ࡱ> ikh RJbjbjSS2l11` ***8b4 *(G(I(I(I(I(I(I($*-hm(Em(4(NG(G(r&T'iOi(4&3((0('-4-'-'m(m((-, : Ym_l'Yf[xvzu zYef['Y~N0W,g`Q zS2422003_b |*zz*)Yf[b_f[g y-Ne zTyޏ~N(Rf[(I)c-Nee zTyContinuum Mechanics INYe^1sSLyoRYec]\OS0004199E-mailwyl@zju.edu.cnT|5u݋13588022956NYe^2Ly]\OSE-mailT|5u݋Kb:g Q;`f[epeSvQRM1f[R16f[e f[302[vQNf[Rpe28he_X_wSN0 zQ[-Ne{NN\N300W[  ޏ~N(Rf[xvzv/f(ϑޏ~R^vSSb_irSOvЏRĉ_ Sb9_'`SORf[ TAmSORf[0 0ޏ~N(Rf[I 0/fޏ~N(Rf[vMRJSR0 zSb NQ[1. _ϑRg0 _ϑ\O:Nirtbpef[v[a SN}YvhsQ[avirtTQUOyr'` (u _ϑSN~xvz&^egg'YvO)R _NVdk(Wޏ~N(Rf[-N_0Rg'Yv^(u ُRQ[Sb"}_ch _ϑS _ϑRg NSf~PWh|02.ޏ~N(Sb_TЏRf[0SbSb_vQUOaIN SbЏR gW Sb_s ^S _ϑ Sb_vW,gSt gR㉟Stޏ~N(^h^0Sb_^Tel^I{03.ޏ~N(ЏRe z0Sb^Rwϑ0^R _ϑSvQ[y'` ;N^RSg'YjR^R v҉Sf~PWh| NvЏRe z ϑe zSqNI{_ yRb__vЏRe z4.[rAmSOSvQ,gge z NSS)AmSON-Se zSQ*NyrkvAm:W SS)AmSON-Se zS z0 N0 zQ[Ye{NContinuum mechanics studies the motions of deformable objects with continuum mass distribution, including elastic solid mechanics and fluid mechanics. The course of 0Continuum Mechanics I 0is the first part of 0Continuum Mechanics 0.The course including :Tensor analyse. Tensor referred as objects in physics or math, can reflect the physical and geometrical attribute of these objects sufficiently. Using tensor gives great advantage to the research. And it has got extensively use in Continuum Mechanics. This part including: The indicial notation, tensor, tensor analyse, Curvilinear coordinate system.Deformation and kinematics. The geometry character of deformation, including motion, construction, the gradient of deformation, strain tensor, the basic theorem of deformation, Polar Decomposition theorem. Motion theory for continuum, which study the time differential coefficient of some physical quantity, including gradient of velocity, velocity of deformation and velocity of rotation .etc. Stress tensor, motion equations and integral theorem. Including stress vector, stress tensor, the symmetry of stress tensor, principal stresses, the maximum shearing stress, motion equation, motion equation in curvilinear coordinate system, energy equation, entropy inequality and integral theoremThe flow of Newtonian fluid. Including the constitutive