連續(xù)介質(zhì)力學(xué)實(shí)級(jí)教程（第3版）

定　價(jià)：￥34.00

作　者：	馮元楨著
出版社：	清華大學(xué)出版社
叢編項(xiàng)：	國(guó)際著名力學(xué)圖書影印版系列
標(biāo)　簽：	連續(xù)介質(zhì)學(xué) 高等學(xué)校教材英文

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ISBN：	9787302121381	出版時(shí)間：	2005-12-01	包裝：	膠版紙
開本：	小16開	頁數(shù)：	311	字?jǐn)?shù)：

內(nèi)容簡(jiǎn)介

連續(xù)介質(zhì)力學(xué)是流體力學(xué)、固體力學(xué)、生物力學(xué)、熱科學(xué)、材料科學(xué)等多種學(xué)科共同的理論基礎(chǔ)。本書由國(guó)際著名力學(xué)家、生物力學(xué)創(chuàng)始人馮元楨教授所著。概念清晰、敘述簡(jiǎn)明、內(nèi)容豐富而新穎，講授中十分重視培養(yǎng)學(xué)生將實(shí)際工程和科學(xué)問題抽象為數(shù)學(xué)方程和定解條件的能力。出版后被公認(rèn)為連續(xù)介質(zhì)力學(xué)的優(yōu)秀入門教材。本書可以作為我國(guó)高年級(jí)本科生和研究生“連續(xù)介質(zhì)力學(xué)”課程的外文教材或“流體力學(xué)”、“彈性力學(xué)”課程的教學(xué)參考書，對(duì)從事物理和生物領(lǐng)域的工程師和科學(xué)家們也是十分有益的重要參考書。本書特色：1.概念簡(jiǎn)單、應(yīng)用具體、敘述簡(jiǎn)明、內(nèi)容豐富而新穎，是連續(xù)介質(zhì)力學(xué)的優(yōu)秀入門教材。2.十分重視培養(yǎng)學(xué)生將實(shí)際工程和科學(xué)問題抽象為數(shù)學(xué)方程和定解條件的能力，訓(xùn)練學(xué)生提問、分析、設(shè)計(jì)和創(chuàng)新的能力。3.為物理和生物界的工程師和科學(xué)家們所寫，書中有關(guān)生物力學(xué)的內(nèi)容是本書的亮點(diǎn)之一，是一般連續(xù)介質(zhì)力學(xué)教材中找不到的。4.作為教材的重要組成部分，書中穿插了大量思考題和習(xí)題。

