Large Displacement Analysis of Three-Dimensional Beam Structures

Large Displacement Analysis of Three-Dimensional Beam Structures

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时间:2019-07-20

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1、INTERNATIONALJOURNALFORNUMERICALMETHODSINENGINEERING,VOL.14,961-986(1979)LARGEDISPLACEMENTANALYSISOFTHREE-DIMENSIONALBEAMSTRUCTURESKLAUS-JURGENBATHEtANDSAIDBOLOURCHItDepartmentofMechanicalEngineering,MassachusettsinstituteofTechnology,Massachusetts,USA.SUM

2、MARYAnupdatedLagrangianandatotalLagrangianformulationofathree-dimensionalbeamelementarepresentedforlargedisplacementandlargerotationanalysis.Itisshownthatthetwoformulationsyieldidenticalelementstiffnessmatricesandnodalpointforcevectors,andthattheupdatedLag

3、rangianformulationiscomputationallymoreeffective.Thisformulationhasbeenimplementedandtheresultsofsomesampleanalysesaregiven.INTRODUCTIONThepossibilityofpracticalstaticanddynamicnonlinearanalysisofstructureshasduringrecentyearsprogressedsubstantially,duetot

4、heeffectiveuseofdigitalcomputersoperatingonfiniteelementrepresentationsofthestructures.Toenablegeneralnonlinearanalysisthedevelop-mentofversatilegeometricandmaterialnonlinearfiniteelementsisinmuchneed,andamongtheseelementstheuseofaneffectivethree-dimension

5、albeamelementisveryimportant.Sincethefirstapplicationsofcomputerstononlinearanalysisofstructures,variousnonlinearbeamelementshavebeenpresented.*-"Thelargenumberofpublicationsonnonlinearanalysisofbeamstructuresis,atleastpartially,duetothefactthatvariouskine

6、maticnonlinearformulationscanbeemployed,andthatatthistimeitisnotclearwhichformulationismosteffective.Thedifficultyofobtainingeffectivesolutionsisparticularlypronouncedintheanalysisofthree-dimensionalbeamstructures.Namely,consideringabeamelementitisnotedtha

7、tageneralthree-dimensionalnonlinearbeamformulationisnotasimpleextensionofatwo-dimensionalformulation,becauseinthree-dimensionalanalysislargerotationshavetobeaccountedforthatarenotvectorquantities.Inthedevelopmentofageometricallynonlinearbeamelement,basical

8、lyanupdatedLagrangianoratotalLagrangianformulationcanbeemployed.12,13Theseformulationsmustbeimplementedusingappropriatedisplacementinterpolationfunctions.Consideringthechoiceofthesefunctionsitisrecognizedthat

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