vind (tangential) at blade 3, node 5, m/s/s - 281 6.531055318686E-002 T 2 First time derivative of AD vind (axial) at blade 3, node 6, m/s/s - 282 -3.206635230475E-002 T 2 First time derivative of AD vind (tangential) at blade 3, node 6, m/s/s - 283 6.356425663278E-002 T 2 First time derivative of AD vind (axial) at blade 3, node 7, m/s/s - 284 -2.442084078042E-002 T 2 First time derivative of AD vind (tangential) at blade 3, node 7, m/s/s - 285 5.671622874138E-002 T 2 First time derivative of AD vind (axial) at blade 3, node 8, m/s/s - 286 -1.890184657149E-002 T 2 First time derivative of AD vind (tangential) at blade 3, node 8, m/s/s - 287 4.109122374954E-002 T 2 First time derivative of AD vind (axial) at blade 3, node 9, m/s/s - 288 -1.451254549540E-002 T 2 First time derivative of AD vind (tangential) at blade 3, node 9, m/s/s - 289 2.914587173412E-002 T 2 First time derivative of AD vind (axial) at blade 3, node 10, m/s/s - 290 -1.081321550585E-002 T 2 First time derivative of AD vind (tangential) at blade 3, node 10, m/s/s - 291 5.594473219481E-003 T 2 First time derivative of AD vind (axial) at blade 3, node 11, m/s/s - 292 -7.276439365832E-003 T 2 First time derivative of AD vind (tangential) at blade 3, node 11, m/s/s - 293 -8.519272654085E-003 T 2 First time derivative of AD vind (axial) at blade 3, node 12, m/s/s - 294 -3.306856194850E-003 T 2 First time derivative of AD vind (tangential) at blade 3, node 12, m/s/s - 295 -1.717159086824E-002 T 2 First time derivative of AD vind (axial) at blade 3, node 13, m/s/s - 296 1.106806988681E-003 T 2 First time derivative of AD vind (tangential) at blade 3, node 13, m/s/s - 297 -2.501769961246E-002 T 2 First time derivative of AD vind (axial) at blade 3, node 14, m/s/s - 298 6.023385732959E-003 T 2 First time derivative of AD vind (tangential) at blade 3, node 14, m/s/s - 299 -3.614983024606E-002 T 2 First time derivative of AD vind (axial) at blade 3, node 15, m/s/s - 300 1.187944615969E-002 T 2 First time derivative of AD vind (tangential) at blade 3, node 15, m/s/s - 301 -5.540116225896E-002 T 2 First time derivative of AD vind (axial) at blade 3, node 16, m/s/s - 302 1.796921609399E-002 T 2 First time derivative of AD vind (tangential) at blade 3, node 16, m/s/s - 303 -2.834483670313E-002 T 2 First time derivative of AD vind (axial) at blade 3, node 17, m/s/s - 304 2.637617542605E-002 T 2 First time derivative of AD vind (tangential) at blade 3, node 17, m/s/s - 305 -1.622111331048E-001 T 2 First time derivative of AD vind (axial) at blade 3, node 18, m/s/s - 306 3.667891057659E-002 T 2 First time derivative of AD vind (tangential) at blade 3, node 18, m/s/s - 307 -1.451469148015E+000 T 2 First time derivative of AD vind (axial) at blade 3, node 19, m/s/s + 279 4.974451133380E-002 T 2 First time derivative of AD vind (axial) at blade 3, node 5, m/s/s + 280 -4.021812721516E-002 T 2 First time derivative of AD vind (tangential) at blade 3, node 5, m/s/s + 281 6.531073803709E-002 T 2 First time derivative of AD vind (axial) at blade 3, node 6, m/s/s + 282 -3.206643065346E-002 T 2 First time derivative of AD vind (tangential) at blade 3, node 6, m/s/s + 283 6.356445621168E-002 T 2 First time derivative of AD vind (axial) at blade 3, node 7, m/s/s + 284 -2.442090801089E-002 T 2 First time derivative of AD vind (tangential) at blade 3, node 7, m/s/s + 285 5.671642512674E-002 T 2 First time derivative of AD vind (axial) at blade 3, node 8, m/s/s + 286 -1.890190299336E-002 T 2 First time derivative of AD vind (tangential) at blade 3, node 8, m/s/s + 287 4.109139401783E-002 T 2 First time derivative of AD vind (axial) at blade 3, node 9, m/s/s + 288 -1.451259256759E-002 T 2 First time derivative of AD vind (tangential) at blade 3, node 9, m/s/s + 289 2.914601268197E-002 T 2 First time derivative of AD vind (axial) at blade 3, node 10, m/s/s + 290 -1.081325353785E-002 T 2 First time derivative of AD vind (tangential) at blade 3, node 10, m/s/s + 291 5.594557104837E-003 T 2 First time derivative of AD vind (axial) at blade 3, node 11, m/s/s + 292 -7.276469964270E-003 T 2 First time derivative of AD vind (tangential) at blade 3, node 11, m/s/s + 293 -8.519218301419E-003 T 2 First time derivative of AD vind (axial) at blade 3, node 12, m/s/s + 294 -3.306877683939E-003 T 2 First time derivative of AD vind (tangential) at blade 3, node 12, m/s/s + 295 -1.717156968723E-002 T 2 First time derivative of AD vind (axial) at blade 3, node 13, m/s/s + 296 1.106795297345E-003 T 2 First time derivative of AD vind (tangential) at blade 3, node 13, m/s/s + 297 -2.501768131788E-002 T 2 First time derivative of AD vind (axial) at blade 3, node 14, m/s/s + 298 6.023383104364E-003 T 2 First time derivative of AD vind (tangential) at blade 3, node 14, m/s/s + 299 -3.614979970219E-002 T 2 First time derivative of AD vind (axial) at blade 3, node 15, m/s/s + 300 1.187945206356E-002 T 2 First time derivative of AD vind (tangential) at blade 3, node 15, m/s/s + 301 -5.540112114982E-002 T 2 First time derivative of AD vind (axial) at blade 3, node 16, m/s/s + 302 1.796922861223E-002 T 2 First time derivative of AD vind (tangential) at blade 3, node 16, m/s/s + 303 -2.834482034030E-002 T 2 First time derivative of AD vind (axial) at blade 3, node 17, m/s/s + 304 2.637619361468E-002 T 2 First time derivative of AD vind (tangential) at blade 3, node 17, m/s/s + 305 -1.622112168043E-001 T 2 First time derivative of AD vind (axial) at blade 3, node 18, m/s/s + 306 3.667893456823E-002 T 2 First time derivative of AD vind (tangential) at blade 3, node 18, m/s/s + 307 -1.451469799966E+000 T 2 First time derivative of AD vind (axial) at blade 3, node 19, m/s/s 308 0.000000000000E+000 T 2 First time derivative of AD vind (tangential) at blade 3, node 19, m/s/s - 309 3.786998393658E-002 T 2 First time derivative of AD First time derivative of vind (axial) at blade 1, node 1, m/s/s/s + 309 3.786997622461E-002 T 2 First time derivative of AD First time derivative of vind (axial) at blade 1, node 1, m/s/s/s 310 0.000000000000E+000 T 2 First time derivative of AD First time derivative of vind (tangential) at blade 1, node 1, m/s/s/s - 311 0.000000000000E+000 T 2 First time derivative of AD First time derivative of vind (axial) at blade 1, node 2, m/s/s/s + 311 -0.000000000000E+000 T 2 First time derivative of AD First time derivative of vind (axial) at blade 1, node 2, m/s/s/s 312 0.000000000000E+000 T 2 First time derivative of AD First time derivative of vind (tangential) at blade 1, node 2, m/s/s/s - 313 0.000000000000E+000 T 2 First time derivative of AD First time derivative of vind (axial) at blade 1, node 3, m/s/s/s + 313 -0.000000000000E+000 T 2 First time derivative of AD First time derivative of vind (axial) at blade 1, node 3, m/s/s/s 314 0.000000000000E+000 T 2 First time derivative of AD First time derivative of vind (tangential) at blade 1, node 3, m/s/s/s - 315 0.000000000000E+000 T 2 First time derivative of AD First time derivative of vind (axial) at blade 1, node 4, m/s/s/s + 315 -0.000000000000E+000 T 2 First time derivative of AD First time derivative of vind (axial) at blade 1, node 4, m/s/s/s 316 0.000000000000E+000 T 2 First time derivative of AD First time derivative of vind (tangential) at blade 1, node 4, m/s/s/s - 317 1.579505615070E-002 T 2 First time derivative of AD First time derivative of vind (axial) at blade 1, node 5, m/s/s/s - 318 -1.144786309771E-002 T 2 First time derivative of AD First time derivative of vind (tangential) at blade 1, node 5, m/s/s/s - 319 1.921281519779E-002 T 2 First time derivative of AD First time derivative of vind (axial) at blade 1, node 6, m/s/s/s - 320 -8.964575209530E-003 T 2 First time derivative of AD First time derivative of vind (tangential) at blade 1, node 6, m/s/s/s - 321 1.971309316893E-002 T 2 First time derivative of AD First time derivative of vind (axial) at blade 1, node 7, m/s/s/s - 322 -7.062035950846E-003 T 2 First time derivative of AD First time derivative of vind (tangential) at blade 1, node 7, m/s/s/s - 323 1.924635292314E-002 T 2 First time derivative of AD First time derivative of vind (axial) at blade 1, node 8, m/s/s/s - 324 -5.767698775775E-003 T 2 First time derivative of AD First time derivative of vind (tangential) at blade 1, node 8, m/s/s/s - 325 1.764707443486E-002 T 2 First time derivative of AD First time derivative of vind (axial) at blade 1, node 9, m/s/s/s - 326 -4.864360503460E-003 T 2 First time derivative of AD First time derivative of vind (tangential) at blade 1, node 9, m/s/s/s - 327 1.854899430046E-002 T 2 First time derivative of AD First time derivative of vind (axial) at blade 1, node 10, m/s/s/s - 328 -4.327798095566E-003 T 2 First time derivative of AD First time derivative of vind (tangential) at blade 1, node 10, m/s/s/s - 329 1.821190648431E-002 T 2 First time derivative of AD First time derivative of vind (axial) at blade 1, node 11, m/s/s/s - 330 -3.928906247894E-003 T 2 First time derivative of AD First time derivative of vind (tangential) at blade 1, node 11, m/s/s/s - 331 2.061768138113E-002 T 2 First time derivative of AD First time derivative of vind (axial) at blade 1, node 12, m/s/s/s - 332 -3.746376724772E-003 T 2 First time derivative of AD First time derivative of vind (tangential) at blade 1, node 12, m/s/s/s - 333 2.169999973454E-002 T 2 First time derivative of AD First time derivative of vind (axial) at blade 1, node 13, m/s/s/s - 334 -3.532464664730E-003 T 2 First time derivative of AD First time derivative of vind (tangential) at blade 1, node 13, m/s/s/s - 335 2.492021468823E-002 T 2 First time derivative of AD First time derivative of vind (axial) at blade 1, node 14, m/s/s/s - 336 -3.591377263680E-003 T 2 First time derivative of AD First time derivative of vind (tangential) at blade 1, node 14, m/s/s/s - 337 2.743560678393E-002 T 2 First time derivative of AD First time derivative of vind (axial) at blade 1, node 15, m/s/s/s - 338 -3.758751755818E-003 T 2 First time derivative of AD First time derivative of vind (tangential) at blade 1, node 15, m/s/s/s - 339 2.972719446733E-002 T 2 First time derivative of AD First time derivative of vind (axial) at blade 1, node 16, m/s/s/s - 340 -4.021227618251E-003 T 2 First time derivative of AD First time derivative of vind (tangential) at blade 1, node 16, m/s/s/s - 341 3.488009613449E-002 T 2 First time derivative of AD First time derivative of vind (axial) at blade 1, node 17, m/s/s/s - 342 -4.383133370794E-003 T 2 First time derivative of AD First time derivative of vind (tangential) at blade 1, node 17, m/s/s/s - 343 4.249389697685E-002 T 2 First time derivative of AD First time derivative of vind (axial) at blade 1, node 18, m/s/s/s - 344 -4.954579806856E-003 T 2 First time derivative of AD First time derivative of vind (tangential) at blade 1, node 18, m/s/s/s - 345 8.582056805233E-002 T 2 First time derivative of AD First time derivative of vind (axial) at blade 1, node 19, m/s/s/s + 317 1.579507196600E-002 T 2 First time derivative of AD First time derivative of vind (axial) at blade 1, node 5, m/s/s/s + 318 -1.144787019222E-002 T 2 First time derivative of AD First time derivative of vind (tangential) at blade 1, node 5, m/s/s/s + 319 1.921283656302E-002 T 2 First time derivative of AD First time derivative of vind (axial) at blade 1, node 6, m/s/s/s + 320 -8.964583038139E-003 T 2 First time derivative of AD First time derivative of vind (tangential) at blade 1, node 6, m/s/s/s + 321 1.971311941903E-002 T 2 First time derivative of AD First time derivative of vind (axial) at blade 1, node 7, m/s/s/s + 322 -7.062043969222E-003 T 2 First time derivative of AD First time derivative of vind (tangential) at blade 1, node 7, m/s/s/s + 323 1.924638225279E-002 T 2 First time derivative of AD First time derivative of vind (axial) at blade 1, node 8, m/s/s/s + 324 -5.767706623210E-003 T 2 First time derivative of AD First time derivative of vind (tangential) at blade 1, node 8, m/s/s/s + 325 1.764710438750E-002 T 2 First time derivative of AD First time derivative of vind (axial) at blade 1, node 9, m/s/s/s + 326 -4.864368168307E-003 T 2 First time derivative of AD First time derivative of vind (tangential) at blade 1, node 9, m/s/s/s + 327 1.854902390245E-002 T 2 First time derivative of AD First time derivative of vind (axial) at blade 1, node 10, m/s/s/s + 328 -4.327805373148E-003 T 2 First time derivative of AD First time derivative of vind (tangential) at blade 1, node 10, m/s/s/s + 329 1.821193000889E-002 T 2 First time derivative of AD First time derivative of vind (axial) at blade 1, node 11, m/s/s/s + 330 -3.928913323419E-003 T 2 First time derivative of AD First time derivative of vind (tangential) at blade 1, node 11, m/s/s/s + 331 2.061769996639E-002 T 2 First time derivative of AD First time derivative of vind (axial) at blade 1, node 12, m/s/s/s + 332 -3.746383228938E-003 T 2 First time derivative of AD First time derivative of vind (tangential) at blade 1, node 12, m/s/s/s + 333 2.170000742566E-002 T 2 First time derivative of AD First time derivative of vind (axial) at blade 1, node 13, m/s/s/s + 334 -3.532470148547E-003 T 2 First time derivative of AD First time derivative of vind (tangential) at blade 1, node 13, m/s/s/s + 335 2.492021855043E-002 T 2 First time derivative of AD First time derivative of vind (axial) at blade 1, node 14, m/s/s/s + 336 -3.591381839768E-003 T 2 First time derivative of AD First time derivative of vind (tangential) at blade 1, node 14, m/s/s/s + 337 2.743560795539E-002 T 2 First time derivative of AD First time derivative of vind (axial) at blade 1, node 15, m/s/s/s + 338 -3.758755422162E-003 T 2 First time derivative of AD First time derivative of vind (tangential) at blade 1, node 15, m/s/s/s + 339 2.972719568582E-002 T 2 First time derivative of AD First time derivative of vind (axial) at blade 1, node 16, m/s/s/s + 340 -4.021230621450E-003 T 2 First time derivative of AD First time derivative of vind (tangential) at blade 1, node 16, m/s/s/s + 341 3.488010075445E-002 T 2 First time derivative of AD First time derivative of vind (axial) at blade 1, node 17, m/s/s/s + 342 -4.383136026554E-003 T 2 First time derivative of AD First time derivative of vind (tangential) at blade 1, node 17, m/s/s/s + 343 4.249391082746E-002 T 2 First time derivative of AD First time derivative of vind (axial) at blade 1, node 18, m/s/s/s + 344 -4.954582311882E-003 T 2 First time derivative of AD First time derivative of vind (tangential) at blade 1, node 18, m/s/s/s + 345 8.582063253010E-002 T 2 First time derivative of AD First time derivative of vind (axial) at blade 1, node 19, m/s/s/s 346 0.000000000000E+000 T 2 First time derivative of AD First time derivative of vind (tangential) at blade 1, node 19, m/s/s/s - 347 7.621071400909E-002 T 2 First time derivative of AD First time derivative of vind (axial) at blade 2, node 1, m/s/s/s + 347 7.621070852858E-002 T 2 First time derivative of AD First time derivative of vind (axial) at blade 2, node 1, m/s/s/s 348 0.000000000000E+000 T 2 First time derivative of AD First time derivative of vind (tangential) at blade 2, node 1, m/s/s/s - 349 0.000000000000E+000 T 2 First time derivative of AD First time derivative of vind (axial) at blade 2, node 2, m/s/s/s + 349 -0.000000000000E+000 T 2 First time derivative of AD First time derivative of vind (axial) at blade 2, node 2, m/s/s/s 350 0.000000000000E+000 T 2 First time derivative of AD First time derivative of vind (tangential) at blade 2, node 2, m/s/s/s - 351 0.000000000000E+000 T 2 First time derivative of AD First time derivative of vind (axial) at blade 2, node 3, m/s/s/s + 351 -0.000000000000E+000 T 2 First time derivative of AD First time derivative of vind (axial) at blade 2, node 3, m/s/s/s 352 0.000000000000E+000 T 2 First time derivative of AD First time derivative of vind (tangential) at blade 2, node 3, m/s/s/s - 353 0.000000000000E+000 T 2 First time derivative of AD First time derivative of vind (axial) at blade 2, node 4, m/s/s/s + 353 -0.000000000000E+000 T 2 First time derivative of AD First time derivative of vind (axial) at blade 2, node 4, m/s/s/s 354 0.000000000000E+000 T 2 First time derivative of AD First time derivative of vind (tangential) at blade 2, node 4, m/s/s/s - 355 1.950022657355E-002 T 2 First time derivative of AD First time derivative of vind (axial) at blade 2, node 5, m/s/s/s - 356 -7.940310034837E-003 T 2 First time derivative of AD First time derivative of vind (tangential) at blade 2, node 5, m/s/s/s - 357 1.500196661534E-002 T 2 First time derivative of AD First time derivative of vind (axial) at blade 2, node 6, m/s/s/s - 358 -5.018046755349E-003 T 2 First time derivative of AD First time derivative of vind (tangential) at blade 2, node 