ࡱ> rtq RQbjbjSS2l11 ((84 <***^^^;;;;;;;$E>@h<E^^<**4S<$"$"$"n**;$";$"$"8:*@v(BZ9;i<0<r98_A_A0::v_A ;^r$"p\^^^<<!^^^^<_A^^^^^^^^^(, T: Ym_l'Yf[xvzu zYef['Y~N0W,g`Q zS2422002_b |*zz*)Yf[b_f[gQ-Ne zTy 0ޏ~N(Rf[II 0cSeYePg0-Ne N e zTy 0Continuum Mechanics, II 0NYe^1HOtLyYec]\OS0096038E-mailchenwq@zju.edu.cnT|5u݋13958010963NYe^2sSLyoRYec]\OS0004199E-mailwyl@zju.edu.cnT|5u݋Kb:g 13588022956Q;`f[epeSvQRM1f[R16f[e 32f[4244[0vQN0f[Rpe28he_'Y\ONbg+gwSKmՋN0 zQ[-Ne{NN\N300W[ ,g z(W 0ޏ~N(Rf[I 0vW@x N ۏNekmeQޏ~N(Rf[SO|vW,gSt yr+R/fT{|[R`[_Tޏ~N(pRf[,{N[_ _ۏQ0Helmholtz1u0qI{i_ [QClausius-DuhemNI{_0\͑pN~,gge zvW,gt SbPWhNS'`St0ir([‰'`St0Q['`St0[y'`St0@\\O(uStI{ SvQ(Wg^wQSOir(,ggsQ|-Nv^(u0\yr+R~9_'`VSOTT T'`0TT_'` NS'YSb_9_'`v,ggsQ|Sr^xQWvBl _N\S_N~^[rAmSOT5uxVSOv,ggsQ|SvsQvBl0 N0 zQ[Ye{NThe course is a continuation of the previous course entitled  Continuum Mechanics, I . We will present the basic principles of the continuum mechanics, including particularly the various conservation laws and the second law of thermomechanics. Concepts such as internal energy, Helmholtz free energy and entropy, etc. will be introduced to give the Clausius-Duhem inequality, which is the mathematical form of the second law. Emphasis will be placed on the constitutive theory, which consists of the principle of coordinate invariance, the principle of material frame-indifference, principle of determinism, principle of material symmetry, principle of local action, etc. Examples are given to show how to apply these principles to particular materials, and special discussions will be devoted to linear elastic solids (either isotropic or anisotropic) and elastic solids under large deformations. Some typical problems are then formulated and solved. We also pay certain attention to the constitutive relations of non-Newtonian fluid and magnetoelectric solids and the related problems.V0YwƋbHQO zBl9_'`Rf[ AmSORf[ ޏ~N(Rf[I N0Yef[vvNBlN\N200W[ Ǐ,g zvf[`N f[u^勆Nޏ~N(Rf[vW,gStTi_ tTy[R`_Tޏ~N(pRf[,{N[_virt,g( q`v^cc,gge zvW,g[t v^Џ(uNwQSOir(,ggsQ|vg^0N9_'`VSO0^[rAmSONS5uxVSOv;N,gg!jWNSvsQvBl0[f[uvwQSOBlY NZP0RMR`N0TY`Nw,T0ygSSe[bX N^nv\ONdc[YeyfNY =\ϑNTSfNv;NQ[S~~SO| b v^k gsQQ[0mQ0YePgbINLai WM, Rubin D, Krempl E. (1993) Introduction to Continuum Mechanics, 3rd Edition. Woburn, MA: Butterworth-Heinemann.Ziegler H. (1983) An Introduction to Thermomechanics. Amsterdam: North-Holland.N0SfNvMalvern LE. (1969) I*4BDR^jl~   & * 6 D X z  4 ` d l n  & ( > F H 粫hFCJo(h@d/CJo(hFhFCJ h@d/o(hF?