UG有限元高级仿真真正有用的资料.docx
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UG有限元高级仿真真正有用的资料
高级仿真
高级仿真1
NXNastranstructuralanalysisandsolutiontypes2
NXNastranthermalanalysisandsolutiontypes4
线性静态分析4
Supportedlinearstaticanalysistypes4
Usingmaterialsforalinearstaticanalysis5
Definingboundaryconditionsforalinearstaticanalysis5
Usingtheiterativesolver5
模态分析6
Supportedmodalanalysistypes6
Usingmaterialsforamodalanalysis7
Definingboundaryconditionsforamodalanalysis7
Settingmodalsolutionattributes7
Reviewingmodalanalysisresults8
如何判断模态的频率9
线性曲屈分析9
Bucklinganalysisintroduction9
Linearbucklingassumptions10
Supportedbucklinganalysistypes10
Usingmaterialsforabucklinganalysis10
Definingboundaryconditionsforabucklinganalysis10
Reviewingbucklinganalysisresults11
Nonlinearstaticanalysisintroduction11
Supportednonlinearsolutiontypes12
Whethertouseanonlinearsolution12
UsingelementsforsolutiontypeNLSTATIC10613
UsingelementsforsolutiontypeADVNL601,10613
UsingmaterialsforsolutiontypesNLSTATIC106andADVNL601,10614
Enteringstress/straindataforsolutiontypesNLSTATIC106andADVNL601,10614
DefiningboundaryconditionsforsolutiontypesNLSTATIC106andADVNL601,10615
NLSTATIC106的求解设置15
ADVNL601,106的求解设置16
响应仿真17
仿真步骤17
Specialboundaryconditions18
SolutionattributesforResponseSimulation20
FRFandTransmissibility20
Analysisevents21
Excitationloads22
FunctiontoolsforResponseSimulationutility22
Sensors23
Straingages23
产生整个模型在极值点处的响应24
柔体分析24
Flexiblebodiesworkflow24
AdvancedSimulationsteps24
MotionSimulationsteps25
ConnectingtheflexiblebodyFEMtothemechanism25
Definingconnectionandloaddegreesoffreedom25
NXNastranstructuralanalysisandsolutiontypes
Analysistype
Solutiontype
Description
LinearStatic
SESTATIC101–SingleConstraint
SESTATIC101–Multi-Constraint
SESTATIC101–Superelement
Structuralsolveusedtosolvelinearandsomenonlinearproblems,suchasgapsandcontactelements.
ModalAnalysis
SEMODES103
SEMODES103–ResponseSimulation
SEMODES103–Superelement
SEMODES103–FlexibleBody
Evaluatesnormalmodesandnaturalfrequencies.
LinearBuckling
SEBUCKL105
Determinesbucklingloadsandbuckledmodeshapes.
NonlinearStatics
NLSTATIC106
Considersgeometricandmaterialnonlinearbehavior.
DirectFrequencyResponse
SEDFREQ108
Frequencyresponseiscalculateddirectly(withoutnormalmodes).
DirectTransientResponse
SEDTRAN109
Transientresponseiscalculateddirectly(withoutnormalmodes).
ModalFrequencyResponse
SEMFREQ111
Frequencyresponseisbasedonpreviouslysolvednormalmodes.
ModalTransientResponse
SEMTRAN112
Transientresponseisbasedonpreviouslysolvednormalmodes.
NonlinearTransientResponse
NLTRAN129
Dynamictransientresponseiscalculated,whichincludes(NLSTATIC106)nonlinearconditions.
AdvancedNonlinearStatics(implicit)
ADVNL601,106
Considersgeometricandmaterialnonlinearbehavior.
AdvancedNonlinearTransientResponse(implicit)
ADVNL601,129
Dynamictransientresponseiscalculated,whichincludesnonlinearconditions.
AdvancedNonlinearDynamicAnalysis(explicit)
ADVNL701
Calculatesdynamicresponseswithnonlineareffects.
DesignOptimization
DESOPT200
Adjuststhedefineddesignvariableswithinthelimitsyouspecifyasitsearchesfortheoptimumconditions,whileworkinginthescopeofyouroveralloptimizationobjectiveandoutputconstraints.
AxisymmetricStructural
SESTATIC101-Multi-Constraint
NLSTATIC106
ADVNL601,106
ADVNL601,129
SolvesanFEmodelthatisdefinedforonlyasectioncutononesideoftheaxisofanaxisymmetricpart.Thisgreatlyreducesthedegreesoffreedom(DOF)andhencealsosignificantlyreducessolutiontime.
NXNastranthermalanalysisandsolutiontypes
Analysistype
Solutiontype
Description
SteadyStateHeatTransfer
NLSCSH153
Thermalanalysis.
AxisymmetricThermal
NLSCSH153
ThermalanalysisforanFEmodelthatisdefinedforonlyasectioncutononesideoftheaxisofanaxisymmetricpart.
线性静态分析
Supportedlinearstaticanalysistypes
InAdvancedSimulation,youcanchoosefromthefollowinglinearstaticanalysistypeswhenyoucreateastructuralsolution.
Solver
Solutiontype
NXNastran
MSCNastran
SESTATIC101-SingleConstraint
NXNastran
MSCNastran
SESTATIC101-Multi-Constraint
ANSYS
LinearStatics
ABAQUS
StaticPerturbationsubstep
Usingmaterialsforalinearstaticanalysis
Materialtypesthatcanbeusedinalinearstaticanalysisinclude:
∙Isotropic
∙Orthotropic
∙Anisotropic
∙Laminate
Definingboundaryconditionsforalinearstaticanalysis
Boundaryconditionsforlinearstaticanalysiscanbegeometry-basedorfiniteelement-based.Examplesinclude:
∙Pointandedgeforces
∙Faceloads
∙Temperatureloads
∙Displacementconstraints
∙Coupleddegreesoffreedom
Usingtheiterativesolver
YoucanturnontheElementIterativeSolveroptionontheSolutiondialogbox,orwhenyouarepromptedafteryoustartasolve.