6, m/s/s/s - 359 1.073392636589E-002 T 2 First time derivative of AD First time derivative of vind (axial) at blade 2, node 7, m/s/s/s - 360 -3.066401091568E-003 T 2 First time derivative of AD First time derivative of vind (tangential) at blade 2, node 7, m/s/s/s - 361 7.790633129698E-003 T 2 First time derivative of AD First time derivative of vind (axial) at blade 2, node 8, m/s/s/s - 362 -1.860507440459E-003 T 2 First time derivative of AD First time derivative of vind (tangential) at blade 2, node 8, m/s/s/s - 363 5.892335012691E-003 T 2 First time derivative of AD First time derivative of vind (axial) at blade 2, node 9, m/s/s/s - 364 -1.069282949816E-003 T 2 First time derivative of AD First time derivative of vind (tangential) at blade 2, node 9, m/s/s/s - 365 4.251170198391E-003 T 2 First time derivative of AD First time derivative of vind (axial) at blade 2, node 10, m/s/s/s - 366 -4.186084531787E-004 T 2 First time derivative of AD First time derivative of vind (tangential) at blade 2, node 10, m/s/s/s - 367 4.831513985230E-003 T 2 First time derivative of AD First time derivative of vind (axial) at blade 2, node 11, m/s/s/s - 368 1.223409046674E-004 T 2 First time derivative of AD First time derivative of vind (tangential) at blade 2, node 11, m/s/s/s - 369 6.241499742864E-003 T 2 First time derivative of AD First time derivative of vind (axial) at blade 2, node 12, m/s/s/s - 370 5.387210538814E-004 T 2 First time derivative of AD First time derivative of vind (tangential) at blade 2, node 12, m/s/s/s - 371 9.558826608488E-003 T 2 First time derivative of AD First time derivative of vind (axial) at blade 2, node 13, m/s/s/s - 372 8.093121327264E-004 T 2 First time derivative of AD First time derivative of vind (tangential) at blade 2, node 13, m/s/s/s - 373 1.277247096037E-002 T 2 First time derivative of AD First time derivative of vind (axial) at blade 2, node 14, m/s/s/s - 374 9.529942591454E-004 T 2 First time derivative of AD First time derivative of vind (tangential) at blade 2, node 14, m/s/s/s - 375 1.583849573979E-002 T 2 First time derivative of AD First time derivative of vind (axial) at blade 2, node 15, m/s/s/s - 376 9.969790982898E-004 T 2 First time derivative of AD First time derivative of vind (tangential) at blade 2, node 15, m/s/s/s - 377 1.654840108873E-002 T 2 First time derivative of AD First time derivative of vind (axial) at blade 2, node 16, m/s/s/s - 378 9.973815266433E-004 T 2 First time derivative of AD First time derivative of vind (tangential) at blade 2, node 16, m/s/s/s - 379 1.630213989200E-002 T 2 First time derivative of AD First time derivative of vind (axial) at blade 2, node 17, m/s/s/s - 380 1.103613601247E-003 T 2 First time derivative of AD First time derivative of vind (tangential) at blade 2, node 17, m/s/s/s - 381 6.858519123320E-003 T 2 First time derivative of AD First time derivative of vind (axial) at blade 2, node 18, m/s/s/s - 382 1.142613654539E-003 T 2 First time derivative of AD First time derivative of vind (tangential) at blade 2, node 18, m/s/s/s - 383 -5.748415974981E-002 T 2 First time derivative of AD First time derivative of vind (axial) at blade 2, node 19, m/s/s/s + 355 1.950019163749E-002 T 2 First time derivative of AD First time derivative of vind (axial) at blade 2, node 5, m/s/s/s + 356 -7.940290740856E-003 T 2 First time derivative of AD First time derivative of vind (tangential) at blade 2, node 5, m/s/s/s + 357 1.500191667828E-002 T 2 First time derivative of AD First time derivative of vind (axial) at blade 2, node 6, m/s/s/s + 358 -5.018026281696E-003 T 2 First time derivative of AD First time derivative of vind (tangential) at blade 2, node 6, m/s/s/s + 359 1.073386808322E-002 T 2 First time derivative of AD First time derivative of vind (axial) at blade 2, node 7, m/s/s/s + 360 -3.066381463512E-003 T 2 First time derivative of AD First time derivative of vind (tangential) at blade 2, node 7, m/s/s/s + 361 7.790571330145E-003 T 2 First time derivative of AD First time derivative of vind (axial) at blade 2, node 8, m/s/s/s + 362 -1.860489267936E-003 T 2 First time derivative of AD First time derivative of vind (tangential) at blade 2, node 8, m/s/s/s + 363 5.892277658565E-003 T 2 First time derivative of AD First time derivative of vind (axial) at blade 2, node 9, m/s/s/s + 364 -1.069266465511E-003 T 2 First time derivative of AD First time derivative of vind (tangential) at blade 2, node 9, m/s/s/s + 365 4.251118708907E-003 T 2 First time derivative of AD First time derivative of vind (axial) at blade 2, node 10, m/s/s/s + 366 -4.185940368279E-004 T 2 First time derivative of AD First time derivative of vind (tangential) at blade 2, node 10, m/s/s/s + 367 4.831481271111E-003 T 2 First time derivative of AD First time derivative of vind (axial) at blade 2, node 11, m/s/s/s + 368 1.223533972174E-004 T 2 First time derivative of AD First time derivative of vind (tangential) at blade 2, node 11, m/s/s/s + 369 6.241478231226E-003 T 2 First time derivative of AD First time derivative of vind (axial) at blade 2, node 12, m/s/s/s + 370 5.387312362145E-004 T 2 First time derivative of AD First time derivative of vind (tangential) at blade 2, node 12, m/s/s/s + 371 9.558819552920E-003 T 2 First time derivative of AD First time derivative of vind (axial) at blade 2, node 13, m/s/s/s + 372 8.093195538882E-004 T 2 First time derivative of AD First time derivative of vind (tangential) at blade 2, node 13, m/s/s/s + 373 1.277246633560E-002 T 2 First time derivative of AD First time derivative of vind (axial) at blade 2, node 14, m/s/s/s + 374 9.529993565361E-004 T 2 First time derivative of AD First time derivative of vind (tangential) at blade 2, node 14, m/s/s/s + 375 1.583848981949E-002 T 2 First time derivative of AD First time derivative of vind (axial) at blade 2, node 15, m/s/s/s + 376 9.969822098733E-004 T 2 First time derivative of AD First time derivative of vind (tangential) at blade 2, node 15, m/s/s/s + 377 1.654839177185E-002 T 2 First time derivative of AD First time derivative of vind (axial) at blade 2, node 16, m/s/s/s + 378 9.973833205868E-004 T 2 First time derivative of AD First time derivative of vind (tangential) at blade 2, node 16, m/s/s/s + 379 1.630212887650E-002 T 2 First time derivative of AD First time derivative of vind (axial) at blade 2, node 17, m/s/s/s + 380 1.103614556964E-003 T 2 First time derivative of AD First time derivative of vind (tangential) at blade 2, node 17, m/s/s/s + 381 6.858510827997E-003 T 2 First time derivative of AD First time derivative of vind (axial) at blade 2, node 18, m/s/s/s + 382 1.142613946724E-003 T 2 First time derivative of AD First time derivative of vind (tangential) at blade 2, node 18, m/s/s/s + 383 -5.748415365873E-002 T 2 First time derivative of AD First time derivative of vind (axial) at blade 2, node 19, m/s/s/s 384 0.000000000000E+000 T 2 First time derivative of AD First time derivative of vind (tangential) at blade 2, node 19, m/s/s/s - 385 2.971180482186E-002 T 2 First time derivative of AD First time derivative of vind (axial) at blade 3, node 1, m/s/s/s + 385 2.971179637418E-002 T 2 First time derivative of AD First time derivative of vind (axial) at blade 3, node 1, m/s/s/s 386 0.000000000000E+000 T 2 First time derivative of AD First time derivative of vind (tangential) at blade 3, node 1, m/s/s/s - 387 0.000000000000E+000 T 2 First time derivative of AD First time derivative of vind (axial) at blade 3, node 2, m/s/s/s + 387 -0.000000000000E+000 T 2 First time derivative of AD First time derivative of vind (axial) at blade 3, node 2, m/s/s/s 388 0.000000000000E+000 T 2 First time derivative of AD First time derivative of vind (tangential) at blade 3, node 2, m/s/s/s - 389 0.000000000000E+000 T 2 First time derivative of AD First time derivative of vind (axial) at blade 3, node 3, m/s/s/s + 389 -0.000000000000E+000 T 2 First time derivative of AD First time derivative of vind (axial) at blade 3, node 3, m/s/s/s 390 0.000000000000E+000 T 2 First time derivative of AD First time derivative of vind (tangential) at blade 3, node 3, m/s/s/s - 391 0.000000000000E+000 T 2 First time derivative of AD First time derivative of vind (axial) at blade 3, node 4, m/s/s/s + 391 -0.000000000000E+000 T 2 First time derivative of AD First time derivative of vind (axial) at blade 3, node 4, m/s/s/s 392 0.000000000000E+000 T 2 First time derivative of AD First time derivative of vind (tangential) at blade 3, node 4, m/s/s/s - 393 1.418451129472E-002 T 2 First time derivative of AD First time derivative of vind (axial) at blade 3, node 5, m/s/s/s - 394 -1.142702241353E-002 T 2 First time derivative of AD First time derivative of vind (tangential) at blade 3, node 5, m/s/s/s - 395 1.848047333344E-002 T 2 First time derivative of AD First time derivative of vind (axial) at blade 3, node 6, m/s/s/s - 396 -9.048930075803E-003 T 2 First time derivative of AD First time derivative of vind (tangential) at blade 3, node 6, m/s/s/s - 397 1.795001355468E-002 T 2 First time derivative of AD First time derivative of vind (axial) at blade 3, node 7, m/s/s/s - 398 -6.874638068797E-003 T 2 First time derivative of AD First time derivative of vind (tangential) at blade 3, node 7, m/s/s/s - 399 1.627360891352E-002 T 2 First time derivative of AD First time derivative of vind (axial) at blade 3, node 8, m/s/s/s - 400 -5.376141306990E-003 T 2 First time derivative of AD First time derivative of vind (tangential) at blade 3, node 8, m/s/s/s - 401 1.264635493498E-002 T 2 First time derivative of AD First time derivative of vind (axial) at blade 3, node 9, m/s/s/s - 402 -4.284042840253E-003 T 2 First time derivative of AD First time derivative of vind (tangential) at blade 3, node 9, m/s/s/s - 403 1.059944197554E-002 T 2 First time derivative of AD First time derivative of vind (axial) at blade 3, node 10, m/s/s/s - 404 -3.482788560020E-003 T 2 First time derivative of AD First time derivative of vind (tangential) at blade 3, node 10, m/s/s/s - 405 5.883919355249E-003 T 2 First time derivative of AD First time derivative of vind (axial) at blade 3, node 11, m/s/s/s - 406 -2.886339545677E-003 T 2 First time derivative of AD First time derivative of vind (tangential) at blade 3, node 11, m/s/s/s - 407 4.713484265570E-003 T 2 First time derivative of AD First time derivative of vind (axial) at blade 3, node 12, m/s/s/s - 408 -2.349619900146E-003 T 2 First time derivative of AD First time derivative of vind (tangential) at blade 3, node 12, m/s/s/s - 409 3.886950259387E-003 T 2 First time derivative of AD First time derivative of vind (axial) at blade 3, node 13, m/s/s/s - 410 -1.845871034319E-003 T 2 First time derivative of AD First time derivative of vind (tangential) at blade 3, node 13, m/s/s/s - 411 5.437832505423E-003 T 2 First time derivative of AD First time derivative of vind (axial) at blade 3, node 14, m/s/s/s - 412 -1.543203399470E-003 T 2 First time derivative of AD First time derivative of vind (tangential) at blade 3, node 14, m/s/s/s - 413 7.509890161374E-003 T 2 First time derivative of AD First time derivative of vind (axial) at blade 3, node 15, m/s/s/s - 414 -1.371576929848E-003 T 2 First time derivative of AD First time derivative of vind (tangential) at blade 3, node 15, m/s/s/s - 415 9.741722369191E-003 T 2 First time derivative of AD First time derivative of vind (axial) at blade 3, node 16, m/s/s/s - 416 -1.348202036019E-003 T 2 First time derivative of AD First time derivative of vind (tangential) at blade 3, node 16, m/s/s/s - 417 1.536341269896E-002 T 2 First time derivative of AD First time derivative of vind (axial) at blade 3, node 17, m/s/s/s - 418 -1.348643463880E-003 T 2 First time derivative of AD First time derivative of vind (tangential) at blade 3, node 17, m/s/s/s - 419 1.627943528388E-002 T 2 First time derivative of AD First time derivative of vind (axial) at blade 3, node 18, m/s/s/s - 420 -1.503465446914E-003 T 2 First time derivative of AD First time derivative of vind (tangential) at blade 3, node 18, m/s/s/s - 421 -1.253588183215E-003 T 2 First time derivative of AD First time derivative of vind (axial) at blade 3, node 19, m/s/s/s + 393 1.418454514247E-002 T 2 First time derivative of AD First time derivative of vind (axial) at blade 3, node 5, m/s/s/s + 394 -1.142704418403E-002 T 2 First time derivative of AD First time derivative of vind (tangential) at blade 3, node 5, m/s/s/s + 395 1.848052071892E-002 T 2 First time derivative of AD First time derivative of vind (axial) at blade 3, node 6, m/s/s/s + 396 -9.048950176040E-003 T 2 First time derivative of AD First time derivative of vind (tangential) at blade 3, node 6, m/s/s/s + 397 1.795006342642E-002 T 2 First time derivative of AD First time derivative of vind (axial) at blade 3, node 7, m/s/s/s + 398 -6.874654874056E-003 T 2 First time derivative of AD First time derivative of vind (tangential) at blade 3, node 7, m/s/s/s + 399 1.627365643645E-002 T 2 First time derivative of AD First time derivative of vind (axial) at blade 3, node 8, m/s/s/s + 400 -5.376154962956E-003 T 2 First time derivative of AD First time derivative of vind (tangential) at blade 3, node 8, m/s/s/s + 401 1.264639454833E-002 T 2 First time derivative of AD First time derivative of vind (axial) at blade 3, node 9, m/s/s/s + 402 -4.284053790177E-003 T 2 First time derivative of AD First time derivative of vind (tangential) at blade 3, node 9, m/s/s/s + 403 1.059947326714E-002 T 2 First time derivative of AD First time derivative of vind (axial) at blade 3, node 10, m/s/s/s + 404 -3.482796993963E-003 T 2 First time derivative of AD First time derivative of vind (tangential) at blade 3, node 10, m/s/s/s + 405 5.883936983625E-003 T 2 First time derivative of AD First time derivative of vind (axial) at blade 3, node 11, m/s/s/s + 406 -2.886345949556E-003 T 2 First time derivative of AD First time derivative of vind (tangential) at blade 3, node 11, m/s/s/s + 407 4.713494992469E-003 T 2 First time derivative of AD First time derivative of vind (axial) at blade 3, node 12, m/s/s/s + 408 -2.349624092435E-003 T 2 First time derivative of AD First time derivative of vind (tangential) at blade 3, node 12, m/s/s/s + 409 3.886954236444E-003 T 2 First time derivative of AD First time derivative of vind (axial) at blade 3, node 13, m/s/s/s + 410 -1.845873118656E-003 T 2 First time derivative of AD First time derivative of vind (tangential) at blade 3, node 13, m/s/s/s + 411 5.437835730203E-003 T 2 First time derivative of AD First time derivative of vind (axial) at blade 3, node 14, m/s/s/s + 412 -1.543203784084E-003 T 2 First time derivative of AD First time derivative of vind (tangential) at blade 3, node 14, m/s/s/s + 413 7.509894969804E-003 T 2 First time derivative of AD First time derivative of vind (axial) at blade 3, node 15, m/s/s/s + 414 -1.371575993607E-003 T 2 First time derivative of AD First time derivative of vind (tangential) at blade 3, node 15, m/s/s/s + 415 9.741728169823E-003 T 2 First time derivative of AD First time derivative of vind (axial) at blade 3, node 16, m/s/s/s + 416 -1.348200301904E-003 T 2 First time derivative of AD First time derivative of vind (tangential) at blade 3, node 16, m/s/s/s + 417 1.536341491859E-002 T 2 First time derivative of AD First time derivative of vind (axial) at blade 3, node 17, m/s/s/s + 418 -1.348641194077E-003 T 2 First time derivative of AD First time derivative of vind (tangential) at blade 3, node 17, m/s/s/s + 419 1.627942599161E-002 T 2 First time derivative of AD First time derivative of vind (axial) at blade 3, node 18, m/s/s/s + 420 -1.503462764966E-003 T 2 First time derivative of AD First time derivative of vind (tangential) at blade 3, node 18, m/s/s/s + 421 -1.253657356821E-003 T 2 First time derivative of AD First time derivative of vind (axial) at blade 3, node 19, m/s/s/s 422 0.000000000000E+000 T 2 First time derivative of AD First time derivative of vind (tangential) at blade 3, node 19, m/s/s/s Order of inputs: @@ -877,10 +877,10 @@ Order of inputs: 4 0.000000000000E+000 T 0 ED Blade 1 pitch command, rad 5 0.000000000000E+000 T 0 ED Blade 2 pitch command, rad 6 0.000000000000E+000 T 0 ED Blade 3 pitch command, rad - 7 0.000000000000E+000 T 0 ED Blade 1 pitch moment, Nm - 8 0.000000000000E+000 T 0 ED Blade 2 pitch moment, Nm - 9 0.000000000000E+000 T 0 ED Blade 3 pitch moment, Nm - 10 4.510352289714E+005 F 0 ED Yaw moment, Nm + 7 -0.000000000000E+000 T 0 ED Blade 1 pitch moment, Nm + 8 -0.000000000000E+000 T 0 ED Blade 2 pitch moment, Nm + 9 -0.000000000000E+000 T 0 ED Blade 3 pitch moment, Nm + 10 4.510343739988E+005 F 0 ED Yaw moment, Nm 11 0.000000000000E+000 F 0 ED Generator torque, Nm 12 0.000000000000E+000 F 0 ED Extended input: collective