` ho( h&Io( hF?`o( hgo( h>\o(hF?`hF?`o( h>o(h>5CJo(h>5CJaJo(@*4DR`jn $$Ifa$gdF?`$If $$Ifa$d@&$da$np~6-'-$If $$Ifa$kd$$Ifl3ֈ, y`%LLMMMM t0%644 la  MD>D$If $$Ifa$kd$$Ifl43\`%LMM t0%644 laf4 $$Ifa$gdF?`  & , 6 SJJ>J $IfWD` $$Ifa$kd6$$Ifl43\`%LMM t0%644 laf4$If6 F H X *! $$Ifa$kd$$Ifl3ֈ, y`%LLMMMM t0%644 la $$Ifa$gdF?`X | >8$Ifkdl$$Ifl3\`%LMM t0%644 la $$Ifa$gdF?` $$Ifa$ $IfgdF?` $$Ifa$gd $IfWD` $$Ifa$  6-'-$If $$Ifa$kd$$Ifl3ֈ, y`%LLMMMM t0%644 la 6 8 ` f l p r t VMMMMM $$Ifa$kd$$Ifl3\`%L t0%644 la$Ift v x z 3*$*$If $$Ifa$kd:$$Ifl4Yֈ, y`%LLMMMM t0%644 laf4 *kd$$Ifl4Yֈ, y`%LLMMMM t0%644 laf4 $$Ifa$ $If $$Ifa$ 3*$*$If $$Ifa$kdr$$Ifl4Yֈ, y`%LLMMMM t0%644 laf4 *kd$$Ifl4Yֈ, y`%LLMMMM t0%644 laf4 $$Ifa$ $If $$Ifa$ 3*$*$If $$Ifa$kd$$Ifl4Yֈ, y`%LLMMMM t0%644 laf4  VJJ8dh$IfWD`gd# $d$Ifa$kdF$$Ifl3\, y`%LLM t0%644 la$IfH N R V b f h r z  & 6 B L d z $:<R 񭥠ž h#CJhQ1CJo( hFCJh>5CJo( h>o(hFh>o(h#h#CJo(hP!CJo(h#CJo(heCJo(hKCJo(h|CJo(h CJo(hCJo(hFhFCJhCJo(h@d/CJo(4 "$:<md[d $IfgdF d$Ifzkd$$Ifl0`%L t0%644 la $d$Ifa$ d$Ifgdo wz.0BLrt>Bhjlt| úú{v{v{v{v{v hFo( hn $o( hh7o(hP!OJQJo(hh7OJQJo(hn $OJQJo(hFOJQJo(h>OJo( ho( hF?`o(h>5CJo( h>o(hn $h>o(hFCJo(hP!CJo( hn $CJhn $CJo( hQ1CJhQ1CJo(h#CJo(.DFHJypppp d$If $d$Ifa$zkdg$$IflF 0`%L t0%644 laJLrtjlyn\\\LL & Fd,$IfgdFd,$IfWD`gdF dh<$If $d$Ifa$zkd$$Ifl0`%L t0%644 la "$46$j^UE & Fd,$Ifgd@d/ d$If $d$Ifa$zkdu $$Ifl 0`%L t0%644 la dh<$If & Fd,$Ifgdn $ "$46"JJJLL4M6M8MDMMMMVNXNlNnNpNrNtNNNNNNNNO"O,O0O2O4O6OzOOO꿵󖏖󖏖~~hP!CJo(heheCJo(h>CJo(heCJo( hh7o(ha8h>o(ha8ha8CJUha8ha8CJo(ha8CJo(h@d/CJo(ha8h@d/CJH*o(ha8h@d/CJo(h>CJo(h>5CJo( h>o(h>OJo(1$Jl`P@ & F d,$Ifgd@d/hd,$If^hgda8 $d$Ifa$zkd $$Ifl0`%L t0%644 la d$If & Fd,$Ifgd@d/ntroduction to the Mechanics of a Continuous Medium. NY: Englewood Cliffs.Fung YC. (1977) A First Course in Continuum Mechanics (2nd Ed.). NY: Prentice-Hall.Gurtin ME. (1981) An Introduction to Continuum Mechanics. London: Academic Press. Truesdell C, Noll W. (2004) The Non-Linear Field Theories of Mechanics. Berlin: Springer.!S. (1989) ^~'`ޏ~N(Rf[W@x. [: [N'Yf[QHr>y.!S. (2002) ^~'`ޏ~N(Rf[. 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