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ID:7957909
大小:4.22 MB
页数:124页
时间:2018-03-03
《boeing spec. d6254000006, finite element modeling guide for aircraft structural analysis198902)外语英文电子书》由会员上传分享,免费在线阅读,更多相关内容在教育资源-天天文库。
1、oThestructureisthenanalyzedby:(a)Generatingasolutionwithsymmetricboundaryconditionsintheplaneofsymmetryandwiththesymmetricalcomponentsoftheappliedloads.(b)Generatingasecondsolutionwithantisymmetricboundaryconditionslntheplaneofsyrrrnetryandwiththeantisy
2、mmetricalcomponentsoftheappliedloads.(c)Superimposingtheresultsfromsteps(a)and(b)toobtainthefinalnonsymrnetricalsolution.Useofsymmetryinperformingstructuralanalysesisillustratedbyexamplesinthefollowingsection.40.5.4ExampleUsesofSymmetryFigure40.5-3shows
3、asymmetricstructureinwhichsymmetrycanbeexploitedforalinearanalysis.pRelativetotheplaneA-Athereis:(/oSymmetricgeometryI·....·..........·....·oSymmetricelasticproperties·••·········-•...-·•••••1•••••....oSymmetricsupports~6Thus,amodelofhalfofthestructure
4、canbeused.Theunsymmetrical(asymmetrical)loadingistreatedbysuperpositionofthefollowingsymmetriccaseandantisymmetriccase.SymmetricCaseP/2----------t~--""'"P/2oSymmetricloadingp=:::~--_____.I~.~------r~r-------"II..••••••oSymmetricdisplacements•II..:•:I:I.
5、.~~..........-----""oSymmetricboundary::~.................._____•r::.JL________I1.•••••========~........~....conditionsinplaneA-A~~----------------~~~IA~AntisymmetricCase~~~~:::;;;-!A_-----?__--toAntisymmetricloadingtilI"....·..----'.-IIII..··+IIII..l··
6、oAntisymmetricdisplacementsIIIIIIIIIIIII··IIIIII..-"..."~""~.......-~~:::::::::=::::::~oAntisymmetricboundary1----------------A-conditionsinplaneA-AIATFigure40.5-3StructureinWhichSymmetryCanbeExploited40.1406-25400-0006Figure40.5-4showsastructureinwhich
7、symmetrycannotbeexploited.RelativetotheplaneA-Athereis:pJA/oSymmetricgeometry/l/........,··•t·••..·....·oSymmetricelasticproperties······~....·...•.!I•••......···oNon-symmetricsupports--Thus,amodelofthecompletestructuremustbeused.Figure40.5-4Structurein
8、WhichSymmetryCannotbeExploitedFigure40.5-5showsastructurehavingmultiplesymmetrieswhichsatisfythesymmetrycriteriaforbothlinearandnonlinearanalyses.RelativetotheplanesXOZandYOZthereis:ZyoSymmetricgeometryoSymmetricelasticproperties
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