blade-pitch command, rad 13 0.000000000000E+000 T 0 AD User property on blade 1, node 1, - @@ -948,68 +948,68 @@ Order of outputs: Row Operating Point Rotating Frame? Derivative Order Description ---------- --------------- --------------- ---------------- ----------- 1 8.000000000000E+000 F 0 IfW Wind1VelX, (m/s) - 2 0.000000000000E+000 F 0 IfW Wind1VelY, (m/s) + 2 -0.000000000000E+000 F 0 IfW Wind1VelY, (m/s) 3 0.000000000000E+000 F 0 IfW Wind1VelZ, (m/s) 4 0.000000000000E+000 F 0 SrvD GenPwr, (kW) 5 0.000000000000E+000 F 0 SrvD GenTq, (kN-m) 6 0.000000000000E+000 T 0 ED BldPitch1, (deg) - 7 7.288470762696E+001 F 0 ED Azimuth, (deg) - 8 1.223740178335E+001 F 0 ED RotSpeed, (rpm) - 9 1.184136389574E+003 F 0 ED GenSpeed, (rpm) - 10 1.965619176045E-001 F 0 ED TTDspFA, (m) - 11 3.096266747892E-003 F 0 ED TTDspSS, (m) + 7 7.288470764509E+001 F 0 ED Azimuth, (deg) + 8 1.223740180743E+001 F 0 ED RotSpeed, (rpm) + 9 1.184136389871E+003 F 0 ED GenSpeed, (rpm) + 10 1.965619072201E-001 F 0 ED TTDspFA, (m) + 11 3.096266245672E-003 F 0 ED TTDspSS, (m) 12 0.000000000000E+000 F 0 ED TTDspTwst, (deg) - 13 1.116527852021E+002 F 0 ED RotTorq, (kN-m) - 14 -1.268855655357E+003 F 0 ED LSSGagMya, (kN-m) - 15 2.638967503152E+003 F 0 ED LSSGagMza, (kN-m) - 16 4.026497056511E+002 F 0 ED YawBrFxp, (kN) - 17 8.858627434896E+000 F 0 ED YawBrFyp, (kN) - 18 -3.423998362221E+003 F 0 ED YawBrFzp, (kN) - 19 5.382289341472E+001 F 0 ED YawBrMxp, (kN-m) - 20 -8.174099743397E+002 F 0 ED YawBrMyp, (kN-m) - 21 -4.510352289714E+002 F 0 ED YawBrMzp, (kN-m) - 22 3.662622592806E+002 F 0 ED TwrBsFxt, (kN) - 23 2.668924857607E+000 F 0 ED TwrBsFyt, (kN) - 24 -6.832690535630E+003 F 0 ED TwrBsFzt, (kN) - 25 -4.310675061415E+002 F 0 ED TwrBsMxt, (kN-m) - 26 3.295088901982E+004 F 0 ED TwrBsMyt, (kN-m) - 27 -4.510631770930E+002 F 0 ED TwrBsMzt, (kN-m) - 28 1.600742326520E+005 T 0 BD_1 RootFxr, (N) - 29 -1.517510876829E+005 T 0 BD_1 RootFyr, (N) - 30 5.488184854995E+005 T 0 BD_1 RootFzr, (N) - 31 3.001268568814E+006 T 0 BD_1 RootMxr, (N-m) - 32 5.583379685321E+006 T 0 BD_1 RootMyr, (N-m) - 33 -4.850944740787E+004 T 0 BD_1 RootMzr, (N-m) - 34 3.121584996727E+000 T 0 BD_1 TipTDxr, (m) - 35 -5.986531735445E-001 T 0 BD_1 TipTDyr, (m) - 36 -1.264343829741E-001 T 0 BD_1 TipTDzr, (m) - 37 1.566252627971E-002 T 0 BD_1 TipRDxr, (-) - 38 1.311398091486E-001 T 0 BD_1 TipRDyr, (-) - 39 -1.939196345621E-002 T 0 BD_1 TipRDzr, (-) - 40 1.839864956752E+005 T 0 BD_2 RootFxr, (N) - 41 3.350377350925E+004 T 0 BD_2 RootFyr, (N) - 42 7.513614133532E+005 T 0 BD_2 RootFzr, (N) - 43 -5.867960916675E+005 T 0 BD_2 RootMxr, (N-m) - 44 6.517321253069E+006 T 0 BD_2 RootMyr, (N-m) - 45 -3.600660927519E+003 T 0 BD_2 RootMzr, (N-m) - 46 3.664165872834E+000 T 0 BD_2 TipTDxr, (m) - 47 -2.058237660497E-001 T 0 BD_2 TipTDyr, (m) - 48 -1.748640008450E-001 T 0 BD_2 TipTDzr, (m) - 49 6.720420016234E-003 T 0 BD_2 TipRDxr, (-) - 50 1.569291324963E-001 T 0 BD_2 TipRDyr, (-) - 51 -1.094890228042E-002 T 0 BD_2 TipRDzr, (-) - 52 1.599494606417E+005 T 0 BD_3 RootFxr, (N) - 53 1.177915323598E+005 T 0 BD_3 RootFyr, (N) - 54 4.906606956058E+005 T 0 BD_3 RootFzr, (N) - 55 -2.301067891995E+006 T 0 BD_3 RootMxr, (N-m) - 56 5.854007624765E+006 T 0 BD_3 RootMyr, (N-m) - 57 5.519850441726E+003 T 0 BD_3 RootMzr, (N-m) - 58 3.322465671617E+000 T 0 BD_3 TipTDxr, (m) - 59 3.585261110203E-002 T 0 BD_3 TipTDyr, (m) - 60 -1.444364720536E-001 T 0 BD_3 TipTDzr, (m) - 61 5.348260975006E-004 T 0 BD_3 TipRDxr, (-) - 62 1.434017659501E-001 T 0 BD_3 TipRDyr, (-) - 63 -1.271822119795E-002 T 0 BD_3 TipRDzr, (-) + 13 1.116528791773E+002 F 0 ED RotTorq, (kN-m) + 14 -1.268856997998E+003 F 0 ED LSSGagMya, (kN-m) + 15 2.638974719868E+003 F 0 ED LSSGagMza, (kN-m) + 16 4.026498495899E+002 F 0 ED YawBrFxp, (kN) + 17 8.858635514711E+000 F 0 ED YawBrFyp, (kN) + 18 -3.423998459143E+003 F 0 ED YawBrFzp, (kN) + 19 5.382304525259E+001 F 0 ED YawBrMxp, (kN-m) + 20 -8.174173089629E+002 F 0 ED YawBrMyp, (kN-m) + 21 -4.510343739988E+002 F 0 ED YawBrMzp, (kN-m) + 22 3.662624047662E+002 F 0 ED TwrBsFxt, (kN) + 23 2.668917668147E+000 F 0 ED TwrBsFyt, (kN) + 24 -6.832690639830E+003 F 0 ED TwrBsFzt, (kN) + 25 -4.310672945480E+002 F 0 ED TwrBsMxt, (kN-m) + 26 3.295089267078E+004 F 0 ED TwrBsMyt, (kN-m) + 27 -4.510623226699E+002 F 0 ED TwrBsMzt, (kN-m) + 28 1.600742140772E+005 T 0 BD_1 RootFxr, (N) + 29 -1.517511234222E+005 T 0 BD_1 RootFyr, (N) + 30 5.488184812225E+005 T 0 BD_1 RootFzr, (N) + 31 3.001269358237E+006 T 0 BD_1 RootMxr, (N-m) + 32 5.583378734845E+006 T 0 BD_1 RootMyr, (N-m) + 33 -4.850944949091E+004 T 0 BD_1 RootMzr, (N-m) + 34 3.121584574289E+000 T 0 BD_1 TipTDxr, (m) + 35 -5.986532185482E-001 T 0 BD_1 TipTDyr, (m) + 36 -1.264343494000E-001 T 0 BD_1 TipTDzr, (m) + 37 1.566252696961E-002 T 0 BD_1 TipRDxr, (-) + 38 1.311397958004E-001 T 0 BD_1 TipRDyr, (-) + 39 -1.939196449367E-002 T 0 BD_1 TipRDzr, (-) + 40 1.839866442045E+005 T 0 BD_2 RootFxr, (N) + 41 3.350377632610E+004 T 0 BD_2 RootFyr, (N) + 42 7.513614343318E+005 T 0 BD_2 RootFzr, (N) + 43 -5.867962425311E+005 T 0 BD_2 RootMxr, (N-m) + 44 6.517325321033E+006 T 0 BD_2 RootMyr, (N-m) + 45 -3.600634907717E+003 T 0 BD_2 RootMzr, (N-m) + 46 3.664166924285E+000 T 0 BD_2 TipTDxr, (m) + 47 -2.058238092318E-001 T 0 BD_2 TipTDyr, (m) + 48 -1.748640904222E-001 T 0 BD_2 TipTDzr, (m) + 49 6.720420952751E-003 T 0 BD_2 TipRDxr, (-) + 50 1.569291586081E-001 T 0 BD_2 TipRDyr, (-) + 51 -1.094889897453E-002 T 0 BD_2 TipRDzr, (-) + 52 1.599493161653E+005 T 0 BD_3 RootFxr, (N) + 53 1.177915586824E+005 T 0 BD_3 RootFyr, (N) + 54 4.906606782788E+005 T 0 BD_3 RootFzr, (N) + 55 -2.301068446649E+006 T 0 BD_3 RootMxr, (N-m) + 56 5.854004057930E+006 T 0 BD_3 RootMyr, (N-m) + 57 5.519828230818E+003 T 0 BD_3 RootMzr, (N-m) + 58 3.322464971586E+000 T 0 BD_3 TipTDxr, (m) + 59 3.585271719835E-002 T 0 BD_3 TipTDyr, (m) + 60 -1.444364234450E-001 T 0 BD_3 TipTDzr, (m) + 61 5.348239494760E-004 T 0 BD_3 TipRDxr, (-) + 62 1.434017532662E-001 T 0 BD_3 TipRDyr, (-) + 63 -1.271822178675E-002 T 0 BD_3 TipRDzr, (-) Linearized state matrices: @@ -1022,194 +1022,194 @@ A: 422 x 422 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 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0.000000000000E+000 0.000000000000E+000 -2.011718858749E-025 -5.654414165155E-027 -7.170174522253E-002 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 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0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 -1.079560672043E-017 3.135392749249E-017 0.000000000000E+000 + -7.806569434002E-019 -1.520083494261E-017 0.000000000000E+000 -7.635589322418E-016 -2.185615260901E-016 9.987250922137E-001 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 1.309659376377E-026 1.297534420633E-026 9.987250922134E-001 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 -7.806569434002E-019 -1.520083494261E-017 0.000000000000E+000 diff --git a/glue-codes/openfast/Damped_Beam_Rotating/Damped_Beam_Rotating.1.BD1.lin b/glue-codes/openfast/Damped_Beam_Rotating/Damped_Beam_Rotating.1.BD1.lin index 807e145ba..69cdfde4d 100644 --- a/glue-codes/openfast/Damped_Beam_Rotating/Damped_Beam_Rotating.1.BD1.lin +++ b/glue-codes/openfast/Damped_Beam_Rotating/Damped_Beam_Rotating.1.BD1.lin @@ -1,5 +1,5 @@ -Linearized model: Predictions were generated on 17-Feb-2026 at 22:20:44 using OpenFAST, compiled on Feb 17 2026 at 18:46:17 as a 64-bit application using double precision at commit HEAD-HASH-NOTFOUND +Linearized model: Predictions were generated on 17-Jul-2026 at 22:42:33 using OpenFAST, compiled on Jul 17 2026 at 14:05:32 as a 64-bit application using double precision at commit HEAD-HASH-NOTFOUND linked with NWTC Subroutine Library; ElastoDyn; BeamDyn Description from the FAST input file: Modal damping for beam rotating, but still at initial position @@ -20,98 +20,98 @@ Order of continuous states: Row/Column Operating Point Rotating Frame? Derivative Order Description ---------- --------------- --------------- ---------------- ----------- 1 0.000000000000E+000 T 2 finite element node 2 (number of elements = 1; element order = 8) translational displacement in X, m - 2 4.196439247194E-035 T 2 finite element node 2 (number of elements = 1; element order = 8) translational displacement in Y, m + 2 4.196439364480E-035 T 2 finite element node 2 (number of elements = 1; element order = 8) translational displacement in Y, m 3 1.280783196414E-005 T 2 finite element node 2 (number of elements = 1; element order = 8) translational displacement in Z, m 4 0.000000000000E+000 T 2 finite element node 2 (number of elements = 1; element order = 8) rotational displacement in X, rad 5 0.000000000000E+000 T 2 finite element node 2 (number of elements = 1; element order = 8) rotational displacement in Y, rad 6 0.000000000000E+000 T 2 finite element node 2 (number of elements = 1; element order = 8) rotational displacement in Z, rad 7 0.000000000000E+000 T 2 finite element node 3 (number of elements = 1; element order = 8) translational displacement in X, m - 8 4.997637212139E-034 T 2 finite element node 3 (number of elements = 1; element order = 8) translational displacement in Y, m + 8 4.997637355594E-034 T 2 finite element node 3 (number of elements = 1; element order = 8) translational displacement in Y, m 9 4.376540543741E-005 T 2 finite element node 3 (number of elements = 1; element order = 8) translational displacement in Z, m 10 0.000000000000E+000 T 2 finite element node 3 (number of elements = 1; element order = 8) rotational displacement in X, rad 11 0.000000000000E+000 T 2 finite element node 3 (number of elements = 1; element order = 8) rotational displacement in Y, rad 12 0.000000000000E+000 T 2 finite element node 3 (number of elements = 1; element order = 8) rotational displacement in Z, rad 13 0.000000000000E+000 T 2 finite element node 4 (number of elements = 1; element order = 8) translational displacement in X, m - 14 1.828078799911E-033 T 2 finite element node 4 (number of elements = 1; element order = 8) translational displacement in Y, m + 14 1.828078854524E-033 T 2 finite element node 4 (number of elements = 1; element order = 8) translational displacement in Y, m 15 7.192083882174E-005 T 2 finite element node 4 (number of elements = 1; element order = 8) translational displacement in Z, m 16 0.000000000000E+000 T 2 finite element node 4 (number of elements = 1; element order = 8) rotational displacement in X, rad 17 0.000000000000E+000 T 2 finite element node 4 (number of elements = 1; element order = 8) rotational displacement in Y, rad 18 0.000000000000E+000 T 2 finite element node 4 (number of elements = 1; element order = 8) rotational displacement in Z, rad 19 0.000000000000E+000 T 2 finite element node 5 (number of elements = 1; element order = 8) translational displacement in X, m - 20 3.964551620761E-033 T 2 finite element node 5 (number of elements = 1; element order = 8) translational displacement in Y, m + 20 3.964551745937E-033 T 2 finite element node 5 (number of elements = 1; element order = 8) translational displacement in Y, m 21 1.086821317903E-004 T 2 finite element node 5 (number of elements = 1; element order = 8) translational displacement in Z, m 22 0.000000000000E+000 T 2 finite element node 5 (number of elements = 1; element order = 8) rotational displacement in X, rad 23 0.000000000000E+000 T 2 finite element node 5 (number of elements = 1; element order = 8) rotational displacement in Y, rad 24 0.000000000000E+000 T 2 finite element node 5 (number of elements = 1; element order = 8) rotational displacement in Z, rad 25 0.000000000000E+000 T 2 finite element node 6 (number of elements = 1; element order = 8) translational displacement in X, m - 26 6.585140619577E-033 T 2 finite element node 6 (number of elements = 1; element order = 8) translational displacement in Y, m + 26 6.585140839923E-033 T 2 finite element node 6 (number of elements = 1; element order = 8) translational displacement in Y, m 27 1.326371564154E-004 T 2 finite element node 6 (number of elements = 1; element order = 8) translational displacement in Z, m 28 0.000000000000E+000 T 2 finite element node 6 (number of elements = 1; element order = 8) rotational displacement in X, rad 29 0.000000000000E+000 T 2 finite element node 6 (number of elements = 1; element order = 8) rotational displacement in Y, rad 30 0.000000000000E+000 T 2 finite element node 6 (number of elements = 1; element order = 8) rotational displacement in Z, rad 31 0.000000000000E+000 T 2 finite element node 7 (number of elements = 1; element order = 8) translational displacement in X, m - 32 9.013299494334E-033 T 2 finite element node 7 (number of elements = 1; element order = 8) translational displacement in Y, m + 32 9.013299808475E-033 T 2 finite element node 7 (number of elements = 1; element order = 8) translational displacement in Y, m 33 1.488017311798E-004 T 2 finite element node 7 (number of elements = 1; element order = 8) translational displacement in Z, m 34 0.000000000000E+000 T 2 finite element node 7 (number of elements = 1; element order = 8) rotational displacement in X, rad 35 0.000000000000E+000 T 2 finite element node 7 (number of elements = 1; element order = 8) rotational displacement in Y, rad 36 0.000000000000E+000 T 2 finite element node 7 (number of elements = 1; element order = 8) rotational displacement in Z, rad 37 0.000000000000E+000 T 2 finite element node 8 (number of elements = 1; element order = 8) translational displacement in X, m - 38 1.075459185868E-032 T 2 finite element node 8 (number of elements = 1; element order = 8) translational displacement in Y, m + 38 1.075459223964E-032 T 2 finite element node 8 (number of elements = 1; element order = 8) translational displacement in Y, m 39 1.528911191876E-004 T 2 finite element node 8 (number of elements = 1; element order = 8) translational displacement in Z, m 40 0.000000000000E+000 T 2 finite element node 8 (number of elements = 1; element order = 8) rotational displacement in X, rad 41 0.000000000000E+000 T 2 finite element node 8 (number of elements = 1; element order = 8) rotational displacement in Y, rad 42 0.000000000000E+000 T 2 finite element node 8 (number of elements = 1; element order = 8) rotational displacement in Z, rad 43 0.000000000000E+000 T 2 finite element node 9 (number of elements = 1; element order = 8) translational displacement in X, m - 44 1.155165926781E-032 T 2 finite element node 9 (number of elements = 1; element order = 8) translational displacement in Y, m + 44 1.155165967857E-032 T 2 finite element node 9 (number of elements = 1; element order = 8) translational displacement in Y, m 45 1.523110291307E-004 T 2 finite element node 9 (number of elements = 1; element order = 8) translational displacement in Z, m 46 0.000000000000E+000 T 2 finite element node 9 (number of elements = 1; element order = 8) rotational displacement in X, rad 47 0.000000000000E+000 T 2 finite element node 9 (number of elements = 1; element order = 8) rotational displacement in Y, rad 48 0.000000000000E+000 T 2 finite element node 9 (number of elements = 1; element order = 8) rotational displacement in Z, rad 49 0.000000000000E+000 T 2 First time derivative of finite element node 2 (number of elements = 1; element order = 8) translational displacement in X, m/s 50 -5.248672498938E+000 T 2 First time derivative of finite element node 2 (number of elements = 1; element order = 8) translational displacement in Y, m/s - 51 4.394500903406E-035 T 2 First time derivative of finite element node 2 (number of elements = 1; element order = 8) translational displacement in Z, m/s + 51 4.394501026229E-035 T 2 First time derivative of finite element node 2 (number of elements = 1; element order = 8) translational displacement in Z, m/s 52 1.047197551197E+000 T 2 First time derivative of finite element node 2 (number of elements = 1; element order = 8) rotational displacement in X, rad/s 53 0.000000000000E+000 T 2 First time derivative of finite element node 2 (number of elements = 1; element order = 8) rotational displacement in Y, rad/s 54 0.000000000000E+000 T 2 First time derivative of finite element node 2 (number of elements = 1; element order = 8) rotational displacement in Z, rad/s 55 0.000000000000E+000 T 2 First time derivative of finite element node 3 (number of elements = 1; element order = 8) translational displacement in X, m/s 56 -1.690253271048E+001 T 2 First time derivative of finite element node 3 (number of elements = 1; element order = 8) translational displacement in Y, m/s - 57 5.233513450321E-034 T 2 First time derivative of finite element node 3 (number of elements = 1; element order = 8) translational displacement in Z, m/s + 57 5.233513600546E-034 T 2 First time derivative of finite element node 3 (number of elements = 1; element