作者簡(jiǎn)介

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圖書目錄

PrefacetotheThirdEdition
PrefacetotheFirstEdition
Introduction.
1.1Theobjectiveofthiscourse
1.2Applicationstoscienceandtechnology
1.3Whatismechanics?
1.4Aprototypeofacontinuum:Theclassicaldefinition
1.5Ourdefinitionofacontinuum
1.6Theconceptofstressinourdefinitionofacontinuum
1.7Abstractcopyofarealcontinuum
1.8Whatiscontinuummechanicsabout?
1.9Axiomsofcontinuummechanics
1.10Abiologicalexampleofahierarchyofcontinuadependingonthesizeoftheobjectinvolvedinascientificinquiry
1.11Elementarytopicthroughwhichbasicideasevolved
2VectorsandTensors
2.1Vectors
2.2Vectorequations
2.3Thesummationconvention
2.4Translationandrotationofcoordinates
2.5Coordinatetransformationingeneral
2.6Analyticaldefinitionsofscalars,vectors,andCartesiantensors
2.7Thesignificanceoftensorequations
2.8Notationsforvectorsandtensors:Boldfaceorindices?
2.9Quotientrule
2.10Partialderivatives
3Stress
3.1Theideaofstress
3.2Thelawsofmotion
3.3Cauchy'sformula
3.4Equationsofequilibrium
3.5Changeofstresscomponentsintransformationofcoordinates
3.6Stresscomponentsinorthogonalcurvilinearcoordinates
3.7Stressboundaryconditions
4PrincipalStressesandPrincipalAxes
4.1Introduction
4.2Planestateofstress
4.3Mohr'scircleforplanestress
4.4Mohr'scirclesforthree-dimensionalstressstates
4.5Principalstresses
4.6Shearingstresses
4.7Stress-deviationtensor
4.8Lam6'sstressellipsoid
5AnalysisofDeformation
5.1Deformation
5.2Thestrain
5.3Straincomponentsintermsofdisplacements
5.4Geometricinterpretationofinfinitesimalstraincomponents
5.5Infinitesimalrotation
5.6Finitestraincomponents
5.7Principalstrains:Mohr'scircle
5.8Infinitesimalstraincomponentsinpolarcoordinates
5.9Directderivationofthestrain-displacementrelationsinpolarcoordinates
5.10Otherstrainmeasures
6VelocityField.andCompatibilityConditions
6.1Velocityfields
6.2Thecompatibilitycondition
6.3Compatibilityofstraincomponentsinthreedimensions
7ConstitutiveEquations
7.1Specificationofthepropertiesofmaterials
7.2Thenonviscousfluid
7.3Newtonianfluid
7.4Hookeanelasticsolid
7.5Effectoftemperature
7.6Materialswithmorecomplexmechanicalbehavior
8Isotropy..
8.1Theconceptofmaterialisotropy
8.2Isotropictensor
8.3Isotropictensorsofrank3
8.4Isotropictensorsofrank4
8.5Isotropicmaterials
8.6Coincidenceofprincipalaxesofstressandofstrain
8.7Othermethodsofcharacterizingisotropy
8.8Canwerecognizeamaterial'sisotropyfromthemicrostructure?
9MechanicalPropertiesofRealFluidsandSolids
9.1Fluids
9.2Viscosity
9.3Plasticityofmetals
9.4Materialswithnonlinearelasticity
9.5Nonlinearstress-strainrelationshipsofrubberandbiologicaltissues
9.6Linearviscoelasticbodies
9.7Quasi-linearviscoelasticityofbiologicaltissues
9.8Non-Newtonianfluids
9.9Viscoplasticmaterials
9.10Sol-geltransformationandthixotropy
DerivationofFieldEquations
10.1Gauss'stheorem
10.2Materialdescriptionofthemotionofacontinuum
10.3Spatialdescriptionofthemotionofacontinuum
10.4Thematerialderivativeofavolumeintegral
10.5Theequationofcontinuity
10.6Theequationsofmotion
10.7Momentofmomentum
10.8Thebalanceofenergy
10.9Theequationsofmotionandcontinuityinpolarcoordinates
FieldEquationsandBoundaryConditionsinFluidMechanics
11.1TheNavier-Stokesequations
11.2Boundaryconditionsatasolid-fluidinterface
11.3Surfacetensionandtheboundaryconditionsataninterfacebetweentwofluids
11.4DynamicsimilarityandReynoldsnumber
11.5Laminarflowinahorizontalchannelortube
11.6Boundarylayer
11.7Laminarboundarylayeroveraflatplate
11.8Nonviscousfluid
11.9Vorticityandcirculation
11.10Irrotationalflow
11.11Compressiblenonviscousfluids
11.12Subsonicandsupersonicflow
11.13Applicationstobiology
SomeSimpleProblemsinElasticity
12.1Basicequationsofelasticityforhomogeneous,isotropicbodies
12.2Planeelasticwaves
12.3Simplifications
12.4Torsionofacircularcylindricalshaft
12.5Beams
12.6Biomechanics
Stress,Strain,andActiveRemodelingofStructures
13.1Introduction
13.2Howtodiscoverthezero-stressstateofmaterialinasolidbody
13.3Remodelingthezero-stressstateofastructure:Abiologicalexampleofactiveremodelingduetochangeinstress
13.4Changeofzero-stressstatewithtemperature:Materialsthat"remember''theirshapes
13.5Morphologicalandstructuralremodelingofbloodvesselduetoachangeinbloodpressure
13.6Remodelingofmechanicalproperties...
13.7Stressanalysiswiththezero-stressstatetakenintoaccount
13.8Stress-growthrelationship
Index