Modal Continuity within Flexible Bodies (SE) in ADAMS

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MSC NASTRAN 2013 SOL400 Adams MNF Export: Accurate representation of Preloaded Flexible Components in Multi-body system Sukhpreet Sandhu

Transcript of Modal Continuity within Flexible Bodies (SE) in ADAMS

Page 1: Modal Continuity within Flexible Bodies (SE) in ADAMS

MSC NASTRAN 2013 SOL400 Adams MNF Export:

Accurate representation of Preloaded Flexible Components in

Multi-body system

Sukhpreet Sandhu

Page 2: Modal Continuity within Flexible Bodies (SE) in ADAMS

Background

• Adams represents deformation in flexible bodies through CB modes

• MNF files consists of these modes (besides other information…)

• CB modes respect BC’s and have the “richness” of vibration modes

Critical in forming joints: Capture exact motion of interface points (a-set)

MNF can be exported in either:

• Undeformed configuration

• Deformed / loaded configuration (includes

prestressing effects)

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Why, SOL 400 MNF?

• Leverage SOL 400’s advanced modelling capabilities:

– Advanced elements: Material nonlinearity, large deformation

– Nonlinear offsets

– Complex physical phenomenon: Contact

– Large displacement RBEs

• One step procedure to generate MNF with nonlinear preload

– SOL 103 requires restart from SOL 106/SOL 129 to generate MNF with

nonlinear preload

• Better representation of Flex/bodies

• More accurate multi-body simulations

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Work Flow / Typical Analysis NASTRAN SOL 400 ADAMS

•Nonlinear static step: To get to the

deformed configuration

•Modal step: NASTRAN transforms

Nodal DOFs to CB Modal Coords

• Export MNF

• Import MNF into the MBS to

represent the Flexbody:

•Define the loads and Joints on

the Flexbody

•Conduct the Simulation

Tip Displacement

Helicopter Rotor Blade

Model

Windshield Wiper Model

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Typical SOL 400 Input File for MNF Export

Helicopter Rotor Blade Model

Windshield Wiper Model

$ Exec. Control Section

SOL 400

CEND

$ Case Control Section

ADAMSMNF flexbody=yes, psetid=all,

outgstrs=yes, outgstrn=yes

SUBCASE 1

$ Preload

STEP 10

$ Static load and support for preload

SUBTITLE = PRELOAD

ANALYSIS = NLSTATICS

NLSTEP = 110

LOAD = 120

SPC = 130

BCONTACT = 140

SPCF = ALL

$ Generate stress and strain grid shapes

STRESS(PLOT) = ALL

STRAIN(PLOT) = ALL

GPSTRESS(PLOT) = ALL

GPSTRAIN(PLOT) = ALL

$ Modal loading and MNF Output step

STEP 20

ANALYSIS = MODES

$ Select real Eigen Value Parameters

METHOD = 300

$ Turn residual vectors on

RESVEC = COMPONENT

...

$ Bulk section

BEGIN BULK

GRID ...

CHEXA ...

SPC1 ...

FORCE1 ...

NLSTEP ...

EIGR, 300, LAN, , , , 20

$ SPOINT are required in Main bulk

SPOINT,100001,THRU,100020

$ ADAMS REQUIRES DTI, UNITS

DTI, UNITS, 1, LBM, LBF, IN, SEC

$ If Required, turn on gridpoint weight generator

PARAM, GRDPNT, 0

$ If Required, use WTMASS, Default value = 1.0

PARAM, WTMASS, 0.00259

$ FLEXBODY Bulk section

BEGIN BULK FLXBDY=10

$ Attachment point and component mode (A-SET)

selection

ASET1,123456,1,11,111,121

QSET1,0,100001,THRU,100020

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Some Guidelines

• The ASET and QSET, must only, appear in the FLXBDY bulk data section

• For contact, friction option should be turned on:

– $ Select bilinear Coulomb friction for all subcases

– BCPARA, 0, FTYPE, 6

• In ANALYSIS=MODES STEP, the SPC constraint should be removed

• During preload the structure should be statically supported and follower loading

must be applied as a self equilibrating load set

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Simple Example: Plate Model

• Plate model with geometric nonlinearities.

• Step 1, nonlinear static step: Preloads the plate under simple tension

• Step 2, modal step: MNF is exported.

SOL 103 Restarted from SOL 106 SOL 400

29.2195 29.2195

47.848 47.8296

62.8388 62.8474

86.5278 86.5278

124.855 124.855

141.29 141.29

150.832 150.832

Validation

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Helicopter Rotor Blade System

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Helicopter Rotor Blade System

• Generation of Sol 400 MNF:

• Step 1, the blade is preloaded:

• Self Weight

• Axial tensile loading of 4.224e+5 N (centrifugal loading at 2000 deg/s)

• Step 2, modal step: MNF is exported

• Rayleigh damping included (Parameters a1 = 2508 and a2=-1.276e-5)

• Cantilevered modes of Blade:

• Unloaded SOL 103 Model: 2.658 Hz and 8.454 Hz

• Preloaded SOL 400 Model: 3.108 Hz and 8.769 Hz

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Helicopter Rotor Blade System

• Three blades attached to the rotor

head through fixed joints

• Rotor shaft speed linearly ramped to

2000 deg/s at t = 25s

• Impulsive load applied at t = 26s: F = 1.0e+5 N in z-direction, Dt = 0.01s

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Helicopter Rotor Blade System

Translational Deformation (+z) at Blade Tip

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Helicopter Rotor Blade System

Von Mises Stress at t = 26.029s

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Concluding Remarks

• A new capability of exporting MNF in NASTRAN SOL 400 has

been added

• The capability leverages SOL 400’s advanced modeling

capabilities to enable better representation of flexible bodies

in ADAMS

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References

Quick Reference Guide

• MSC Nastran 2013 Quick Reference Guide: See ADAMSMNF case control

command documentation

Release Guide

• MSC Nastran 2013 Release Guide: See Section 4, Support for Export of

Adams MNF file in SOL 400