order = 8) translational displacement in Z, m/s 58 1.047197551197E+000 T 2 First time derivative of finite element node 3 (number of elements = 1; element order = 8) rotational displacement in X, rad/s 59 0.000000000000E+000 T 2 First time derivative of finite element node 3 (number of elements = 1; element order = 8) rotational displacement in Y, rad/s 60 0.000000000000E+000 T 2 First time derivative of finite element node 3 (number of elements = 1; element order = 8) rotational displacement in Z, rad/s 61 0.000000000000E+000 T 2 First time derivative of finite element node 4 (number of elements = 1; element order = 8) translational displacement in X, m/s 62 -3.334716692938E+001 T 2 First time derivative of finite element node 4 (number of elements = 1; element order = 8) translational displacement in Y, m/s - 63 1.914359642661E-033 T 2 First time derivative of finite element node 4 (number of elements = 1; element order = 8) translational displacement in Z, m/s + 63 1.914359699852E-033 T 2 First time derivative of finite element node 4 (number of elements = 1; element order = 8) translational displacement in Z, m/s 64 1.047197551197E+000 T 2 First time derivative of finite element node 4 (number of elements = 1; element order = 8) rotational displacement in X, rad/s 65 0.000000000000E+000 T 2 First time derivative of finite element node 4 (number of elements = 1; element order = 8) rotational displacement in Y, rad/s 66 0.000000000000E+000 T 2 First time derivative of finite element node 4 (number of elements = 1; element order = 8) rotational displacement in Z, rad/s 67 0.000000000000E+000 T 2 First time derivative of finite element node 5 (number of elements = 1; element order = 8) translational displacement in X, m/s 68 -5.235999137149E+001 T 2 First time derivative of finite element node 5 (number of elements = 1; element order = 8) translational displacement in Y, m/s - 69 4.151668748853E-033 T 2 First time derivative of finite element node 5 (number of elements = 1; element order = 8) translational displacement in Z, m/s + 69 4.151668879938E-033 T 2 First time derivative of finite element node 5 (number of elements = 1; element order = 8) translational displacement in Z, m/s 70 1.047197551197E+000 T 2 First time derivative of finite element node 5 (number of elements = 1; element order = 8) rotational displacement in X, rad/s 71 0.000000000000E+000 T 2 First time derivative of finite element node 5 (number of elements = 1; element order = 8) rotational displacement in Y, rad/s 72 0.000000000000E+000 T 2 First time derivative of finite element node 5 (number of elements = 1; element order = 8) rotational displacement in Z, rad/s 73 0.000000000000E+000 T 2 First time derivative of finite element node 6 (number of elements = 1; element order = 8) translational displacement in X, m/s 74 -7.137280240291E+001 T 2 First time derivative of finite element node 6 (number of elements = 1; element order = 8) translational displacement in Y, m/s - 75 6.895943131106E-033 T 2 First time derivative of finite element node 6 (number of elements = 1; element order = 8) translational displacement in Z, m/s + 75 6.895943361852E-033 T 2 First time derivative of finite element node 6 (number of elements = 1; element order = 8) translational displacement in Z, m/s 76 1.047197551197E+000 T 2 First time derivative of finite element node 6 (number of elements = 1; element order = 8) rotational displacement in X, rad/s 77 0.000000000000E+000 T 2 First time derivative of finite element node 6 (number of elements = 1; element order = 8) rotational displacement in Y, rad/s 78 0.000000000000E+000 T 2 First time derivative of finite element node 6 (number of elements = 1; element order = 8) rotational displacement in Z, rad/s 79 0.000000000000E+000 T 2 First time derivative of finite element node 7 (number of elements = 1; element order = 8) translational displacement in X, m/s 80 -8.781742406502E+001 T 2 First time derivative of finite element node 7 (number of elements = 1; element order = 8) translational displacement in Y, m/s - 81 9.438705158668E-033 T 2 First time derivative of finite element node 7 (number of elements = 1; element order = 8) translational displacement in Z, m/s + 81 9.438705487636E-033 T 2 First time derivative of finite element node 7 (number of elements = 1; element order = 8) translational displacement in Z, m/s 82 1.047197551197E+000 T 2 First time derivative of finite element node 7 (number of elements = 1; element order = 8) rotational displacement in X, rad/s 83 0.000000000000E+000 T 2 First time derivative of finite element node 7 (number of elements = 1; element order = 8) rotational displacement in Y, rad/s 84 0.000000000000E+000 T 2 First time derivative of finite element node 7 (number of elements = 1; element order = 8) rotational displacement in Z, rad/s 85 0.000000000000E+000 T 2 First time derivative of finite element node 8 (number of elements = 1; element order = 8) translational displacement in X, m/s 86 -9.947125614026E+001 T 2 First time derivative of finite element node 8 (number of elements = 1; element order = 8) translational displacement in Y, m/s - 87 1.126218225853E-032 T 2 First time derivative of finite element node 8 (number of elements = 1; element order = 8) translational displacement in Z, m/s + 87 1.126218265747E-032 T 2 First time derivative of finite element node 8 (number of elements = 1; element order = 8) translational displacement in Z, m/s 88 1.047197551197E+000 T 2 First time derivative of finite element node 8 (number of elements = 1; element order = 8) rotational displacement in X, rad/s 89 0.000000000000E+000 T 2 First time derivative of finite element node 8 (number of elements = 1; element order = 8) rotational displacement in Y, rad/s 90 0.000000000000E+000 T 2 First time derivative of finite element node 8 (number of elements = 1; element order = 8) rotational displacement in Z, rad/s 91 0.000000000000E+000 T 2 First time derivative of finite element node 9 (number of elements = 1; element order = 8) translational displacement in X, m/s 92 -1.047199146194E+002 T 2 First time derivative of finite element node 9 (number of elements = 1; element order = 8) translational displacement in Y, m/s - 93 1.209686929751E-032 T 2 First time derivative of finite element node 9 (number of elements = 1; element order = 8) translational displacement in Z, m/s + 93 1.209686972765E-032 T 2 First time derivative of finite element node 9 (number of elements = 1; element order = 8) translational displacement in Z, m/s 94 1.047197551197E+000 T 2 First time derivative of finite element node 9 (number of elements = 1; element order = 8) rotational displacement in X, rad/s 95 0.000000000000E+000 T 2 First time derivative of finite element node 9 (number of elements = 1; element order = 8) rotational displacement in Y, rad/s 96 0.000000000000E+000 T 2 First time derivative of finite element node 9 (number of elements = 1; element order = 8) rotational displacement in Z, rad/s @@ -121,98 +121,98 @@ Order of continuous state derivatives: ---------- --------------- --------------- ---------------- ----------- 1 0.000000000000E+000 T 2 First time derivative of finite element node 2 (number of elements = 1; element order = 8) translational displacement in X, m/s 2 -5.248672498938E+000 T 2 First time derivative of finite element node 2 (number of elements = 1; element order = 8) translational displacement in Y, m/s - 3 4.394500903406E-035 T 2 First time derivative of finite element node 2 (number of elements = 1; element order = 8) translational displacement in Z, m/s + 3 4.394501026229E-035 T 2 First time derivative of finite element node 2 (number of elements = 1; element order = 8) translational displacement in Z, m/s 4 1.047197551197E+000 T 2 First time derivative of finite element node 2 (number of elements = 1; element order = 8) rotational displacement in X, rad/s 5 0.000000000000E+000 T 2 First time derivative of finite element node 2 (number of elements = 1; element order = 8) rotational displacement in Y, rad/s 6 0.000000000000E+000 T 2 First time derivative of finite element node 2 (number of elements = 1; element order = 8) rotational displacement in Z, rad/s 7 0.000000000000E+000 T 2 First time derivative of finite element node 3 (number of elements = 1; element order = 8) translational displacement in X, m/s 8 -1.690253271048E+001 T 2 First time derivative of finite element node 3 (number of elements = 1; element order = 8) translational displacement in Y, m/s - 9 5.233513450321E-034 T 2 First time derivative of finite element node 3 (number of elements = 1; element order = 8) translational displacement in Z, m/s + 9 5.233513600546E-034 T 2 First time derivative of finite element node 3 (number of elements = 1; element order = 8) translational displacement in Z, m/s 10 1.047197551197E+000 T 2 First time derivative of finite element node 3 (number of elements = 1; element order = 8) rotational displacement in X, rad/s 11 0.000000000000E+000 T 2 First time derivative of finite element node 3 (number of elements = 1; element order = 8) rotational displacement in Y, rad/s 12 0.000000000000E+000 T 2 First time derivative of finite element node 3 (number of elements = 1; element order = 8) rotational displacement in Z, rad/s 13 0.000000000000E+000 T 2 First time derivative of finite element node 4 (number of elements = 1; element order = 8) translational displacement in X, m/s 14 -3.334716692938E+001 T 2 First time derivative of finite element node 4 (number of elements = 1; element order = 8) translational displacement in Y, m/s - 15 1.914359642661E-033 T 2 First time derivative of finite element node 4 (number of elements = 1; element order = 8) translational displacement in Z, m/s + 15 1.914359699852E-033 T 2 First time derivative of finite element node 4 (number of elements = 1; element order = 8) translational displacement in Z, m/s 16 1.047197551197E+000 T 2 First time derivative of finite element node 4 (number of elements = 1; element order = 8) rotational displacement in X, rad/s 17 0.000000000000E+000 T 2 First time derivative of finite element node 4 (number of elements = 1; element order = 8) rotational displacement in Y, rad/s 18 0.000000000000E+000 T 2 First time derivative of finite element node 4 (number of elements = 1; element order = 8) rotational displacement in Z, rad/s 19 0.000000000000E+000 T 2 First time derivative of finite element node 5 (number of elements = 1; element order = 8) translational displacement in X, m/s 20 -5.235999137149E+001 T 2 First time derivative of finite element node 5 (number of elements = 1; element order = 8) translational displacement in Y, m/s - 21 4.151668748853E-033 T 2 First time derivative of finite element node 5 (number of elements = 1; element order = 8) translational displacement in Z, m/s + 21 4.151668879938E-033 T 2 First time derivative of finite element node 5 (number of elements = 1; element order = 8) translational displacement in Z, m/s 22 1.047197551197E+000 T 2 First time derivative of finite element node 5 (number of elements = 1; element order = 8) rotational displacement in X, rad/s 23 0.000000000000E+000 T 2 First time derivative of finite element node 5 (number of elements = 1; element order = 8) rotational displacement in Y, rad/s 24 0.000000000000E+000 T 2 First time derivative of finite element node 5 (number of elements = 1; element order = 8) rotational displacement in Z, rad/s 25 0.000000000000E+000 T 2 First time derivative of finite element node 6 (number of elements = 1; element order = 8) translational displacement in X, m/s 26 -7.137280240291E+001 T 2 First time derivative of finite element node 6 (number of elements = 1; element order = 8) translational displacement in Y, m/s - 27 6.895943131106E-033 T 2 First time derivative of finite element node 6 (number of elements = 1; element order = 8) translational displacement in Z, m/s + 27 6.895943361852E-033 T 2 First time derivative of finite element node 6 (number of elements = 1; element order = 8) translational displacement in Z, m/s 28 1.047197551197E+000 T 2 First time derivative of finite element node 6 (number of elements = 1; element order = 8) rotational displacement in X, rad/s 29 0.000000000000E+000 T 2 First time derivative of finite element node 6 (number of elements = 1; element order = 8) rotational displacement in Y, rad/s 30 0.000000000000E+000 T 2 First time derivative of finite element node 6 (number of elements = 1; element order = 8) rotational displacement in Z, rad/s 31 0.000000000000E+000 T 2 First time derivative of finite element node 7 (number of elements = 1; element order = 8) translational displacement in X, m/s 32 -8.781742406502E+001 T 2 First time derivative of finite element node 7 (number of elements = 1; element order = 8) translational displacement in Y, m/s - 33 9.438705158668E-033 T 2 First time derivative of finite element node 7 (number of elements = 1; element order = 8) translational displacement in Z, m/s + 33 9.438705487636E-033 T 2 First time derivative of finite element node 7 (number of elements = 1; element order = 8) translational displacement in Z, m/s 34 1.047197551197E+000 T 2 First time derivative of finite element node 7 (number of elements = 1; element order = 8) rotational displacement in X, rad/s 35 0.000000000000E+000 T 2 First time derivative of finite element node 7 (number of elements = 1; element order = 8) rotational displacement in Y, rad/s 36 0.000000000000E+000 T 2 First time derivative of finite element node 7 (number of elements = 1; element order = 8) rotational displacement in Z, rad/s 37 0.000000000000E+000 T 2 First time derivative of finite element node 8 (number of elements = 1; element order = 8) translational displacement in X, m/s 38 -9.947125614026E+001 T 2 First time derivative of finite element node 8 (number of elements = 1; element order = 8) translational displacement in Y, m/s - 39 1.126218225853E-032 T 2 First time derivative of finite element node 8 (number of elements = 1; element order = 8) translational displacement in Z, m/s + 39 1.126218265747E-032 T 2 First time derivative of finite element node 8 (number of elements = 1; element order = 8) translational displacement in Z, m/s 40 1.047197551197E+000 T 2 First time derivative of finite element node 8 (number of elements = 1; element order = 8) rotational displacement in X, rad/s 41 0.000000000000E+000 T 2 First time derivative of finite element node 8 (number of elements = 1; element order = 8) rotational displacement in Y, rad/s 42 0.000000000000E+000 T 2 First time derivative of finite element node 8 (number of elements = 1; element order = 8) rotational displacement in Z, rad/s 43 0.000000000000E+000 T 2 First time derivative of finite element node 9 (number of elements = 1; element order = 8) translational displacement in X, m/s 44 -1.047199146194E+002 T 2 First time derivative of finite element node 9 (number of elements = 1; element order = 8) translational displacement in Y, m/s - 45 1.209686929751E-032 T 2 First time derivative of finite element node 9 (number of elements = 1; element order = 8) translational displacement in Z, m/s + 45 1.209686972765E-032 T 2 First time derivative of finite element node 9 (number of elements = 1; element order = 8) translational displacement in Z, m/s 46 1.047197551197E+000 T 2 First time derivative of finite element node 9 (number of elements = 1; element order = 8) rotational displacement in X, rad/s 47 0.000000000000E+000 T 2 First time derivative of finite element node 9 (number of elements = 1; element order = 8) rotational displacement in Y, rad/s 48 0.000000000000E+000 T 2 First time derivative of finite element node 9 (number of elements = 1; element order = 8) rotational displacement in Z, rad/s 49 0.000000000000E+000 T 2 First time derivative of First time derivative of finite element node 2 (number of elements = 1; element order = 8) translational displacement in X, m/s/s - 50 -7.606527208139E-034 T 2 First time derivative of First time derivative of finite element node 2 (number of elements = 1; element order = 8) translational displacement in Y, m/s/s + 50 -7.606815430116E-034 T 2 First time derivative of First time derivative of finite element node 2 (number of elements = 1; element order = 8) translational displacement in Y, m/s/s 51 -5.496396782298E+000 T 2 First time derivative of First time derivative of finite element node 2 (number of elements = 1; element order = 8) translational displacement in Z, m/s/s - 52 -1.490713086685E-035 T 2 First time derivative of First time derivative of finite element node 2 (number of elements = 1; element order = 8) rotational displacement in X, rad/s/s + 52 -1.488116343581E-035 T 2 First time