連續(xù)介質(zhì)力學實級教程（第3版）

定　價：￥34.00

作　者：	馮元楨著
出版社：	清華大學出版社
叢編項：	國際著名力學圖書影印版系列
標　簽：	連續(xù)介質(zhì)學高等學校教材英文

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ISBN：	9787302121381	出版時間：	2005-12-01	包裝：	膠版紙
開本：	小16開	頁數(shù)：	311	字數(shù)：

內(nèi)容簡介

連續(xù)介質(zhì)力學是流體力學、固體力學、生物力學、熱科學、材料科學等多種學科共同的理論基礎。本書由國際著名力學家、生物力學創(chuàng)始人馮元楨教授所著。概念清晰、敘述簡明、內(nèi)容豐富而新穎，講授中十分重視培養(yǎng)學生將實際工程和科學問題抽象為數(shù)學方程和定解條件的能力。出版后被公認為連續(xù)介質(zhì)力學的優(yōu)秀入門教材。本書可以作為我國高年級本科生和研究生“連續(xù)介質(zhì)力學”課程的外文教材或“流體力學”、“彈性力學”課程的教學參考書，對從事物理和生物領域的工程師和科學家們也是十分有益的重要參考書。本書特色：1.概念簡單、應用具體、敘述簡明、內(nèi)容豐富而新穎，是連續(xù)介質(zhì)力學的優(yōu)秀入門教材。2.十分重視培養(yǎng)學生將實際工程和科學問題抽象為數(shù)學方程和定解條件的能力，訓練學生提問、分析、設計和創(chuàng)新的能力。3.為物理和生物界的工程師和科學家們所寫，書中有關生物力學的內(nèi)容是本書的亮點之一，是一般連續(xù)介質(zhì)力學教材中找不到的。4.作為教材的重要組成部分，書中穿插了大量思考題和習題。

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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