ࡱ> fhe9 Rbjbj2X %ldddddddx8$@xI(("JJJ)))BIDIDIDIDIDIDIK M^DIQd)%)))DIddJJI)dJdJBI)BI@dd^DJ CwŠxt7|B4^DI0IB N* N^DxxddddYm_l'Yf[xvzu zYef['Y~N0W,g`Q zS2423004_f[b*zz*)Yf[b_f[g%f zTy-Ne^[rAmSORf[c-NeeNon-Newtonian Fluid MechanicsNYe^1YO#WLyoRYec]\OS0006007E-mailyuzhaosheng@zju.edu.cnT|5u݋13777455377NYe^2Ly]\OSE-mailT|5u݋Q;`f[epeSvQRM32f[320[vQNf[Rpe28he__wSՋ(`S70%) + s^eb~(30%)N0Yef[vvNBl-N eǏf[`N f[u^cc^[rAmSORf[vW,gi_ ccR+RNޏ~N(Rf[TRP[t҉^R^,gge zvStTel NxQWv^IN[rAmSO,gge z0~'`|9_'`,gge z0^~'`|9_'`,gge zNS`nmm,gge z q`8^(uvAmSf[[elT{el0 eThe course is designed for the graduate students to understand the basic theories and concepts of non-Newtonian fluid mechanics, master the principle of continuum mechanics and kinetic theory for the derivation of constitutive equations, learn typical constitutive equations for generarized Newtonian fluids, linear viscoelatic fluids, non-linear viscoelastic fluids and suspensions, and gain knowledge on the experimental and numerical methods in Rheology.  N0HQO zeV0 zQ[{N-N e1 ~^[rYBg AmSOvi_ ^[rAmSOvyr'` ^[rAmSORf[AmSf[ v] z^(u>NO2 AmSf[pef[W@x _ϑRg3 AmSf[tW@xޏ~N(Rf[ ^R _ϑ [R`We z Sb_ _ϑ Re[pe ,gge zv[‰'`St4 ^IN[rAmSO,gge zB^_AmSO CarreauAmSO S'`AmSO [IlAmSOI{I{5 ZTir|9_'`,gge z~b_|9_'`,gge z N6AmSO,gge Oldroyd-B,gge z ,gge zvRP[t PTT,gge z FENE,gge z Pom-Pom,gge z6 ~~`nmmTmvf,gge z7 {AmSf[8 [AmSf[ir(Qpe AmSNSt0  e1) Introduction: concepts of Non-Newtonian fluids (complex fluids), unique properties of complex fluids, engineering applications of Non-Newtonian fluid mechanics (Rheology); 2) Mathematical fundamentals of Rheology: tensor analysis; 3) Theoretical fundamentals of Rheology: continuum mechanics, stress tensor, conservative equations, deformation tensor, convective time derivative, objective principle of constitutive equations; 4) Constitutive equations for generalized Newtonian fluids: power-law fluids, Carreau fluids, thixotropic fluid, Bingham fluids, and so on; 5) Viscoelastic constitutive equations for polymer: linear viscoelastic constitutive equation, second-order model, Oldroyd-B constitutive equation, kinetic theory for constitutive equations, PTT model, FENE model, Pom-Pom model; 6) Constitutive equations for fiber suspensions and liquid crystals; 7) Computational Rheology; 8) Experimental Rheology: material functions, principles of Rheometers. 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