derivative of First time derivative of finite element node 2 (number of elements = 1; element order = 8) rotational displacement in X, rad/s/s 53 0.000000000000E+000 T 2 First time derivative of First time derivative of finite element node 2 (number of elements = 1; element order = 8) rotational displacement in Y, rad/s/s 54 0.000000000000E+000 T 2 First time derivative of First time derivative of finite element node 2 (number of elements = 1; element order = 8) rotational displacement in Z, rad/s/s 55 0.000000000000E+000 T 2 First time derivative of First time derivative of finite element node 3 (number of elements = 1; element order = 8) translational displacement in X, m/s/s - 56 -1.068800542997E-032 T 2 First time derivative of First time derivative of finite element node 3 (number of elements = 1; element order = 8) translational displacement in Y, m/s/s + 56 -1.068800234383E-032 T 2 First time derivative of First time derivative of finite element node 3 (number of elements = 1; element order = 8) translational displacement in Y, m/s/s 57 -1.770029093862E+001 T 2 First time derivative of First time derivative of finite element node 3 (number of elements = 1; element order = 8) translational displacement in Z, m/s/s - 58 -2.712226849034E-035 T 2 First time derivative of First time derivative of finite element node 3 (number of elements = 1; element order = 8) rotational displacement in X, rad/s/s + 58 -2.714292259386E-035 T 2 First time derivative of First time derivative of finite element node 3 (number of elements = 1; element order = 8) rotational displacement in X, rad/s/s 59 0.000000000000E+000 T 2 First time derivative of First time derivative of finite element node 3 (number of elements = 1; element order = 8) rotational displacement in Y, rad/s/s 60 0.000000000000E+000 T 2 First time derivative of First time derivative of finite element node 3 (number of elements = 1; element order = 8) rotational displacement in Z, rad/s/s 61 0.000000000000E+000 T 2 First time derivative of First time derivative of finite element node 4 (number of elements = 1; element order = 8) translational displacement in X, m/s/s - 62 -4.949690335555E-032 T 2 First time derivative of First time derivative of finite element node 4 (number of elements = 1; element order = 8) translational displacement in Y, m/s/s + 62 -4.949689333565E-032 T 2 First time derivative of First time derivative of finite element node 4 (number of elements = 1; element order = 8) translational displacement in Y, m/s/s 63 -3.492107151821E+001 T 2 First time derivative of First time derivative of finite element node 4 (number of elements = 1; element order = 8) translational displacement in Z, m/s/s - 64 -6.163591643648E-035 T 2 First time derivative of First time derivative of finite element node 4 (number of elements = 1; element order = 8) rotational displacement in X, rad/s/s + 64 -6.163827063721E-035 T 2 First time derivative of First time derivative of finite element node 4 (number of elements = 1; element order = 8) rotational displacement in X, rad/s/s 65 0.000000000000E+000 T 2 First time derivative of First time derivative of finite element node 4 (number of elements = 1; element order = 8) rotational displacement in Y, rad/s/s 66 0.000000000000E+000 T 2 First time derivative of First time derivative of finite element node 4 (number of elements = 1; element order = 8) rotational displacement in Z, rad/s/s 67 0.000000000000E+000 T 2 First time derivative of First time derivative of finite element node 5 (number of elements = 1; element order = 8) translational displacement in X, m/s/s - 68 -1.249724745537E-031 T 2 First time derivative of First time derivative of finite element node 5 (number of elements = 1; element order = 8) translational displacement in Y, m/s/s + 68 -1.249724894326E-031 T 2 First time derivative of First time derivative of finite element node 5 (number of elements = 1; element order = 8) translational displacement in Y, m/s/s 69 -5.483125479111E+001 T 2 First time derivative of First time derivative of finite element node 5 (number of elements = 1; element order = 8) translational displacement in Z, m/s/s - 70 -7.535932705249E-035 T 2 First time derivative of First time derivative of finite element node 5 (number of elements = 1; element order = 8) rotational displacement in X, rad/s/s + 70 -7.537651320168E-035 T 2 First time derivative of First time derivative of finite element node 5 (number of elements = 1; element order = 8) rotational displacement in X, rad/s/s 71 0.000000000000E+000 T 2 First time derivative of First time derivative of finite element node 5 (number of elements = 1; element order = 8) rotational displacement in Y, rad/s/s 72 0.000000000000E+000 T 2 First time derivative of First time derivative of finite element node 5 (number of elements = 1; element order = 8) rotational displacement in Z, rad/s/s 73 0.000000000000E+000 T 2 First time derivative of First time derivative of finite element node 6 (number of elements = 1; element order = 8) translational displacement in X, m/s/s - 74 -2.072560193124E-031 T 2 First time derivative of First time derivative of finite element node 6 (number of elements = 1; element order = 8) translational displacement in Y, m/s/s + 74 -2.072559746617E-031 T 2 First time derivative of First time derivative of finite element node 6 (number of elements = 1; element order = 8) translational displacement in Y, m/s/s 75 -7.474142384328E+001 T 2 First time derivative of First time derivative of finite element node 6 (number of elements = 1; element order = 8) translational displacement in Z, m/s/s - 76 -3.492282511908E-035 T 2 First time derivative of First time derivative of finite element node 6 (number of elements = 1; element order = 8) rotational displacement in X, rad/s/s + 76 -3.486637837282E-035 T 2 First time derivative of First time derivative of finite element node 6 (number of elements = 1; element order = 8) rotational displacement in X, rad/s/s 77 0.000000000000E+000 T 2 First time derivative of First time derivative of finite element node 6 (number of elements = 1; element order = 8) rotational displacement in Y, rad/s/s 78 0.000000000000E+000 T 2 First time derivative of First time derivative of finite element node 6 (number of elements = 1; element order = 8) rotational displacement in Z, rad/s/s 79 0.000000000000E+000 T 2 First time derivative of First time derivative of finite element node 7 (number of elements = 1; element order = 8) translational displacement in X, m/s/s - 80 -2.711779150794E-031 T 2 First time derivative of First time derivative of finite element node 7 (number of elements = 1; element order = 8) translational displacement in Y, m/s/s + 80 -2.711779997432E-031 T 2 First time derivative of First time derivative of finite element node 7 (number of elements = 1; element order = 8) translational displacement in Y, m/s/s 81 -9.196219150939E+001 T 2 First time derivative of First time derivative of finite element node 7 (number of elements = 1; element order = 8) translational displacement in Z, m/s/s - 82 -3.162914975636E-035 T 2 First time derivative of First time derivative of finite element node 7 (number of elements = 1; element order = 8) rotational displacement in X, rad/s/s + 82 -3.160543086173E-035 T 2 First time derivative of First time derivative of finite element node 7 (number of elements = 1; element order = 8) rotational displacement in X, rad/s/s 83 0.000000000000E+000 T 2 First time derivative of First time derivative of finite element node 7 (number of elements = 1; element order = 8) rotational displacement in Y, rad/s/s 84 0.000000000000E+000 T 2 First time derivative of First time derivative of finite element node 7 (number of elements = 1; element order = 8) rotational displacement in Z, rad/s/s 85 0.000000000000E+000 T 2 First time derivative of First time derivative of finite element node 8 (number of elements = 1; element order = 8) translational displacement in X, m/s/s - 86 -3.172979886168E-031 T 2 First time derivative of First time derivative of finite element node 8 (number of elements = 1; element order = 8) translational displacement in Y, m/s/s + 86 -3.172979314670E-031 T 2 First time derivative of First time derivative of finite element node 8 (number of elements = 1; element order = 8) translational displacement in Y, m/s/s 87 -1.041660556175E+002 T 2 First time derivative of First time derivative of finite element node 8 (number of elements = 1; element order = 8) translational displacement in Z, m/s/s - 88 1.391770428637E-035 T 2 First time derivative of First time derivative of finite element node 8 (number of elements = 1; element order = 8) rotational displacement in X, rad/s/s + 88 1.393907154572E-035 T 2 First time derivative of First time derivative of finite element node 8 (number of elements = 1; element order = 8) rotational displacement in X, rad/s/s 89 0.000000000000E+000 T 2 First time derivative of First time derivative of finite element node 8 (number of elements = 1; element order = 8) rotational displacement in Y, rad/s/s 90 0.000000000000E+000 T 2 First time derivative of First time derivative of finite element node 8 (number of elements = 1; element order = 8) rotational displacement in Z, rad/s/s 91 0.000000000000E+000 T 2 First time derivative of First time derivative of finite element node 9 (number of elements = 1; element order = 8) translational displacement in X, m/s/s - 92 -3.397703142363E-031 T 2 First time derivative of First time derivative of finite element node 9 (number of elements = 1; element order = 8) translational displacement in Y, m/s/s + 92 -3.397702736142E-031 T 2 First time derivative of First time derivative of finite element node 9 (number of elements = 1; element order = 8) translational displacement in Y, m/s/s 93 -1.096624381676E+002 T 2 First time derivative of First time derivative of finite element node 9 (number of elements = 1; element order = 8) translational displacement in Z, m/s/s - 94 -6.567823546832E-036 T 2 First time derivative of First time derivative of finite element node 9 (number of elements = 1; element order = 8) rotational displacement in X, rad/s/s + 94 -6.601423927346E-036 T 2 First time derivative of First time derivative of finite element node 9 (number of elements = 1; element order = 8) rotational displacement in X, rad/s/s 95 0.000000000000E+000 T 2 First time derivative of First time derivative of finite element node 9 (number of elements = 1; element order = 8) rotational displacement in Y, rad/s/s 96 0.000000000000E+000 T 2 First time derivative of First time derivative of finite element node 9 (number of elements = 1; element order = 8) rotational displacement in Z, rad/s/s @@ -364,14 +364,14 @@ Order of outputs: 1 0.000000000000E+000 F 0 Reaction force X force, node 1, N 2 9.585983077208E-009 F 0 Reaction force Y force, node 1, N 3 5.218366135652E+007 F 0 Reaction force Z force, node 1, N - 4 -9.225892163271E-024 F 0 Reaction force X moment, node 1, Nm + 4 -9.225892421285E-024 F 0 Reaction force X moment, node 1, Nm 5 0.000000000000E+000 F 0 Reaction force Y moment, node 1, Nm 6 0.000000000000E+000 F 0 Reaction force Z moment, node 1, Nm 7 0.000000000000E+000 F 0 Blade motion X translation displacement, node 1, m 8 0.000000000000E+000 F 0 Blade motion Y translation displacement, node 1, m 9 0.000000000000E+000 F 0 Blade motion Z translation displacement, node 1, m 10 0.000000000000E+000 F 0 Blade motion X translation displacement, node 2, m - 11 5.211673726822E-021 F 0 Blade motion Y translation displacement, node 2, m + 11 5.211673726428E-021 F 0 Blade motion Y translation displacement, node 2, m 12 2.837103035347E-005 F 0 Blade motion Z translation displacement, node 2, m 13 0.000000000000E+000 F 0 Blade motion X translation displacement, node 3, m 14 9.409363148530E-021 F 0 Blade motion Y translation displacement, node 3, m @@ -389,10 +389,10 @@ Order of outputs: 26 2.272822764476E-020 F 0 Blade motion Y translation displacement, node 7, m 27 1.237267085727E-004 F 0 Blade motion Z translation displacement, node 7, m 28 0.000000000000E+000 F 0 Blade motion X translation displacement, node 8, m - 29 2.471196057365E-020 F 0 Blade motion Y translation displacement, node 8, m + 29 2.471196057207E-020 F 0 Blade motion Y translation displacement, node 8, m 30 1.345256476668E-004 F 0 Blade motion Z translation displacement, node 8, m 31 0.000000000000E+000 F 0 Blade motion X translation displacement, node 9, m - 32 2.664655537568E-020 F 0 Blade motion Y translation displacement, node 9, m + 32 2.664655537253E-020 F 0 Blade motion Y translation displacement, node 9, m 33 1.450570912453E-004 F 0 Blade motion Z translation displacement, node 9, m 34 0.000000000000E+000 F 0 Blade motion X translation displacement, node 10, m 35 2.803789598617E-020 F 0 Blade motion Y translation displacement, node 10, m @@ -535,40 +535,40 @@ Order of outputs: 172 0.000000000000E+000 F 0 Blade motion X rotation acceleration, node 1, rad/s^2 173 -0.000000000000E+000 F 0 Blade motion Y rotation acceleration, node 1, rad/s^2 174 0.000000000000E+000 F 0 Blade motion Z rotation acceleration, node 1, rad/s^2 - 175 -2.238649873070E-035 F 0 Blade motion X rotation acceleration, node 2, rad/s^2 + 175 -2.238959507451E-035 F 0 Blade motion X rotation acceleration, node 2, rad/s^2 176 0.000000000000E+000 F 0 Blade motion Y rotation acceleration, node 2, rad/s^2 177 0.000000000000E+000 F 0 Blade motion Z rotation acceleration, node 2, rad/s^2 - 178 -3.180134960528E-035 F 0 Blade motion X rotation acceleration, node 3, rad/s^2 + 178 -3.181823749322E-035 F 0 Blade motion X rotation acceleration, node 3, rad/s^2 179 0.000000000000E+000 F 0 Blade motion Y rotation acceleration, node 3, rad/s^2 180 0.000000000000E+000 F 0 Blade motion Z rotation acceleration, node 3, rad/s^2 - 181 -5.620568763713E-035 F 0 Blade motion X rotation acceleration, node 4, rad/s^2 + 181 -5.620746259568E-035 F 0 Blade motion X rotation acceleration, node 4, rad/s^2 182 0.000000000000E+000 F 0 Blade motion Y rotation acceleration, node 4, rad/s^2 183 0.000000000000E+000 F 0 Blade motion Z rotation acceleration, node 4, rad/s^2 - 184 -7.985596964856E-035 F 0 Blade motion X rotation acceleration, node 5, rad/s^2 + 184 -7.987129675699E-035 F 0 Blade motion X rotation acceleration, node 5, rad/s^2 185 0.000000000000E+000 F 0 Blade motion Y rotation acceleration, node 5, rad/s^2 186 0.000000000000E+000 F 0 Blade motion Z rotation acceleration, node 5, rad/s^2 - 187 -7.535932705249E-035 F 0 Blade motion X rotation acceleration, node 6, rad/s^2 + 187 -7.537651320168E-035 F 0 Blade motion X rotation acceleration, node 6, rad/s^2 188 0.000000000000E+000 F 0 Blade motion Y rotation acceleration, node 6, rad/s^2 189 0.000000000000E+000 F 0 Blade motion Z rotation acceleration, node 6, rad/s^2 - 190 -4.907698163704E-035 F 0 Blade motion X rotation acceleration, node 7, rad/s^2 + 190 -4.905314367992E-035 F 0 Blade motion X rotation acceleration, node 7, rad/s^2 191 0.000000000000E+000 F 0 Blade motion Y rotation acceleration, node 7, rad/s^2 192 0.000000000000E+000 F 0 Blade motion Z rotation acceleration, node 7, rad/s^2 - 193 -3.408234295944E-035 F 0 Blade motion X rotation acceleration, node 8, rad/s^2 + 193 -3.402323994080E-035 F 0 Blade motion X rotation acceleration, node 8, rad/s^2 194 0.000000000000E+000 F 0 Blade motion Y rotation acceleration, node 8, rad/s^2 195 0.000000000000E+000 F 0 Blade motion Z rotation acceleration, node 8, rad/s^2 - 196 -3.606344693159E-035 F 0 Blade motion X rotation acceleration, node 9, rad/s^2 + 196 -3.602573485142E-035 F 0 Blade motion X rotation acceleration, node 9, rad/s^2 197 0.000000000000E+000 F 0 Blade motion Y rotation acceleration, node 9, rad/s^2 198 0.000000000000E+000 F 0 Blade motion Z rotation acceleration, node 9, rad/s^2 - 199 -8.742436156022E-036 F 0 Blade motion X rotation acceleration, node 10, rad/s^2 + 199 -8.725108923998E-036 F 0 Blade motion X rotation acceleration, node 10, rad/s^2 200 0.000000000000E+000 F 0 Blade motion Y rotation acceleration, node 10, rad/s^2 201 0.000000000000E+000 F 0 Blade motion Z rotation acceleration, node 10, rad/s^2 - 202 -6.567823546832E-036 F 0 Blade motion X rotation acceleration, node 11, rad/s^2 + 202 -6.601423927346E-036 F 0 Blade motion X rotation acceleration, node 11, rad/s^2 203 0.000000000000E+000 F 0 Blade motion Y rotation acceleration, node 11, rad/s^2 204 0.000000000000E+000 F 0 Blade motion Z rotation acceleration, node 11, rad/s^2 205 0.000000000000E+000 T 0 RootFxr, (N) - 206 -3.807280805674E-025 T 0 RootFyr, (N) + 206 -6.664398537016E-025 T 0 RootFyr, (N) 207 5.218366135652E+007 T 0 RootFzr, (N) - 208 -9.225892163271E-024 T 0 RootMxr, (N-m) + 208 -9.225892421285E-024 T 0 RootMxr, (N-m) 209 0.000000000000E+000 T 0 RootMyr, (N-m) 210 0.000000000000E+000 T 0 RootMzr, (N-m) 211 0.000000000000E+000 T 0 TipTDxr, (m) @@ -586,14 +586,14 @@ Order of outputs: 223 0.000000000000E+000 T 0 N010_TDxr, (m) 224 0.000000000000E+000 T 0 N011_TDxr, (m) 225 0.000000000000E+000 T 0 N001_TDyr, (m) - 226 1.890837085809E-031 T 0 N002_TDyr, (m) + 226 -2.053467440296E-031 T 0 N002_TDyr, (m) 227 -4.539993767495E-031 T 0 N003_TDyr, (m) 228 1.051284705640E-031 T 0 N004_TDyr, (m) 229 2.274189237843E-031 T 0 N005_TDyr, (m) 230 3.098625213150E-031 T 0 N006_TDyr, (m) 231 1.359218719099E-030 T 0 N007_TDyr, (m) - 232 8.903347637697E-031 T 0 N008_TDyr, (m) - 233 2.597290438668E-030 T 0 N009_TDyr, (m) + 232 -6.873870466723E-031 T 0 N008_TDyr, (m) + 233 -5.581531822157E-031 T 0 N009_TDyr, (m) 234 1.058109053892E-031 T 0 N010_TDyr, (m) 235 -1.410801617174E-030 T 0 N011_TDyr, (m) 236 0.000000000000E+000 T 0 N001_TDzr, (m) @@ -646,101 +646,101 @@ Jacobian matrices: dXdx: 96 x 96 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 1.