equation for Newtonian fluid, Navier-Stokes equation for incompressible fluid, several special flow and Navier-Stokes equation for compressible fluid.V0YwƋbHQO zBl~'`Npe pef[Rgb_yR tRf[N0Yef[vvNBlN\N200W[ vv*4BDR^ln   4 P \ r     P R ^ f j ( 6 < @     " ( 6 8 t 02켯 h{o(h1miho( hxo( h"\o(hho( ho( hhhh5CJo( ho( h>\o( h\o( h>o(h>5CJo(h>5CJaJo(>*4DR`jp$If $$Ifa$d@&$da$pr6-'-$If $$Ifa$kd$$Ifl3ֈ, y`%LLMMMM t0%644 laSJJ $$Ifa$kd$$Ifl43\`%LMM t0%644 laf4$If   " YPJP>PJ $IfWD`$If $$Ifa$kd6$$Ifl43\`%LMM t0%644 laf4" $ 4 R \ 6--- $$Ifa$kd$$Ifl3ֈ, y`%LLMMMM t0%644 la\ t v VMMAM $IfWD` $$Ifa$kdl$$Ifl3\`%LMM t0%644 la$If 0' $$Ifa$kd$$Ifl3ֈ, y`%LLMMMM t0%644 la$If Mkd$$Ifl3\`%L t0%644 la$If $$Ifa$ *$$Ifkd:$$Ifl4Yֈ, y`%LLMMMM t0%644 laf4 $$Ifa$   $$Ifa$     3*$*$If $$Ifa$kd$$Ifl4Yֈ, y`%LLMMMM t0%644 laf4  " $ *kdr$$Ifl4Yֈ, y`%LLMMMM t0%644 laf4 $$Ifa$$ & ( . 0 2 4 $If $$Ifa$4 6 8 : @ 3*$*$If $$Ifa$kd$$Ifl4Yֈ, y`%LLMMMM t0%644 laf4@ B D F H *kd$$Ifl4Yֈ, y`%LLMMMM t0%644 laf4 $$Ifa$H P T ^ h j MA $d$Ifa$kdF$$Ifl3\, y`%LLM t0%644 la$If $$Ifa$ $ 8 4R}kd$$Ifl0`%L t0%644 layt"\d$IfWD`gdxd$IfWD`gd"\ d$Ifgd"\ 28Ntv  (*,4XZnpjv7żżŴŴŴżuuuhOt0h"\KHaJhOt0h"\aJh-?h"\aJ h"\aJhTRh"\aJh"\aJo(h-?h"\6KHaJh"\KHaJh"\KHaJo(h-?h"\KHaJh>5CJo( hEqo( h>o( ho( h"\o(h1miho( h{o( hxo(.8z|$$7$8$H$IfWD`a$gdIkl$$7$8$H$IfWD`a$gd"\ d$If $d$Ifa$7898PVYjx~DDD"Dͺ͇͡~v~ojhj]jhU h?OJQJU h?o(h>OJo(hKHh?o(h>5CJo( h>o(hh"\aJh"\B*aJo(ph333hTRh"\B*aJph333 h"\o( h(h"\h(h"\o(h(h"\KHaJh"\KHaJo(hqh"\KHaJhqh"\aJo( h"\aJh"\aJo(hIklaJo(!|~yp\pxdT$If`gd? d$If $d$Ifa$zkdm$$IflF 0`%L t0%644 laDDDEFyn^LLLLd$IfWD`gd? Z<$Ifgd? dh<$If $d$Ifa$zkd$$Ifl0`%L t0%644 laǏ[ 0ޏ~N(Rf[I 0vf[`N cc _ϑvُNpef[]wQ ccޏ~N(ЏRf[wƋ ccޏ~N(RRf[wƋ cc[rAmSORf[I{vsQwƋ0Blcc NQ[1. _ϑRg0Sb"}_ch _ϑS _ϑRg NSv҉Tf~PWh| Nv8^(u{P[U\__02.ޏ~N(Sb_TЏRf[0SbSb_vQUOaIN SbЏR gW Sb_s ^S _ϑ Sb_vW,gSt gR㉟Stޏ~N(^h^0Sb_^Tel^I{03.ޏ~N(ЏRe z0Sb^Rwϑ0^R _ϑSvQ[y'` ;N^RSg'YjR^R v҉Sf~PWh| NvЏRe z ϑe zSqNI{_ yRb__vЏRe z4.[rAmSOSvQ,gge z NSS)AmSON-Se zSQ*NyrkvAm:W SS)AmSON-Se zS z0mQ0YePgbIN 0Introduction to Continuum Mechanics>, W. MICHAEL LAI, DAVID RUBIN, ERHARD KREMPL, 2010. QHrFUElsevier Inc. 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