循环对称结构的模态分析简介(modal analysis of cyclic symmetric structure)

循环对称结构的模态分析简介(modal analysis of cyclic symmetric structure)

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1、循环对称结构的模态分析简介(Modalanalysisofcyclicsymmetricstructure)AxialsymmetryloadsymmetrysymmetryModalanalysisofcyclicsymmetricstructureismainlyusedinsuchasgear,turbineimpeller,analysiswithcyclicsymmetryobjectmode.Throughasimulationofsectorstructure,throughtheana

2、lysisofthesector,whichisextendedtotheentiremodel.Ithas6mainsteps.1,establishthebasicsectormodel,istheonlymodelbuiltby1/n,agearandablademodel.2,determinethecircularsymmetryplane(canbedeterminedautomatically,youcanalsomanuallyselect).3boundaryconditions.4

3、,analyzetypesandanalysisoptions.5,throughthecycopcommandtospecifytheloopsolutionoptions,andsolvedbysolve.6,themodeisextendedtoall360degreesby/cyexpand,andobservetheresults.Becauseoftheharmonicindexselection,thenaturalfrequencywillhavesomedisorderinarran

4、gement.ThepreviousANSYSversionoftheharmonicindexofthisconceptiscalledthepitchdiameter,nowcalledtheharmonicindex.Accordingtotheanalysisoftheoverallstructure,thesystemwillputthefrequencyaccordingtotheascendingorder.Withtheharmonicindexcalculatedinfrequenc

5、y,hearrangedtimeisarrangedinaccordancewiththeincreaseofharmonicindex,therefore,thenaturalfrequencycorrespondingtothebigandsmall,irregular(butthesamearrangementisnumerical,different).Thesolutionis,youputtheresultsextracted,takeitaccordingtotheascendingor

6、deraboutit.Therearesomeplacesintheprocessofsolvingattention.Aintheestablishmentofbasicsectorsincylindricalcoordinates,youcansetthecsys1,Binaddition,sectoranglecanbedivisibleby360.Ccircularsymmetryplanewhenselectingthenode,likeotherfeatures(noreasonIando

7、therssay,forget).ACisimportant,Blittleattentiontowhatisgood.Thenthesolution.Calculationofvibrationmodalaxisymmetricelement,notallaxisymmetricelementscanbeused,thefollowingcanbereferenceinANSYShelp:AxisymmetricElementswithNonaxisymmetricLoads-andthatwhic

8、hcanbenonaxisymmetricelementandhowtocarryouttheanalysisofaxialsymmetry;TheModecommand-definedbyaxisymmetricelementofnonaxisymmetricaxialharmonicanalysisofthenumberofShell61-fornonaxisymmetricharmonicaxisymmetricshellelementanalys

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