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 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0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 diff --git a/glue-codes/openfast/Damped_Beam_Rotating/Damped_Beam_Rotating.1.ED.lin b/glue-codes/openfast/Damped_Beam_Rotating/Damped_Beam_Rotating.1.ED.lin index e60f65c78..e63618a65 100644 --- a/glue-codes/openfast/Damped_Beam_Rotating/Damped_Beam_Rotating.1.ED.lin +++ b/glue-codes/openfast/Damped_Beam_Rotating/Damped_Beam_Rotating.1.ED.lin @@ -1,5 +1,5 @@ -Linearized model: Predictions were generated on 17-Feb-2026 at 22:20:44 using OpenFAST, compiled on Feb 17 2026 at 18:46:17 as a 64-bit application using double precision at commit HEAD-HASH-NOTFOUND +Linearized model: Predictions were generated on 17-Jul-2026 at 22:42:33 using OpenFAST, compiled on Jul 17 2026 at 14:05:32 as a 64-bit application using double precision at commit HEAD-HASH-NOTFOUND linked with NWTC Subroutine Library; ElastoDyn; BeamDyn Description from the FAST input file: Modal damping for beam rotating, but still at initial position @@ -22,7 +22,7 @@ Order of inputs: 1 0.000000000000E+000 F 0 Blade root 1 X force, node 1, N 2 9.585983077208E-009 F 0 Blade root 1 Y force, node 1, N 3 5.218366135652E+007 F 0 Blade root 1 Z force, node 1, N - 4 -9.225892163271E-024 F 0 Blade root 1 X moment, node 1, Nm + 4 -9.225892421285E-024 F 0 Blade root 1 X moment, node 1, Nm 5 0.000000000000E+000 F 0 Blade root 1 Y moment, node 1, Nm 6 0.000000000000E+000 F 0 Blade root 1 Z moment, node 1, Nm 7 0.000000000000E+000 F 0 Platform X force, node 1, N @@ -287,7 +287,7 @@ dYdu: 134 x 41 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 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0.000000000000E+000 -1.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 -1.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 @@ -425,7 +425,7 @@ D: 134 x 41 0.000000000000E+000 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0.000000000000E+000 -9.930930360370E-032 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 -9.930930360370E-032 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 -1.836970198721E-016 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 -1.836970198721E-016 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 -1.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 -1.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 diff --git a/glue-codes/openfast/Damped_Beam_Rotating/Damped_Beam_Rotating.1.lin b/glue-codes/openfast/Damped_Beam_Rotating/Damped_Beam_Rotating.1.lin index 3f417c74d..1c0b5f140 100644 --- a/glue-codes/openfast/Damped_Beam_Rotating/Damped_Beam_Rotating.1.lin +++ b/glue-codes/openfast/Damped_Beam_Rotating/Damped_Beam_Rotating.1.lin @@ -1,5 +1,5 @@ -Linearized model: Predictions were generated on 17-Feb-2026 at 22:20:44 using OpenFAST, compiled on Feb 17 2026 at 18:46:17 as a 64-bit application using double precision at commit HEAD-HASH-NOTFOUND +Linearized model: Predictions were generated on 17-Jul-2026 at 22:42:33 using OpenFAST, compiled on Jul 17 2026 at 14:05:32 as a 64-bit application using double precision at commit HEAD-HASH-NOTFOUND linked with NWTC Subroutine Library; ElastoDyn; BeamDyn Description from the FAST input file: Modal damping for beam rotating, but still at initial position @@ -20,98 +20,98 @@ Order of continuous states: Row/Column Operating Point Rotating Frame? Derivative Order Description ---------- --------------- --------------- ---------------- ----------- 1 0.000000000000E+000 T 2 BD_1 finite element node 2 (number of elements = 1; element order = 8) translational displacement in X, m - 2 4.196439247194E-035 T 2 BD_1 finite element node 2 (number of elements = 1; element order = 8) translational displacement in Y, m + 2 4.196439364480E-035 T 2 BD_1 finite element node 2 (number of elements = 1; element order = 8) translational displacement in Y, m 3 1.280783196414E-005 T 2 BD_1 finite element node 2 (number of elements = 1; element order = 8) translational displacement in Z, m 4 0.000000000000E+000 T 2 BD_1 finite element node 2 (number of elements = 1; element order = 8) rotational displacement in X, rad 5 0.000000000000E+000 T 2 BD_1 finite element node 2 (number of elements = 1; element order = 8) rotational displacement in Y, rad 6 0.000000000000E+000 T 2 BD_1 finite element node 2 (number of elements = 1; element order = 8) rotational displacement in Z, rad 7 0.000000000000E+000 T 2 BD_1 finite element node 3 (number of elements = 1; element order = 8) translational displacement in X, m - 8 4.997637212139E-034 T 2 BD_1 finite element node 3 (number of elements = 1; element order = 8) translational displacement in Y, m + 8 4.997637355594E-034 T 2 BD_1 finite element node 3 (number of elements = 1; element order = 8) translational displacement in Y, m 9 4.376540543741E-005 T 2 BD_1 finite element node 3 (number of elements = 1; element order = 8) translational displacement in Z, m 10 0.000000000000E+000 T 2 BD_1 finite element node 3 (number of elements = 1; element order = 8) rotational displacement in X, rad 11 0.000000000000E+000 T 2 BD_1 finite element node 3 (number of elements = 1; element order = 8) rotational displacement in Y, rad 12 0.000000000000E+000 T 2 BD_1 finite element node 3 (number of elements = 1; element order = 8) rotational displacement in Z, rad 13 0.000000000000E+000 T 2 BD_1 finite element node 4 (number of elements = 1; element order = 8) translational displacement in X, m - 14 1.828078799911E-033 T 2 BD_1 finite element node 4 (number of elements = 1; element order = 8) translational displacement in Y, m + 14 1.828078854524E-033 T 2 BD_1 finite element node 4 (number of elements = 1; element order = 8) translational displacement in Y, m 15 7.192083882174E-005 T 2 BD_1 finite element node 4 (number of elements = 1; element order = 8) translational displacement in Z, m 16 0.000000000000E+000 T 2 BD_1 finite element node 4 (number of elements = 1; element order = 8) rotational displacement in X, rad 17 0.000000000000E+000 T 2 BD_1 finite element node 4 (number of elements = 1; element order = 8) rotational displacement in Y, rad 18 0.000000000000E+000 T 2 BD_1 finite element node 4 (number of elements = 1; element order = 8) rotational displacement in Z, rad 19 0.000000000000E+000 T 2 BD_1 finite element node 5 (number of elements = 1; element order = 8) translational displacement in X, m - 20 3.964551620761E-033 T 2 BD_1 finite element node 5 (number of elements = 1; element order = 8) translational displacement in Y, m + 20 3.964551745937E-033 T 2 BD_1 finite element node 5 (number of elements = 1; element order = 8) translational displacement in Y, m 21 1.086821317903E-004 T 2 BD_1 finite element node 5 (number of elements = 1; element order = 8) translational displacement in Z, m 22 0.000000000000E+000 T 2 BD_1 finite element node 5 (number of elements = 1; element order = 8) rotational displacement in X, rad 23 0.000000000000E+000 T 2 BD_1 finite element node 5 (number of elements = 1; element order = 8) rotational displacement in Y, rad 24 0.000000000000E+000 T 2 BD_1 finite element node 5 (number of elements = 1; element order = 8) rotational displacement in Z, rad 25 0.000000000000E+000 T 2 BD_1 finite element node 6 (number of elements = 1; element order = 8) translational displacement in X, m - 26 6.585140619577E-033 T 2 BD_1 finite element node 6 (number of elements = 1; element order = 8) translational displacement in Y, m + 26 6.585140839923E-033 T 2 BD_1 finite element node 6 (number of elements = 1; element order = 8) translational displacement in Y, m 27 1.326371564154E-004 T 2 BD_1 finite element node 6 (number of elements = 1; element order = 8) translational displacement in Z, m 28 0.000000000000E+000 T 2 BD_1 finite element node 6 (number of elements = 1; element order = 8) rotational displacement in X, rad 29 0.000000000000E+000 T 2 BD_1 finite element node 6 (number of elements = 1; element order = 8) rotational displacement in Y, rad 30 0.000000000000E+000 T 2 BD_1 finite element node 6 (number of elements = 1; element order = 8) rotational displacement in Z, rad 31 0.000000000000E+000 T 2 BD_1 finite element node 7 (number of elements = 1; element order = 8) translational displacement in X, m - 32 9.013299494334E-033 T 2 BD_1 finite element node 7 (number of elements = 1; element order = 8) translational displacement in Y, m + 32 9.013299808475E-033 T 2 BD_1 finite element node 7 (number of elements = 1; element order = 8) translational displacement in Y, m 33 1.488017311798E-004 T 2 BD_1 finite element node 7 (number of elements = 1; element order = 8) translational displacement in Z, m 34 0.000000000000E+000 T 2 BD_1 finite element node 7 (number of elements = 1; element order = 8) rotational displacement in X, rad 35 0.000000000000E+000 T 2 BD_1 finite element node 7 (number of elements = 1; element order = 8) rotational displacement in Y, rad 36 0.000000000000E+000 T 2 BD_1 finite element node 7 (number of elements = 1; element order = 8) rotational displacement in Z, rad 37 0.000000000000E+000 T 2 BD_1 finite element node 8 (number of elements = 1; element order = 8) translational displacement in X, m - 38 1.075459185868E-032 T 2 BD_1 finite element node 8 (number of elements = 1; element order = 8) translational displacement in Y, m + 38 1.075459223964E-032 T 2 BD_1 finite element node 8 (number of elements = 1; element order = 8) translational displacement in Y, m 39 1.528911191876E-004 T 2 BD_1 finite element node 8 (number of elements = 1; element order = 8) translational displacement in Z, m 40 0.000000000000E+000 T 2 BD_1 finite element node 8 (number of elements = 1; element order = 8) rotational displacement in X, rad 41 0.000000000000E+000 T 2 BD_1 finite element node 8 (number of elements = 1; element order = 8) rotational displacement in Y, rad 42 0.000000000000E+000 T 2 BD_1 finite element node 8 (number of elements = 1; element order = 8) rotational displacement in Z, rad 43 0.000000000000E+000 T 2 BD_1 finite element node 9 (number of elements = 1; element order = 8) translational displacement in X, m - 44 1.155165926781E-032 T 2 BD_1 finite element node 9 (number of elements = 1; element order = 8) translational displacement in Y, m + 44 1.155165967857E-032 T 2 BD_1 finite element node 9 (number of elements = 1; element order = 8) translational displacement in Y, m 45 1.523110291307E-004 T 2 BD_1 finite element node 9 (number of elements = 1; element order = 8) translational displacement in Z, m 46 0.000000000000E+000 T 2 BD_1 finite element node 9 (number of elements = 1; element order = 8) rotational displacement in X, rad 47 0.000000000000E+000 T 2 BD_1 finite element node 9 (number of elements = 1; element order = 8) rotational displacement in Y, rad 48 0.000000000000E+000 T 2 BD_1 finite element node 9 (number of elements = 1; element order = 8) rotational displacement in Z, rad 49 0.000000000000E+000 T 2 BD_1 First time derivative of finite element node 2 (number of elements = 1; element order = 8) translational displacement in X, m/s 50 -5.248672498938E+000 T 2 BD_1 First time derivative of finite element node 2 (number of elements = 1; element order = 8) translational displacement in Y, m/s - 51 4.394500903406E-035 T 2 BD_1 First time derivative of finite element node 2 (number of elements = 1; element order = 8) translational displacement in Z, m/s + 51 4.394501026229E-035 T 2 BD_1 First time derivative of finite element node 2 (number of elements = 1; element order = 8) translational displacement in Z, m/s 52 1.047197551197E+000 T 2 BD_1 First time derivative of finite element node 2 (number of elements = 1; element order = 8) rotational displacement in X, rad/s 53 0.000000000000E+000 T 2 BD_1 First time derivative of finite element node 2 (number of elements = 1; element order = 8) rotational displacement in Y, rad/s 54 0.000000000000E+000 T 2 BD_1 First time derivative of finite element node 2 (number of elements = 1; element order = 8) rotational displacement in Z, rad/s 55 0.000000000000E+000 T 2 BD_1 First time derivative of finite element node 3 (number of elements = 1; element order = 8) translational displacement in X, m/s 56 -1.690253271048E+001 T 2 BD_1 First time derivative of finite element node 3 (number of elements = 1; element order = 8) translational displacement in Y, m/s - 57 5.233513450321E-034 T 2 BD_1 First time derivative of finite element node 3 (number of elements = 1; element order = 8) translational displacement in Z, m/s + 57 5.233513600546E-034 T 2 BD_1 First time derivative of finite element node 3 (number of elements = 1; element order = 8) translational displacement in Z, m/s 58 1.047197551197E+000 T 2 BD_1 First time derivative of finite element node 3 (number of elements = 1; element order = 8) rotational displacement in X, rad/s 59 0.000000000000E+000 T 2 BD_1 First time derivative of finite element node 3 (number of elements = 1; element order = 8) rotational displacement in Y, rad/s 60 0.000000000000E+000 T 2 BD_1 First time derivative of finite element node 3 (number of elements = 1; element order = 8) rotational displacement in Z, rad/s 61 0.000000000000E+000 T 2 BD_1 First time derivative of finite element node 4 (number of elements = 1; element order = 8) translational displacement in X, m/s 62 -3.334716692938E+001 T 2 BD_1 First time derivative of finite element node 4 (number of elements = 1; element order = 8) translational displacement in Y, m/s - 63 1.914359642661E-033 T 2 BD_1 First time derivative of finite element node 4 (number of elements = 1; element order = 8) translational displacement in Z, m/s + 63 1.914359699852E-033 T 2 BD_1 First time derivative of finite element node 4 (number of elements = 1; element order = 8) translational displacement in Z, m/s 64 1.047197551197E+000 T 2 BD_1 First time derivative of finite element node 4 (number of elements = 1; element order = 8) rotational displacement in X, rad/s 65 0.000000000000E+000 T 2 BD_1 First time derivative of finite element node 4 (number of elements = 1; element order = 8) rotational displacement in Y, rad/s 66 0.000000000000E+000 T 2 BD_1 First time derivative of finite element node 4 (number of elements = 1; element order = 8) rotational displacement in Z, rad/s 67 0.000000000000E+000 T 2 BD_1 First time derivative of finite element node 5 (number of elements = 1; element order = 8) translational displacement in X, m/s 68 -5.235999137149E+001 T 2 BD_1 First time derivative of finite element node 5 (number of elements = 1; element order = 8) translational displacement in Y, m/s - 69 4.151668748853E-033 T 2 BD_1 First time derivative of finite element node 5 (number of elements = 1; element order = 8) translational displacement in Z, m/s + 69 4.151668879938E-033 T 2 BD_1 First time derivative of finite element node 5 (number of elements = 1; element order = 8) translational displacement in Z, m/s 70 1.047197551197E+000 T 2 BD_1 First time derivative of finite element node 5 (number of elements = 1; element order = 8) rotational displacement in X, rad/s 71 0.000000000000E+000 T 2 BD_1 First time derivative of finite element node 5 (number of elements = 1; element order = 8) rotational displacement in Y, rad/s 72 0.000000000000E+000 T 2 BD_1 First time derivative of finite element node 5 (number of elements = 1; element order = 8) rotational displacement in Z, rad/s 73 0.000000000000E+000 T 2 BD_1 First time derivative of finite element node 6 (number of elements = 1; element order = 8) translational displacement in X, m/s 74 -7.137280240291E+001 T 2 BD_1 First time derivative of finite element node 6 (number of elements = 1; element order = 8) translational displacement in Y, m/s - 75 6.895943131106E-033 