Theiterativesolver:
∙Canbefaster,useslessmemory,andhasfewerdiskrequirementsthanthestandardsparsematrixsolver.
∙Canbeusedforalinearstaticanalysisthatdoesnotincludecontact.
∙Showsthebestperformancegainwithmodelscomposedmostlyofsolidelements.
∙Isveryefficientformodelscomposedmostlyofparabolictetrahedralelements.
模态分析
Supportedmodalanalysistypes
InAdvancedSimulation,youcanchoosefromthefollowingmodalanalysistypeswhenyoucreateastructuralsolution:
Solver
Solutiontype
NXNastran
SEMODES103
SEMODES103-ResponseSimulation
SEMODES103-Superelement
SEMODES103-FlexibleBody
MSCNastran
SEMODES103
SEMODES103-Superelement
ANSYS
Modal
ABAQUS
FrequencyPerturbationsubstep
Usingmaterialsforamodalanalysis
Materialtypesthatcanbeusedinamodalanalysisinclude:
∙Isotropic
∙Orthotropic
∙Anisotropic
∙Fluid
Definingboundaryconditionsforamodalanalysis
Boundaryconditionsformodalanalysisincludeconstraintsandgluing,suchas:
∙Displacementconstraints.
∙Coupleddegreesoffreedom.
∙Surface-to-surfacegluing
Settingmodalsolutionattributes
Foramodalanalysis,someoftheNXNastransolutionattributesinclude:
∙MaxJobTime
∙OutputRequests
∙RealEigenvalueExtractionData.Identifiesthetypeofsolve:
LanczosorHouseholder.
∙LanczosMethodorHouseholderMethod.Themethodspecifiestherealeigenvalueextractionoptionsforthesolution.Eigenvalueextractionoptionsarestoredasasolver-specificobject.Lanczosistherecommendedmethodformostmodels;Householderisrecommendedforsmallermodels.
Theoptionsincludefrequencyrangelowerandupperlimits,andthenumberofdesiredmodes.
∙DefaultTemperature
Formoreinformation,seeSolversandSolutions→SettingNastranSolutionOptionsintheAdvancedSimulationonlineHelp.
Reviewingmodalanalysisresults
Naturalfrequenciesandmodeshapesaretheprimaryresultsforamodalsolution.
∙Theresultsareorderedbyfrequency,withthelowestnaturalfrequencybeingthefirstmodeshape,thenexthighestbeingthesecondmode,andsoon.
∙Thenormalmodesrepresentdynamicstatesinwhichtheelasticandinertialforcesarebalancedwhennoexternalloadsareapplied.Themagnitudeofthemodeshapesisarbitrary.
∙Theamplitudeofthedisplacementisnotsignificant,buttherelativedisplacementofthenodesissignificant.
∙Modeshapeshelpyoudeterminewhatloadlocationsanddirectionswillexcitethestructure.
如何判断模态的频率
Thefirst6modeshaveextremelylowfrequencies.Thesearerigidbodymodes.Mode7representsthefirstflexiblemodewithanaturalfrequencyofabout133Hz.
线性曲屈分析
Bucklinganalysisintroduction
Bucklinganalysis:
∙Determinesbucklingloadsandbuckledmodeshapes.
oAbucklingloadisthecriticalloadatwhichastructurebecomesunstable.
oAbuckledmodeshapeisthecharacteristicshapeassociatedwithastructure'sbuckledresponse.
∙Identifiesthecriticalloadfactor,whichisthevaluethatcanbemultipliedbytheappliedloadtocausebuckling.
Linearbucklingassumptions
Thebucklinganalysisuseslineartheory.Thefollowingassumptionsandlimitationsapply:
∙Thedeflectionspriortobucklingaresmall.
∙Thereferenceequilibriumconfigurationistheinitialgeometryofthepart.
∙Theresponseofthestructurepriortobucklingexhibitsalinearrelationshipbetweenstressandstrain.
∙Post-bucklingbehaviorisnotpredicted
Supportedbucklinganalysistypes
InAdvancedSimulation,youcanchoosefromthefollowingbucklinganalysistypeswhenyoucreateabucklingsolution:
Solver
Solutiontype
NXNastran
MSCNastran
SEBUCKL105
ANSYS
Buckling
ABAQUS
BucklingPerturbationSubstep
Usingmaterialsforabucklinganalysis
Materialtypesthatcanbeusedinabucklinganalysisinclude:
∙Isotropic
∙Orthotropic
∙Anisotropic
Definingboundaryconditionsforabucklinganalysis
Forabucklinganalysis:
1.Defineconstraints.Constrainthemodelasyouwouldforalinearstaticanalysis.
2.Applyloads.Theloadsetcancontainmorethanoneloadtype(Force,Pressure),buteveryloadwillbescaledbytheloadfactor.Amagnitudeof1isoftenusedwhenasingleloadtypewillcausethemodeltobuckle.
Reviewingbucklinganalysisresults
ForNXNastranresults,bucklinganalysisresultsarelistedas:
∙Asetofstaticanalysisresultsforthebucklingloadssubcase.
∙Asetofmodesforthebucklingmethodssubcase.
oEachmodehasaneigenvalue(loadfactor)listed.
oTheappliedloadmultipliedbythebucklingloadfactoristheloadatwhichthepartwill