Ãëàâíàÿ    Ex Libris    Êíèãè    Æóðíàëû    Ñòàòüè    Ñåðèè    Êàòàëîã    Wanted    Çàãðóçêà    ÕóäËèò    Ñïðàâêà    Ïîèñê ïî èíäåêñàì    Ïîèñê    Ôîðóì   
blank
Àâòîðèçàöèÿ

       
blank
Ïîèñê ïî óêàçàòåëÿì

blank
blank
blank
Êðàñîòà
blank
Doi M., Edwards S.F. — The theory of polymer dynamics
Doi M., Edwards S.F. — The theory of polymer dynamics



Îáñóäèòå êíèãó íà íàó÷íîì ôîðóìå



Íàøëè îïå÷àòêó?
Âûäåëèòå åå ìûøêîé è íàæìèòå Ctrl+Enter


Íàçâàíèå: The theory of polymer dynamics

Àâòîðû: Doi M., Edwards S.F.

Àííîòàöèÿ:

This book provides a comprehensive account of the modern theory for the dynamical properties of polymer solutions. The theory has undergone dramatic evolution over the last two decades due to the introduction of new methods and concepts that have extended the frontier of theory from dilute solutions in which polymers move independently to concentrated solutions where many polymers converge. Among the properties examined are viscoelasticity, diffusion, dynamic light scattering, and electric birefringence. Nonlinear viscoelasticity is discussed in detail on the basis of molecular dynamical models. The book bridges the gap between classical theory and new developments, creating a consistent picture of polymer solution dynamics over the entire concentration range.