T 2 BD_1 First time derivative of finite element node 6 (number of elements = 1; element order = 8) translational displacement in Z, m/s + 75 6.895943361852E-033 T 2 BD_1 First time derivative of finite element node 6 (number of elements = 1; element order = 8) translational displacement in Z, m/s 76 1.047197551197E+000 T 2 BD_1 First time derivative of finite element node 6 (number of elements = 1; element order = 8) rotational displacement in X, rad/s 77 0.000000000000E+000 T 2 BD_1 First time derivative of finite element node 6 (number of elements = 1; element order = 8) rotational displacement in Y, rad/s 78 0.000000000000E+000 T 2 BD_1 First time derivative of finite element node 6 (number of elements = 1; element order = 8) rotational displacement in Z, rad/s 79 0.000000000000E+000 T 2 BD_1 First time derivative of finite element node 7 (number of elements = 1; element order = 8) translational displacement in X, m/s 80 -8.781742406502E+001 T 2 BD_1 First time derivative of finite element node 7 (number of elements = 1; element order = 8) translational displacement in Y, m/s - 81 9.438705158668E-033 T 2 BD_1 First time derivative of finite element node 7 (number of elements = 1; element order = 8) translational displacement in Z, m/s + 81 9.438705487636E-033 T 2 BD_1 First time derivative of finite element node 7 (number of elements = 1; element order = 8) translational displacement in Z, m/s 82 1.047197551197E+000 T 2 BD_1 First time derivative of finite element node 7 (number of elements = 1; element order = 8) rotational displacement in X, rad/s 83 0.000000000000E+000 T 2 BD_1 First time derivative of finite element node 7 (number of elements = 1; element order = 8) rotational displacement in Y, rad/s 84 0.000000000000E+000 T 2 BD_1 First time derivative of finite element node 7 (number of elements = 1; element order = 8) rotational displacement in Z, rad/s 85 0.000000000000E+000 T 2 BD_1 First time derivative of finite element node 8 (number of elements = 1; element order = 8) translational displacement in X, m/s 86 -9.947125614026E+001 T 2 BD_1 First time derivative of finite element node 8 (number of elements = 1; element order = 8) translational displacement in Y, m/s - 87 1.126218225853E-032 T 2 BD_1 First time derivative of finite element node 8 (number of elements = 1; element order = 8) translational displacement in Z, m/s + 87 1.126218265747E-032 T 2 BD_1 First time derivative of finite element node 8 (number of elements = 1; element order = 8) translational displacement in Z, m/s 88 1.047197551197E+000 T 2 BD_1 First time derivative of finite element node 8 (number of elements = 1; element order = 8) rotational displacement in X, rad/s 89 0.000000000000E+000 T 2 BD_1 First time derivative of finite element node 8 (number of elements = 1; element order = 8) rotational displacement in Y, rad/s 90 0.000000000000E+000 T 2 BD_1 First time derivative of finite element node 8 (number of elements = 1; element order = 8) rotational displacement in Z, rad/s 91 0.000000000000E+000 T 2 BD_1 First time derivative of finite element node 9 (number of elements = 1; element order = 8) translational displacement in X, m/s 92 -1.047199146194E+002 T 2 BD_1 First time derivative of finite element node 9 (number of elements = 1; element order = 8) translational displacement in Y, m/s - 93 1.209686929751E-032 T 2 BD_1 First time derivative of finite element node 9 (number of elements = 1; element order = 8) translational displacement in Z, m/s + 93 1.209686972765E-032 T 2 BD_1 First time derivative of finite element node 9 (number of elements = 1; element order = 8) translational displacement in Z, m/s 94 1.047197551197E+000 T 2 BD_1 First time derivative of finite element node 9 (number of elements = 1; element order = 8) rotational displacement in X, rad/s 95 0.000000000000E+000 T 2 BD_1 First time derivative of finite element node 9 (number of elements = 1; element order = 8) rotational displacement in Y, rad/s 96 0.000000000000E+000 T 2 BD_1 First time derivative of finite element node 9 (number of elements = 1; element order = 8) rotational displacement in Z, rad/s @@ -121,98 +121,98 @@ Order of continuous state derivatives: ---------- --------------- --------------- ---------------- ----------- 1 0.000000000000E+000 T 2 First time derivative of BD_1 finite element node 2 (number of elements = 1; element order = 8) translational displacement in X, m/s 2 -5.248672498938E+000 T 2 First time derivative of BD_1 finite element node 2 (number of elements = 1; element order = 8) translational displacement in Y, m/s - 3 4.394500903406E-035 T 2 First time derivative of BD_1 finite element node 2 (number of elements = 1; element order = 8) translational displacement in Z, m/s + 3 4.394501026229E-035 T 2 First time derivative of BD_1 finite element node 2 (number of elements = 1; element order = 8) translational displacement in Z, m/s 4 1.047197551197E+000 T 2 First time derivative of BD_1 finite element node 2 (number of elements = 1; element order = 8) rotational displacement in X, rad/s 5 0.000000000000E+000 T 2 First time derivative of BD_1 finite element node 2 (number of elements = 1; element order = 8) rotational displacement in Y, rad/s 6 0.000000000000E+000 T 2 First time derivative of BD_1 finite element node 2 (number of elements = 1; element order = 8) rotational displacement in Z, rad/s 7 0.000000000000E+000 T 2 First time derivative of BD_1 finite element node 3 (number of elements = 1; element order = 8) translational displacement in X, m/s 8 -1.690253271048E+001 T 2 First time derivative of BD_1 finite element node 3 (number of elements = 1; element order = 8) translational displacement in Y, m/s - 9 5.233513450321E-034 T 2 First time derivative of BD_1 finite element node 3 (number of elements = 1; element order = 8) translational displacement in Z, m/s + 9 5.233513600546E-034 T 2 First time derivative of BD_1 finite element node 3 (number of elements = 1; element order = 8) translational displacement in Z, m/s 10 1.047197551197E+000 T 2 First time derivative of BD_1 finite element node 3 (number of elements = 1; element order = 8) rotational displacement in X, rad/s 11 0.000000000000E+000 T 2 First time derivative of BD_1 finite element node 3 (number of elements = 1; element order = 8) rotational displacement in Y, rad/s 12 0.000000000000E+000 T 2 First time derivative of BD_1 finite element node 3 (number of elements = 1; element order = 8) rotational displacement in Z, rad/s 13 0.000000000000E+000 T 2 First time derivative of BD_1 finite element node 4 (number of elements = 1; element order = 8) translational displacement in X, m/s 14 -3.334716692938E+001 T 2 First time derivative of BD_1 finite element node 4 (number of elements = 1; element order = 8) translational displacement in Y, m/s - 15 1.914359642661E-033 T 2 First time derivative of BD_1 finite element node 4 (number of elements = 1; element order = 8) translational displacement in Z, m/s + 15 1.914359699852E-033 T 2 First time derivative of BD_1 finite element node 4 (number of elements = 1; element order = 8) translational displacement in Z, m/s 16 1.047197551197E+000 T 2 First time derivative of BD_1 finite element node 4 (number of elements = 1; element order = 8) rotational displacement in X, rad/s 17 0.000000000000E+000 T 2 First time derivative of BD_1 finite element node 4 (number of elements = 1; element order = 8) rotational displacement in Y, rad/s 18 0.000000000000E+000 T 2 First time derivative of BD_1 finite element node 4 (number of elements = 1; element order = 8) rotational displacement in Z, rad/s 19 0.000000000000E+000 T 2 First time derivative of BD_1 finite element node 5 (number of elements = 1; element order = 8) translational displacement in X, m/s 20 -5.235999137149E+001 T 2 First time derivative of BD_1 finite element node 5 (number of elements = 1; element order = 8) translational displacement in Y, m/s - 21 4.151668748853E-033 T 2 First time derivative of BD_1 finite element node 5 (number of elements = 1; element order = 8) translational displacement in Z, m/s + 21 4.151668879938E-033 T 2 First time derivative of BD_1 finite element node 5 (number of elements = 1; element order = 8) translational displacement in Z, m/s 22 1.047197551197E+000 T 2 First time derivative of BD_1 finite element node 5 (number of elements = 1; element order = 8) rotational displacement in X, rad/s 23 0.000000000000E+000 T 2 First time derivative of BD_1 finite element node 5 (number of elements = 1; element order = 8) rotational displacement in Y, rad/s 24 0.000000000000E+000 T 2 First time derivative of BD_1 finite element node 5 (number of elements = 1; element order = 8) rotational displacement in Z, rad/s 25 0.000000000000E+000 T 2 First time derivative of BD_1 finite element node 6 (number of elements = 1; element order = 8) translational displacement in X, m/s 26 -7.137280240291E+001 T 2 First time derivative of BD_1 finite element node 6 (number of elements = 1; element order = 8) translational displacement in Y, m/s - 27 6.895943131106E-033 T 2 First time derivative of BD_1 finite element node 6 (number of elements = 1; element order = 8) translational displacement in Z, m/s + 27 6.895943361852E-033 T 2 First time derivative of BD_1 finite element node 6 (number of elements = 1; element order = 8) translational displacement in Z, m/s 28 1.047197551197E+000 T 2 First time derivative of BD_1 finite element node 6 (number of elements = 1; element order = 8) rotational displacement in X, rad/s 29 0.000000000000E+000 T 2 First time derivative of BD_1 finite element node 6 (number of elements = 1; element order = 8) rotational displacement in Y, rad/s 30 0.000000000000E+000 T 2 First time derivative of BD_1 finite element node 6 (number of elements = 1; element order = 8) rotational displacement in Z, rad/s 31 0.000000000000E+000 T 2 First time derivative of BD_1 finite element node 7 (number of elements = 1; element order = 8) translational displacement in X, m/s 32 -8.781742406502E+001 T 2 First time derivative of BD_1 finite element node 7 (number of elements = 1; element order = 8) translational displacement in Y, m/s - 33 9.438705158668E-033 T 2 First time derivative of BD_1 finite element node 7 (number of elements = 1; element order = 8) translational displacement in Z, m/s + 33 9.438705487636E-033 T 2 First time derivative of BD_1 finite element node 7 (number of elements = 1; element order = 8) translational displacement in Z, m/s 34 1.047197551197E+000 T 2 First time derivative of BD_1 finite element node 7 (number of elements = 1; element order = 8) rotational displacement in X, rad/s 35 0.000000000000E+000 T 2 First time derivative of BD_1 finite element node 7 (number of elements = 1; element order = 8) rotational displacement in Y, rad/s 36 0.000000000000E+000 T 2 First time derivative of BD_1 finite element node 7 (number of elements = 1; element order = 8) rotational displacement in Z, rad/s 37 0.000000000000E+000 T 2 First time derivative of BD_1 finite element node 8 (number of elements = 1; element order = 8) translational displacement in X, m/s 38 -9.947125614026E+001 T 2 First time derivative of BD_1 finite element node 8 (number of elements = 1; element order = 8) translational displacement in Y, m/s - 39 1.126218225853E-032 T 2 First time derivative of BD_1 finite element node 8 (number of elements = 1; element order = 8) translational displacement in Z, m/s + 39 1.126218265747E-032 T 2 First time derivative of BD_1 finite element node 8 (number of elements = 1; element order = 8) translational displacement in Z, m/s 40 1.047197551197E+000 T 2 First time derivative of BD_1 finite element node 8 (number of elements = 1; element order = 8) rotational displacement in X, rad/s 41 0.000000000000E+000 T 2 First time derivative of BD_1 finite element node 8 (number of elements = 1; element order = 8) rotational displacement in Y, rad/s 42 0.000000000000E+000 T 2 First time derivative of BD_1 finite element node 8 (number of elements = 1; element order = 8) rotational displacement in Z, rad/s 43 0.000000000000E+000 T 2 First time derivative of BD_1 finite element node 9 (number of elements = 1; element order = 8) translational displacement in X, m/s 44 -1.047199146194E+002 T 2 First time derivative of BD_1 finite element node 9 (number of elements = 1; element order = 8) translational displacement in Y, m/s - 45 1.209686929751E-032 T 2 First time derivative of BD_1 finite element node 9 (number of elements = 1; element order = 8) translational displacement in Z, m/s + 45 1.209686972765E-032 T 2 First time derivative of BD_1 finite element node 9 (number of elements = 1; element order = 8) translational displacement in Z, m/s 46 1.047197551197E+000 T 2 First time derivative of BD_1 finite element node 9 (number of elements = 1; element order = 8) rotational displacement in X, rad/s 47 0.000000000000E+000 T 2 First time derivative of BD_1 finite element node 9 (number of elements = 1; element order = 8) rotational displacement in Y, rad/s 48 0.000000000000E+000 T 2 First time derivative of BD_1 finite element node 9 (number of elements = 1; element order = 8) rotational displacement in Z, rad/s 49 0.000000000000E+000 T 2 First time derivative of BD_1 First time derivative of finite element node 2 (number of elements = 1; element order = 8) translational displacement in X, m/s/s - 50 -7.606527208139E-034 T 2 First time derivative of BD_1 First time derivative of finite element node 2 (number of elements = 1; element order = 8) translational displacement in Y, m/s/s + 50 -7.606815430116E-034 T 2 First time derivative of BD_1 First time derivative of finite element node 2 (number of elements = 1; element order = 8) translational displacement in Y, m/s/s 51 -5.496396782298E+000 T 2 First time derivative of BD_1 First time derivative of finite element node 2 (number of elements = 1; element order = 8) translational displacement in Z, m/s/s - 52 -1.490713086685E-035 T 2 First time derivative of BD_1 First time derivative of finite element node 2 (number of elements = 1; element order = 8) rotational displacement in X, rad/s/s + 52 -1.488116343581E-035 T 2 First time derivative of BD_1 First time derivative of finite element node 2 (number of elements = 1; element order = 8) rotational displacement in X, rad/s/s 53 0.000000000000E+000 T 2 First time derivative of BD_1 First time derivative of finite element node 2 (number of elements = 1; element order = 8) rotational displacement in Y, rad/s/s 54 0.000000000000E+000 T 2 First time derivative of BD_1 First time derivative of finite element node 2 (number of elements = 1; element order = 8) rotational displacement in Z, rad/s/s 55 0.000000000000E+000 T 2 First time derivative of BD_1 First time derivative of finite element node 3 (number of elements = 1; element order = 8) translational displacement in X, m/s/s - 56 -1.068800542997E-032 T 2 First time derivative of BD_1 First time derivative of finite element node 3 (number of elements = 1; element order = 8) translational displacement in Y, m/s/s + 56 -1.068800234383E-032 T 2 First time derivative of BD_1 First time derivative of finite element node 3 (number of elements = 1; element order = 8) translational displacement in Y, m/s/s 57 -1.770029093862E+001 T 2 First time derivative of BD_1 First time derivative of finite element node 3 (number of elements = 1; element order = 8) translational displacement in Z, m/s/s - 58 -2.712226849034E-035 T 2 First time derivative of BD_1 First time derivative of finite element node 3 (number of elements = 1; element order = 8) rotational displacement in X, rad/s/s + 58 -2.714292259386E-035 T 2 First time derivative of BD_1 First time derivative of finite element node 3 (number of elements = 1; element order = 8) rotational displacement in X, rad/s/s 59 0.000000000000E+000 T 2 First time derivative of BD_1 First time derivative of finite element node 3 (number of elements = 1; element order = 8) rotational displacement in Y, rad/s/s 60 0.000000000000E+000 T 2 First time derivative of BD_1 First time derivative of finite element node 3 (number of elements = 1; element order = 8) rotational displacement in Z, rad/s/s 61 0.000000000000E+000 T 2 First time derivative of BD_1 First time derivative of finite element node 4 (number of elements = 1; element order = 8) translational displacement in X, m/s/s - 62 -4.949690335555E-032 T 2 First time derivative of BD_1 First time derivative of finite element node 4 (number of elements = 1; element order = 8) translational displacement in Y, m/s/s + 62 -4.949689333565E-032 T 2 First time derivative of BD_1 First time derivative of finite element node 4 (number of elements = 1; element order = 8) translational displacement