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ID:33018590
大小:3.98 MB
页数:88页
时间:2019-02-19
《非完美界面复合材料有效传热性和弹性性能理论分析》由会员上传分享,免费在线阅读,更多相关内容在行业资料-天天文库。
1、万方数据西南交通大学硕士研究生学位论文第1I页明有效弹性模量随纤维横截面半径变化而变化的趋势。最后,本篇论文对所做工作进行了总结。关键词:不完美界面,椭球夹杂,纤维复合材料,温度场跳跃,法向热流跳跃,位移场跳跃,法向应力不连续万方数据AbstractYhlstheslsalmsatobtainingeffectivemechanicalpropertiesasconductivityandlineartransVerse烈asticpropertiesofcompositeswithimperfectinterfacescharacter
2、izedbvt11egeneralizedimperfectinterfacemodel.’Thefirstgoalofthisthesisistoinvestigatetheeffectiveconductivitiesofacompositeconminingellipsoidalin_homogeneitythroughthegeneralimperfectinterfaces.ThegeneralInterfacemodelofthermalconductivityischaracterizedbytwojumprelations
3、.ThefirstonereadsthatthetemperaturejumpacrossallinterfaceisproportionaltotheinterfacialaverageofthenormaIheatfluxandthesecondexpressesthatthenormalheatflux.j啪pacrosst11eIntenace1sproportionaltothelocalsurfaceLaplacianoftheinterfacialaverageofthetemper栅e·Thewell-knownKapit
4、za’sresistanceandhighlyconductingimperfectInterfacemodelscarlbereferredastwoextremecasesofthegeneralinterfacemodelbvlettlngthe铆oscalarproportionalityparametersequalzerorespectively.Theellipsoidalnarnlonlcsandspheroidalharmonicsforprolateandoblateconfigurationsareutilizedt
5、oexp托ssthetemperaturefieldsinthecomposites.Theeffectiveconductivitiesofacompositecontalnmgprolate,oblateinclusionswithimperfectinterfaceatthediluteandnon.diluteconcentrationratioarederived.TheresultsareextendedtocomparewiththereverentresultsobtainedwithKapitza’sresistance
6、andhighlyconductingimperfectinterfacemode/sasacheck.NumericalexamplesarecarriedouttoillustratesomeresuIts.1hesecondgoaliSusingthegeneralizedself-consistentmethod(GSCM)toobtaintlleclosed’tomestimatesforthe5elasticmoduliofatransverselyisotropiccompositeconslstlngofanisotrop
7、icmatrixreinforcedbyunidirectionalisotropicfibersofcircularcross=section·Theinterfacesbetweenthematrixandthefibersinthiscompositearetakentobe1mperfectandcharacterizedbythegeneralelasticisotropicmodelwhichincludesasparticularcasesthewidelyusedelasticspring-layerandmembrane
8、.typeimperfectinterfacemodels·lhedisplacement,strainandstressfieldsinallinfinitehomogeneousmediu
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