ßçûê: en

Ðóáðèêà: Ôèçèêà/Ôèçèêà òâ¸ðäîãî òåëà/Ïðèëîæåíèÿ/

Ñòàòóñ ïðåäìåòíîãî óêàçàòåëÿ: Ãîòîâ óêàçàòåëü ñ íîìåðàìè ñòðàíèö

ed2k: ed2k stats

Ãîä èçäàíèÿ: 1994

Êîëè÷åñòâî ñòðàíèö: 391

Äîáàâëåíà â êàòàëîã: 17.08.2005

Îïåðàöèè: Ïîëîæèòü íà ïîëêó | Ñêîïèðîâàòü ññûëêó äëÿ ôîðóìà | Ñêîïèðîâàòü ID
blank
Ïðåäìåòíûé óêàçàòåëü
Adachi, K.      288
Adam, M.      138 186 285
Adolf, D.      288
Affine deformation assumption      241 245 261
Agren, G.      217
Aharoni, S.M.      349
Akcasu, A.Z.      138
Al-Noaimi, G.F.      138
Albrecht, A.C.      138
Alexander, J.W.      185
Allen, G.      138 185
Amis, E.J.      137 186
Anderson, J.E.      284
Andreeva, L.N.      322
Anshelevich, V.      185
Aoto, Y.      285
Armstrong, R.C.      90 284
Asada, T.      349 380
Astarita, G.      284 380
Auer, P.L.      322
Bachus, R.      284
Baird, D.G.      348 366 379
Baldwin, P.R.      138
Ball, R.C.      185 216 237 269 285 286 288
Ballman, R.L.      348
Bartels, C.R.      285
Bastide, J.      286
Batchelor, G.K.      89 90
Bauer, W.H.      89
Baumgartner, A.      185 284 285
Baur, M.E.      284
Belousova, T.A.      380
Benedek, G.B.      322
Benmouna, M.      138
Benoit, H.      185 322
Bernard, D.A.      285
Berne, B.J.      44 137 322
Bernstein, B.      266 286
Berry, G.C.      284 384 366 379 380
Bessho, N.      285 286
Binder, K.      284
Bird, R.B.      90 219 237 244 284 286 323
Birefringence of flexible polymers, flow birefringence      127—129 166—169
Birefringence of flexible polymers, molecular expression      122—127
Birefringence of rodlike polymers, electric birefringence      306—307 344—345
Birefringence of rodlike polymers, magnetic birefringence      363—365
Birefringence of rodlike polymers, molecular expression      304
Birefringence, macroscopic description      121—122
Birshtein, T.M.      43
BKZ equation      266 270—271
Blackwell, J.      348
Bloch, R.      286
Blumstein, A.      322 379
Bogue, D.C.      287
Bohdanecky, M.      187
Botvinnk, G.O.      186
Boue, F.      255 286
Bradford, E.      322
Branched polymers      see “Star polymers”
Brenner, H.      89 322
Brereton, M.G.      185
Brezin, E.      44
Briscoe, B.J.      284
Brochard, F.      44 184 186
Broersma, S.      322
Broken symmetry      351
Brout, R.      379
Brown, W.      186
Brownian motion of interacting particles      65—68
Brownian motion of particle in a harmonic potential      62—65
Brownian motion, general theory      46—55
Bur, A.J.      322
Burch, D.J.      45
Burchard, W.      138 186
Burgers, J.M.      69 90 322
Cannell, D.S.      185
Carriere, C.J.      187
Casale, A.      284
Castelo, D.      348
Central limit theorem      13
Ceperley, D.      137
Chandrasekhar, S.      379
Chang, W.V.      286
Chen, Y.      185
Chikahisa,Y.      137
Chopstick model      340—345
Christiansen, E.B.      287
Chu, B.      44 138 186 348
Chu, S.G.      348
Ciferri, A.      322 348 379 380
Classification of solutions, of flexible polymers      140—143
Classification of solutions, of rodlike polymers      324—326
Cohen, C.      348
Coleman, B.D.      221 284
Collective coordinates      143—147
Collins, E.A.      89
Complex modulus of flexible polymers, concentrated solutions      228—230 234—235
Complex modulus of flexible polymers, dilute solutions      114—116
Complex modulus of rodlike polymers      see “Complex viscosity”
Complex modulus, definition      110 224—225
Complex polarizability      304—306 344
Complex viscosity of flexible polymers      see “Complex modulus”
Complex viscosity of rodlike polymers, concentrated solutions      365—366
Complex viscosity of rodlike polymers, dilute solutions      312
Complex viscosity of rodlike polymers, semidilute solutions      338—339
Complex viscosity, definition      312
Concentrated solutions      see “Classification of solutions”
Concentration fluctuations, kinetics      161—169
Concentration fluctuations, static distribution      144—147
Concentration fluctuations, time correlation functions      see “Dynamic structure factors”
Confined chains      19—21 215—216
Constitutive equation, definition      70—71
Constitutive equation, general molecular theory      71—75
Constitutive equation, linear regime      see “Linear viscoelasticity”
Constitutive equation, nonlinear regime      see “Nonlinear viscoelasticity”
Constraint release      see “Tube model”
Contour length fluctuations, dynamics      206—210
Contour length fluctuations, effect on reptation      210—211
Contour length fluctuations, static distribution      205—206
Copic, M.      123 139
Correlation length for concentrated solutions      147
Correlation length for semidilute solutions      153
Correlation length, apparent      147—148 152—153
Cotton, J.P.      44 138 185
Crist, B.      285
Currie, P.K.      286
Curtiss, C.F.      237 244 284 285 286
Dahler, J.S.      348
Damping function      251
Daoud, M.      143 184 185 285
Daudi, S.      139
De Cindio, B.      286
De Gennes, P.G.      32 35 44 45 137 138 152 184 185 186 189 190 192 212 215 217 283 285 287 288 358 379 380
De Jeu, W.H.      380
De Wames, R.E.      138
Deam, R.T.      216 288
Debye function      23
Debye, P.      186 322
Decoupling approximation      312—313
Deformation gradient      240 258—259
Delsanti, M.      138 186 285
Des Cloizeaux, J.      32 45 138 185 217 106 149
Deutch, J.M.      137 94
Deutsch, J.M.      285
Dibbs, M.G.      187
Dielectric relaxation      304—306 344
Diffusion equation      47—48
Diffusion in phase space      50—51
Diffusion of particle concentration      46—51
Diffusion, diffusion constants, apparent-      165 170
Diffusion, diffusion constants, cooperative      166 171
Diffusion, diffusion constants, of center of mass      see “Self diffusion constants”
