free vibration analysis of planar rotating rings by wave propagation

free vibration analysis of planar rotating rings by wave propagation

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时间:2019-01-10

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1、JournalofSoundandVibration332(2013)4979–4997ContentslistsavailableatSciVerseScienceDirectJournalofSoundandVibrationjournalhomepage:www.elsevier.com/locate/jsviFreevibrationanalysisofplanarrotatingringsbywavepropagationnDishanHuang,LiangTang,RuiCaoSchoolofM

2、echatronicsEngineeringandAutomation,ShanghaiUniversity,Shanghai200072,PRChinaarticleinfoabstractArticlehistory:Inthispaper,asystematicapproachforthefreevibrationanalysisofrotatingthinringsisReceived12February2012presentedbywavepropagation.Thesystemconsider

3、edincludesauniformringandReceivedinrevisedformmultiplebanddiscontinuities.Neglectingtransverseshear,harmonicwavesolutionsare31March2013foundforbothextensionalandinextensionalrotatingringmodels.FrequencyspectraandAccepted16April2013phasediagramareobtained,a

4、ndtheratiooftangentialdisplacementtoradialdisplace-HandlingEditor:S.Ilankomentandcut-offfrequenciesaredetermined.Meanwhile,wavereflectionandtransmis-Availableonline25May2013sionmatricesareformulatedforcrosssectionareadiscontinuitycondition.Thesematricesare

5、combined,withtheaidoffiledtransfermatrices,toprovideaconciseandefficientmethodforanalysingthefreevibrationproblemofrotatingringswithmulti-span.Thecomputedresultsareexactsincetheeffectsofattenuatingwavecomponentsareincludedintheformulation.Twoexamplesarepre

6、sentedtoillustratethevalidityofthewavepropagationapproach.Thisresearchwillbevaluableinthefreevibrationanalysisofasolidcageinhighspeedrollerbearing.CrownCopyright&2013PublishedbyElsevierLtd.Allrightsreserved.1.IntroductionThewavepropagationmethod(WPM)isapow

7、erfulapproachforacquiringresultsfromvibrationanalysisandfordevelopingasystematicproceduretoobtaindynamicpropertiesofstrings,beamsandplanes.Thestudies,whicharebasedonpropagatingwaveindynamicpropertiesofcomplexstructures(suchasmulti-spanbeams,trusses,aircraf

8、tpanels,etc.),showconcisenessinthemodelingandcomputationefficiency.Love[1]presentedprimitivestudiesonthewavemotioninacurvedbeam.Assumptionsincludedtheuseofanequivalentradiusofcurvaturesandanin-extensionalneut

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