in Y, m/s/s 63 -3.492107151821E+001 T 2 First time derivative of BD_1 First time derivative of finite element node 4 (number of elements = 1; element order = 8) translational displacement in Z, m/s/s - 64 -6.163591643648E-035 T 2 First time derivative of BD_1 First time derivative of finite element node 4 (number of elements = 1; element order = 8) rotational displacement in X, rad/s/s + 64 -6.163827063721E-035 T 2 First time derivative of BD_1 First time derivative of finite element node 4 (number of elements = 1; element order = 8) rotational displacement in X, rad/s/s 65 0.000000000000E+000 T 2 First time derivative of BD_1 First time derivative of finite element node 4 (number of elements = 1; element order = 8) rotational displacement in Y, rad/s/s 66 0.000000000000E+000 T 2 First time derivative of BD_1 First time derivative of finite element node 4 (number of elements = 1; element order = 8) rotational displacement in Z, rad/s/s 67 0.000000000000E+000 T 2 First time derivative of BD_1 First time derivative of finite element node 5 (number of elements = 1; element order = 8) translational displacement in X, m/s/s - 68 -1.249724745537E-031 T 2 First time derivative of BD_1 First time derivative of finite element node 5 (number of elements = 1; element order = 8) translational displacement in Y, m/s/s + 68 -1.249724894326E-031 T 2 First time derivative of BD_1 First time derivative of finite element node 5 (number of elements = 1; element order = 8) translational displacement in Y, m/s/s 69 -5.483125479111E+001 T 2 First time derivative of BD_1 First time derivative of finite element node 5 (number of elements = 1; element order = 8) translational displacement in Z, m/s/s - 70 -7.535932705249E-035 T 2 First time derivative of BD_1 First time derivative of finite element node 5 (number of elements = 1; element order = 8) rotational displacement in X, rad/s/s + 70 -7.537651320168E-035 T 2 First time derivative of BD_1 First time derivative of finite element node 5 (number of elements = 1; element order = 8) rotational displacement in X, rad/s/s 71 0.000000000000E+000 T 2 First time derivative of BD_1 First time derivative of finite element node 5 (number of elements = 1; element order = 8) rotational displacement in Y, rad/s/s 72 0.000000000000E+000 T 2 First time derivative of BD_1 First time derivative of finite element node 5 (number of elements = 1; element order = 8) rotational displacement in Z, rad/s/s 73 0.000000000000E+000 T 2 First time derivative of BD_1 First time derivative of finite element node 6 (number of elements = 1; element order = 8) translational displacement in X, m/s/s - 74 -2.072560193124E-031 T 2 First time derivative of BD_1 First time derivative of finite element node 6 (number of elements = 1; element order = 8) translational displacement in Y, m/s/s + 74 -2.072559746617E-031 T 2 First time derivative of BD_1 First time derivative of finite element node 6 (number of elements = 1; element order = 8) translational displacement in Y, m/s/s 75 -7.474142384328E+001 T 2 First time derivative of BD_1 First time derivative of finite element node 6 (number of elements = 1; element order = 8) translational displacement in Z, m/s/s - 76 -3.492282511908E-035 T 2 First time derivative of BD_1 First time derivative of finite element node 6 (number of elements = 1; element order = 8) rotational displacement in X, rad/s/s + 76 -3.486637837282E-035 T 2 First time derivative of BD_1 First time derivative of finite element node 6 (number of elements = 1; element order = 8) rotational displacement in X, rad/s/s 77 0.000000000000E+000 T 2 First time derivative of BD_1 First time derivative of finite element node 6 (number of elements = 1; element order = 8) rotational displacement in Y, rad/s/s 78 0.000000000000E+000 T 2 First time derivative of BD_1 First time derivative of finite element node 6 (number of elements = 1; element order = 8) rotational displacement in Z, rad/s/s 79 0.000000000000E+000 T 2 First time derivative of BD_1 First time derivative of finite element node 7 (number of elements = 1; element order = 8) translational displacement in X, m/s/s - 80 -2.711779150794E-031 T 2 First time derivative of BD_1 First time derivative of finite element node 7 (number of elements = 1; element order = 8) translational displacement in Y, m/s/s + 80 -2.711779997432E-031 T 2 First time derivative of BD_1 First time derivative of finite element node 7 (number of elements = 1; element order = 8) translational displacement in Y, m/s/s 81 -9.196219150939E+001 T 2 First time derivative of BD_1 First time derivative of finite element node 7 (number of elements = 1; element order = 8) translational displacement in Z, m/s/s - 82 -3.162914975636E-035 T 2 First time derivative of BD_1 First time derivative of finite element node 7 (number of elements = 1; element order = 8) rotational displacement in X, rad/s/s + 82 -3.160543086173E-035 T 2 First time derivative of BD_1 First time derivative of finite element node 7 (number of elements = 1; element order = 8) rotational displacement in X, rad/s/s 83 0.000000000000E+000 T 2 First time derivative of BD_1 First time derivative of finite element node 7 (number of elements = 1; element order = 8) rotational displacement in Y, rad/s/s 84 0.000000000000E+000 T 2 First time derivative of BD_1 First time derivative of finite element node 7 (number of elements = 1; element order = 8) rotational displacement in Z, rad/s/s 85 0.000000000000E+000 T 2 First time derivative of BD_1 First time derivative of finite element node 8 (number of elements = 1; element order = 8) translational displacement in X, m/s/s - 86 -3.172979886168E-031 T 2 First time derivative of BD_1 First time derivative of finite element node 8 (number of elements = 1; element order = 8) translational displacement in Y, m/s/s + 86 -3.172979314670E-031 T 2 First time derivative of BD_1 First time derivative of finite element node 8 (number of elements = 1; element order = 8) translational displacement in Y, m/s/s 87 -1.041660556175E+002 T 2 First time derivative of BD_1 First time derivative of finite element node 8 (number of elements = 1; element order = 8) translational displacement in Z, m/s/s - 88 1.391770428637E-035 T 2 First time derivative of BD_1 First time derivative of finite element node 8 (number of elements = 1; element order = 8) rotational displacement in X, rad/s/s + 88 1.393907154572E-035 T 2 First time derivative of BD_1 First time derivative of finite element node 8 (number of elements = 1; element order = 8) rotational displacement in X, rad/s/s 89 0.000000000000E+000 T 2 First time derivative of BD_1 First time derivative of finite element node 8 (number of elements = 1; element order = 8) rotational displacement in Y, rad/s/s 90 0.000000000000E+000 T 2 First time derivative of BD_1 First time derivative of finite element node 8 (number of elements = 1; element order = 8) rotational displacement in Z, rad/s/s 91 0.000000000000E+000 T 2 First time derivative of BD_1 First time derivative of finite element node 9 (number of elements = 1; element order = 8) translational displacement in X, m/s/s - 92 -3.397703142363E-031 T 2 First time derivative of BD_1 First time derivative of finite element node 9 (number of elements = 1; element order = 8) translational displacement in Y, m/s/s + 92 -3.397702736142E-031 T 2 First time derivative of BD_1 First time derivative of finite element node 9 (number of elements = 1; element order = 8) translational displacement in Y, m/s/s 93 -1.096624381676E+002 T 2 First time derivative of BD_1 First time derivative of finite element node 9 (number of elements = 1; element order = 8) translational displacement in Z, m/s/s - 94 -6.567823546832E-036 T 2 First time derivative of BD_1 First time derivative of finite element node 9 (number of elements = 1; element order = 8) rotational displacement in X, rad/s/s + 94 -6.601423927346E-036 T 2 First time derivative of BD_1 First time derivative of finite element node 9 (number of elements = 1; element order = 8) rotational displacement in X, rad/s/s 95 0.000000000000E+000 T 2 First time derivative of BD_1 First time derivative of finite element node 9 (number of elements = 1; element order = 8) rotational displacement in Y, rad/s/s 96 0.000000000000E+000 T 2 First time derivative of BD_1 First time derivative of finite element node 9 (number of elements = 1; element order = 8) rotational displacement in Z, rad/s/s @@ -222,7 +222,7 @@ Order of inputs: 1 0.000000000000E+000 F 0 ED Blade root 1 X force, node 1, N 2 9.585983077208E-009 F 0 ED Blade root 1 Y force, node 1, N 3 5.218366135652E+007 F 0 ED Blade root 1 Z force, node 1, N - 4 -9.225892163271E-024 F 0 ED Blade root 1 X moment, node 1, Nm + 4 -9.225892421285E-024 F 0 ED Blade root 1 X moment, node 1, Nm 5 0.000000000000E+000 F 0 ED Blade root 1 Y moment, node 1, Nm 6 0.000000000000E+000 F 0 ED Blade root 1 Z moment, node 1, Nm 7 0.000000000000E+000 F 0 ED Platform X force, node 1, N @@ -539,14 +539,14 @@ Order of outputs: 135 0.000000000000E+000 F 0 BD_1 Reaction force X force, node 1, N 136 9.585983077208E-009 F 0 BD_1 Reaction force Y force, node 1, N 137 5.218366135652E+007 F 0 BD_1 Reaction force Z force, node 1, N - 138 -9.225892163271E-024 F 0 BD_1 Reaction force X moment, node 1, Nm + 138 -9.225892421285E-024 F 0 BD_1 Reaction force X moment, node 1, Nm 139 0.000000000000E+000 F 0 BD_1 Reaction force Y moment, node 1, Nm 140 0.000000000000E+000 F 0 BD_1 Reaction force Z moment, node 1, Nm 141 0.000000000000E+000 F 0 BD_1 Blade motion X translation displacement, node 1, m 142 0.000000000000E+000 F 0 BD_1 Blade motion Y translation displacement, node 1, m 143 0.000000000000E+000 F 0 BD_1 Blade motion Z translation displacement, node 1, m 144 0.000000000000E+000 F 0 BD_1 Blade motion X translation displacement, node 2, m - 145 5.211673726822E-021 F 0 BD_1 Blade motion Y translation displacement, node 2, m + 145 5.211673726428E-021 F 0 BD_1 Blade motion Y translation displacement, node 2, m 146 2.837103035347E-005 F 0 BD_1 Blade motion Z translation displacement, node 2, m 147 0.000000000000E+000 F 0 BD_1 Blade motion X translation displacement, node 3, m 148 9.409363148530E-021 F 0 BD_1 Blade motion Y translation displacement, node 3, m @@ -564,10 +564,10 @@ Order of outputs: 160 2.272822764476E-020 F 0 BD_1 Blade motion Y translation displacement, node 7, m 161 1.237267085727E-004 F 0 BD_1 Blade motion Z translation displacement, node 7, m 162 0.000000000000E+000 F 0 BD_1 Blade motion X translation displacement, node 8, m - 163 2.471196057365E-020 F 0 BD_1 Blade motion Y translation displacement, node 8, m + 163 2.471196057207E-020 F 0 BD_1 Blade motion Y translation displacement, node 8, m 164 1.345256476668E-004 F 0 BD_1 Blade motion Z translation displacement, node 8, m 165 0.000000000000E+000 F 0 BD_1 Blade motion X translation displacement, node 9, m - 166 2.664655537568E-020 F 0 BD_1 Blade motion Y translation displacement, node 9, m + 166 2.664655537253E-020 F 0 BD_1 Blade motion Y translation displacement, node 9, m 167 1.450570912453E-004 F 0 BD_1 Blade motion Z translation displacement, node 9, m 168 0.000000000000E+000 F 0 BD_1 Blade motion X translation displacement, node 10, m 169 2.803789598617E-020 F 0 BD_1 Blade motion Y translation displacement, node 10, m @@ -710,40 +710,40 @@ Order of outputs: 306 0.000000000000E+000 F 0 BD_1 Blade motion X rotation acceleration, node 1, rad/s^2 307 -0.000000000000E+000 F 0 BD_1 Blade motion Y rotation acceleration, node 1, rad/s^2 308 0.000000000000E+000 F 0 BD_1 Blade motion Z rotation acceleration, node 1, rad/s^2 - 309 -2.238649873070E-035 F 0 BD_1 Blade motion X rotation acceleration, node 2, rad/s^2 + 309 -2.238959507451E-035 F 0 BD_1 Blade motion X rotation acceleration, node 2, rad/s^2 310 0.000000000000E+000 F 0 BD_1 Blade motion Y rotation acceleration, node 2, rad/s^2 311 0.000000000000E+000 F 0 BD_1 Blade motion Z rotation acceleration, node 2, rad/s^2 - 312 -3.180134960528E-035 F 0 BD_1 Blade motion X rotation acceleration, node 3, rad/s^2 + 312 -3.181823749322E-035 F 0 BD_1 Blade motion X rotation acceleration, node 3, rad/s^2 313 0.000000000000E+000 F 0 BD_1 Blade motion Y rotation acceleration, node 3, rad/s^2 314 0.000000000000E+000 F 0 BD_1 Blade motion Z rotation acceleration, node 3, rad/s^2 - 315 -5.620568763713E-035 F 0 BD_1 Blade motion X rotation acceleration, node 4, rad/s^2 + 315 -5.620746259568E-035 F 0 BD_1 Blade motion X rotation acceleration, node 4, rad/s^2 316 0.000000000000E+000 F 0 BD_1 Blade motion Y rotation acceleration, node 4, rad/s^2 317 0.000000000000E+000 F 0 BD_1 Blade motion Z rotation acceleration, node 4, rad/s^2 - 318 -7.985596964856E-035 F 0 BD_1 Blade motion X rotation acceleration, node 5, rad/s^2 + 318 -7.987129675699E-035 F 0 BD_1 Blade motion X rotation acceleration, node 5, rad/s^2 319 0.000000000000E+000 F 0 BD_1 Blade motion Y rotation acceleration, node 5, rad/s^2 320 0.000000000000E+000 F 0 BD_1 Blade motion Z rotation acceleration, node 5, rad/s^2 - 321 -7.535932705249E-035 F 0 BD_1 Blade motion X rotation acceleration, node 6, rad/s^2 + 321 -7.537651320168E-035 F 0 BD_1 Blade motion X rotation acceleration, node 6, rad/s^2 322 0.000000000000E+000 F 0 BD_1 Blade motion Y rotation acceleration, node 6, rad/s^2 323 0.000000000000E+000 F 0 BD_1 Blade motion Z rotation acceleration, node 6, rad/s^2 - 324 -4.907698163704E-035 F 0 BD_1 Blade motion X rotation acceleration, node 7, rad/s^2 + 324 -4.905314367992E-035 F 0 BD_1 Blade motion X rotation acceleration, node 7, rad/s^2 325 0.000000000000E+000 F 0 BD_1 Blade motion Y rotation acceleration, node 7, rad/s^2 326 0.000000000000E+000 F 0 BD_1 Blade motion Z rotation acceleration, node 7, rad/s^2 - 327 -3.408234295944E-035 F 0 BD_1 Blade motion X rotation acceleration, node 8, rad/s^2 + 327 -3.402323994080E-035 F 0 BD_1 Blade motion X rotation acceleration, node 8, rad/s^2 328 0.000000000000E+000 F 0 BD_1 Blade motion Y rotation acceleration, node 8, rad/s^2 329 0.000000000000E+000 F 0 BD_1 Blade motion Z rotation acceleration, node 8, rad/s^2 - 330 -3.606344693159E-035 F 0 BD_1 Blade motion X rotation acceleration, node 9, rad/s^2 + 330 -3.602573485142E-035 F 0 BD_1 Blade motion X rotation acceleration, node 9, rad/s^2 331 0.000000000000E+000 F 0 BD_1 Blade motion Y rotation acceleration, node 9, rad/s^2 332 0.000000000000E+000 F 0 BD_1 Blade motion Z rotation acceleration, node 9, rad/s^2 - 333 -8.742436156022E-036 F 0 BD_1 Blade motion X rotation acceleration, node 10, rad/s^2 + 333 -8.725108923998E-036 F 0 BD_1 Blade motion X rotation acceleration, node 10, rad/s^2 334 0.000000000000E+000 F 0 BD_1 Blade motion Y rotation acceleration, node 10, rad/s^2 335 0.000000000000E+000 F 0 BD_1 Blade motion Z rotation acceleration, node 10, rad/s^2 - 336 -6.567823546832E-036 F 0 BD_1 Blade motion X rotation acceleration, node 11, rad/s^2 + 336 -6.601423927346E-036 F 0 BD_1 Blade motion X rotation acceleration, node 11, rad/s^2 337 0.000000000000E+000 F 0 BD_1 Blade motion Y rotation acceleration, node 11, rad/s^2 338 0.000000000000E+000 F 0 BD_1 Blade motion Z rotation acceleration, node 11, rad/s^2 339 0.000000000000E+000 T 0 BD_1 RootFxr, (N) - 340 -3.807280805674E-025 T 0 BD_1 RootFyr, (N) + 340 -6.664398537016E-025 T 0 BD_1 RootFyr, (N) 341 5.218366135652E+007 T 0 BD_1 RootFzr, (N) - 342 -9.225892163271E-024 T 0 BD_1 RootMxr, (N-m) + 342 -9.225892421285E-024 T 0 BD_1 RootMxr, (N-m) 343 0.000000000000E+000 T 0 BD_1 RootMyr, (N-m) 344 0.000000000000E+000 T 0 BD_1 RootMzr, (N-m) 345 0.000000000000E+000 T 0 BD_1 TipTDxr, (m) @@ -761,14 +761,14 @@ Order of outputs: 357 0.000000000000E+000 T 0 BD_1 N010_TDxr, (m) 358 0.000000000000E+000 T 0 BD_1 N011_TDxr, (m) 359 0.000000000000E+000 T 0 BD_1 N001_TDyr, (m) - 360 1.890837085809E-031 T 0 BD_1 N002_TDyr, (m) + 360 -2.053467440296E-031 T 0 BD_1 N002_TDyr, (m) 361 -4.539993767495E-031 T 0 BD_1 N003_TDyr, (m) 362 1.051284705640E-031 T 0 BD_1 N004_TDyr, (m) 363 2.274189237843E-031 T 0 BD_1 N005_TDyr, (m) 364 3.098625213150E-031 T 0 BD_1 N006_TDyr, (m) 365 1.359218719099E-030 T 0 BD_1 N007_TDyr, (m) - 366 8.903347637697E-031 T 0 BD_1 N008_TDyr, (m) - 367 2.597290438668E-030 T 0 BD_1 N009_TDyr, (m) + 366 -6.873870466723E-031 T 0 BD_1 N008_TDyr, (m) + 367 -5.581531822157E-031 T 0 BD_1 N009_TDyr, (m) 368 1.058109053892E-031 T 0 BD_1 N010_TDyr, (m) 369 -1.410801617174E-030 T 0 BD_1 N011_TDyr, (m) 370 0.000000000000E+000 T 0 BD_1 N001_TDzr, (m) @@ -1184,101 +1184,101 @@ Linearized state matrices: A: 96 x 96 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 1.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 - 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 0.000000000000E+000 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