Diffusion, diffusion constants, rotational-      see “Rotational diffusion constants”
Diffusion, diffusion constants, self-      see “Self diffusion constants”
Dilute solutions      see “Classification of solutions”
Dimarzio, E.A.      284
Director      350—351
Disengagement time      see “Reptation time”
Doi, M.      89 90 137 139 186 216 217 284 285 286 287 288 322 348 349 379 380
Domain structure      377
Domb, C.      44 45
Donald, A.M.      288
Dreval, V.E.      186
Dubois-Violette, E.      138
Duplessix, R.      185
Dynamic light scattering      see “Dynamic structure factor”
Dynamic structure factors, definition      104—105
Dynamic structure factors, flexible polymers, dilute solutions      105—108 132—135
Dynamic structure factors, flexible polymers, reptating chain      202—204
Dynamic structure factors, flexible polymers, semidilute and concentrated solutions      164—166
Dynamic structure factors, rodlike polymers, dilute solutions      300—303
Dynamic structure factors, rodlike polymers, semidilute solutions      332—333
Dynamical free energy      51—52 75—76 82—83
Dynamical scaling laws for dilute solutions      103—104 106—107
Dynamical scaling laws for semidilute solutions      169—172 234—235
Edwards, S.F.      44 45 137 149 151 159 172 185 186 216 217 284 285 286 288 348
Effective bond lengths      11
Effective medium theory      172—180
Eichinger, B.E.      216
Einaga, Y.      44 285 287 348
Einstein relation      49 61—62
Einstein, A.      46 89
Eirich, F.R.      90 380
Eisele, M.      186
Elastic modulus      see “Shear relaxation modulus”
Elastic stress for flexible polymers      221
Elastic stress for rodlike polymers      307—308 336—338
Elastic stress, definition      81—82
Elastic stress, kinematics      240—241 257 259
Elastic stress, stresses in      241
Elongational deformation, flow alignment of rodlike polymers      313—314
Elongational viscosity      257—258 268
End-to-end vector of random flight chains      8—9 11—14
End-to-end vector, in concentrated solutions      151—152 183—184
End-to-end vector, of excluded volume chains      24 27—32 32—34 41—43
Enomoto, H.      348
Entanglements in rodlike polymers      324—325
Entanglements theory of      see “Tube model”
Entanglements, characteristics of the interaction      156—161
Entanglements, effects on the scaling laws      169—170
Entanglements, molecular weight between      231
Epstein, L.F.      137
Ericksen — Leslie theory      368—369 374
Ericksen, J.L.      379 368
Erpenbeck, J.J.      90
Evans, K.E.      217 288 348
Ewen, B.      138 186 284
Excluded volume effects in Zimm model      100—103
Excluded volume effects on coil radius      27—35
Excluded volume effects on concentration fluctuations      148—166
Excluded volume effects, general features      24—27
Excluded volume effects, scaling theory      see “Scaling laws”
Excluded volume effects, screening of      149—152
Excluded volume parameter      25—27 28—29
Farnoux, B.      138 185
Felderhof, B.U.      89
Feller, W.      43
Ferry, J.D.      138 185 254 283 286 287 322 323
Fesciyan, S.      348
Fetters, L.J.      217 285 287
Fick's law      47 49—51
Finger strain      242
Fisher, M.E.      32 44 45
Fixman, M.      44 89 90 119 138 139
Fletcher, D.      217 287
Flexibility of polymers      316—317
Flory temperature      see “Theta temperature”
Flory — Fox parameter      114 119
Flory, P.J.      24 27 43 44 139 142 151 184 185 351 379
Fluctuation dissipation theorem      58—62
Flux velocity      49 50
Fokker Planck equation      see “Smoluchowski equation”
Ford, N.C.      186
Form birefringence, in shear flow      128—129 166—169
Form birefringence, molecular expression      125—127
Foster, D.      379
Fox, T.G.      284
Frank, F.C.      380
Frank-Kamenetskii, M.F.      185
Fredericq, E.      322
Freed, K.F.      31 44 45 137 172 185 186
Freely jointed chain      8—9 11—13
Freely rotating chain      9
Frisch, H.L.      44 90 184 185 187
Frisman, E.V.      139
Fujii, M.      44
Fujime, S.      322
Fujita, J.      44
Fukuda, M.      44 284 285 286
Fukuro, H.      185
Fukutomi, M.      44
Furuichi, J.      138
Gans, P.J.      44
Gao, H.W.      287
Gaussian approximation      146—52
Gaussian chains, conformational distribution      14—16 17—21
Gaussian chains, scaling properties      32—33
Gaussian distributions, complex variables      38—39
Gaussian distributions, many variables      36—38
Gaussian distributions, single variable      35—39
Gaylord, R.J.      217
Generalized coordinates      77—79
Generalized diffusion equation      see “Smoluchowski equation”
Ghosh, R.      138
Gillis, J.      44
Goddard, J.D.      81
Goldstein, H.      90
Good solvents      140
Goodyear, A.G.      137
Gottlieb, M.      217
Graessley, W.W.      185 217 233 234 237 283 285 286 287
Greco, R.      286
Green functions and time correlation functions      56—57
Green functions for chain statistics      17—21 40—41
Green functions for Smoluchowski equation      56—57 85
Green, M.S.      284 220
Green, P.F.      287
Grizzuti, N.      254 286 348
Grosberg, A.Y.      44 379
Growth function      60
Gruen, F.      139
Gruver, J.T.      287
Gunton, J.D.      186
Gurol, H.      138
Guttman, C.M.      138
Hadjichristidis, N.      217 287
Haller, H.R.      185
Halperin, B.I.      137
Hammouda, B.      138
Han, C.C.      137 138 166 186
Happel, J.      89 322
Harmonic spring model      62—65
Hashimoto, T.      44
Hassager, O.      90 284
Hayakawa, R.      322 335 336 348
Hayter, J.B.      138 186 284
Hearst, H.E.      137
Helfand, E.      44 217 287
Helminiak, T.E.      348
Hermans, J.J.      90 286
1 2 3
blank
Ðåêëàìà
blank
blank
HR
@Mail.ru
       © Ýëåêòðîííàÿ áèáëèîòåêà ïîïå÷èòåëüñêîãî ñîâåòà ìåõìàòà ÌÃÓ, 2004-2024
Ýëåêòðîííàÿ áèáëèîòåêà ìåõìàòà ÌÃÓ | Valid HTML 4.01! | Valid CSS! Î ïðîåêòå