第五章 composites复合材料.docx
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第五章composites复合材料
5composites
教学目的:
Principleofcombinedactionofcomposites,ruleofmixtureofcomposites;longitudinalstrengthsfordiscontinuousandalignedfibrouscompositematerials
教学重点:
Principleofcombinedactionofcomposites,ruleofmixtureofcomposites
教学难点:
Longitudinalstrengthsfordiscontinuousandalignedfibrouscompositematerials
教学方法:
Multimedia
学时分配
5composites
(1)
5.1Introduction15min
5.2FiberReinforcedComposites
5.2.1Structuralcomposite10min
5.2.2ParticleandFiberReinforcedComposites20min
5composites
(2)
5.3Polymer-matrixcomposites
5.3.1Glassfiber-reinforcedpolymercomposites20min
5.3.2Carbonfiber-reinforcedpolymercomposites15min
5.3.3Aramidfiberreinforcedpolymercomposites10min
5.4Metal-matrixcomposites45min
5composites(3)
5.5Ceramic-matrixcomposites45min
5.6Carbon-matrixcomposites45min
教学过程与内容:
5.1Introduction
Acomposite,inthepresentcontext,isamultiphasematerialthatisartificiallymade,asopposedtoonethatoccursorformsnaturally.Inaddition,theconstituentphasesmustbechemicallydissimilarandseparatedbyadistinctinterface.Thus,mostmetallicalloysandmanyceramicsdonotfitthisdefinitionbecausetheirmultiplephasesareformedasaconsequenceofnaturalphenomena.Indesigningcompositematerials,scientistsandengineershaveingeniouslycombinedvariousmetals,ceramics,andpolymerstoproduceanewgenerationofextraordinarymaterials.Mostcompositeshavebeencreatedtoimprovecombinationsofmechanicalcharacteristicssuchasstiffness,toughness,andambientandhigh-temperaturestrength.Manycompositematerialsarecomposedofjusttwophases;oneistermedthematrix,whichiscontinuousandsurroundstheotherphase,oftencalledthedispersedphase.Thepropertiesofcompositesareafunctionofthepropertiesoftheconstituentphases,theirrelativeamounts,andthegeometryofthedispersedphase.‘‘Dispersedphasegeometry’’inthiscontextmeanstheshapeoftheparticlesandtheparticlesize,distribution,andorientation;thesecharacteristicsarerepresentedinFigure5.1.extraordinarymaterials.Mostcompositeshavebeencreatedtoimprovecombinationsofmechanicalcharacteristicssuchasstiffness,toughness,andambientandhigh-temperaturestrength.Manycompositematerialsarecomposedofjusttwophases;oneistermedthematrix,whichiscontinuousandsurroundstheotherphase,oftencalledthedispersedphase.Thepropertiesofcompositesareafunctionofthepropertiesoftheconstituentphases,theirrelativeamounts,andthegeometryofthedispersedphase.‘‘Dispersedphasegeometry’’inthiscontextmeanstheshapeoftheparticlesandtheparticlesize,distribution,andorientation;thesecharacteristicsarerepresentedinFigure15.1.
Figure5.1
OnesimpleschemefortheclassificationofcompositematerialsisshowninFigure5.2,whichconsistsofthreemaindivisions—particle-reinforced,fiber-rein-forced,andstructuralcomposites;also,atleasttwosubdivisionsexistforeach.Thedispersedphaseforparticle-reinforcedcompositesisequiaxed(i.e.,particledimensionsareapproximatelythesameinalldirections);forfiber-reinforcedcomposites,thedispersedphasehasthegeometryofafiber(i.e.,alargelength-todiameterratio).Structuralcompositesarecombinationsofcompositesandhomogenousmaterials.Thediscussionoftheremainderofthischapterwillbeorganizedaccordingtothisclassificationscheme.
Figure5.2
5.2ParticleAndFiberReinforcedComposites
5.2.1structuralcomposite
Astructuralcompositeisnormallycomposedofbothhomogeneousandcompositematerials,thepropertiesofwhichdependnotonlyonthepropertiesoftheconstituentmaterialsbutalsoonthegeometricaldesignofthevariousstructuralelements.Laminarcompositesandsandwichpanelsaretwoofthemostcommonstructuralcomposites;onlyarelativelysuperficialexaminationisofferedhereforthem.
1LAMINARCOMPOSITES
Alaminarcompositeiscomposedoftwo-dimensionalsheetsorpanelsthathaveapreferredhigh-strengthdirectionsuchasisfoundinwoodandcontinuousandalignedfiber-reinforcedplastics.Thelayersarestackedandsubsequentlycementedtogethersuchthattheorientationofthehigh-strengthdirectionvarieswitheachsuccessivelayer(Figure5.3).Forexample,adjacentwoodsheetsinplywoodarealignedwiththegraindirectionatrightanglestoeachother.Laminationsmayalsobeconstructedusingfabricmaterialsuchascotton,paper,orwovenglassfibersembeddedinaplasticmatrix.Thusalaminarcompositehasrelativelyhighstrengthinanumberofdirectionsinthetwo-dimensionalplane;however,thestrengthinanygivendirectionis,ofcourse,lowerthanitwouldbeifallthefiberswereorientedinthatdirection.Oneexampleofarelativelycomplexlaminatedstructure