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Doi M., Edwards S.F. — The theory of polymer dynamics |
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Предметный указатель |
Hermans, J.Jr. 348 380
Hervet, H. 186 284
Herz, J. 286
Hess, S. 379
Higgins, J.S. 138 284 285
Hilhorst, H.J. 94 137
Hinch, E.J. 323
Hiramatsu, H. 185
Hohenberg, P.C. 137
Holland, W.F. 138
Homogeneous flow 70—71
Hong, K.M. 286
Houssier, C. 322
Huggins coefficient 141 179
Huggins, M.L. 142 184
Hydrodynamic interaction between beads 66
Hydrodynamic interaction in shear flow 127—128
Hydrodynamic interaction in Zimm model 97—103
Hydrodynamic interaction of flexible polymers 112—114
Hydrodynamic interaction of rodlike polymers 311
Hydrodynamic interaction, relation to stress tensor 221—222
Hydrodynamic interaction, screening of 173—174 180
Hydrodynamic interaction, variational bounds for 116—119
Imura, H. 379
Independent alignment (IA), approximation 262—264
Inextensible primitive chain 260
Intrinsic birefringence, molecular expression 122—124
Intrinsic viscosity, definition 109
Ito, K. 186
Iwata, K. 90 137 185
Jain, S. 348
Jamieson, A.M. 348
Janeschitz-Kriegl, H. 128 139 186 284
Janmey, P.A. 186
Jannink, G. 138 143 149 184 185 286
Jarry, J.P. 284
Jasnow, D. 138
Jeffers, E. 185
Jeffery, G.B. 322
Joanny, J.F. 184
Johnson, J.F. 284 380
Johnson, R.M. 138
Kadanoff, L. 45
Kalmykova, V.D. 348 379
Kalos, M.H. 137
Kan, H.C. 281 287
Kanda, H. 322
Kaneko, M. 138
Kano, F. 348
Karasz, F.E. 186 348
Kato, N. 185
Kato, T. 186 285
Kawasaki, K. 126 139 186
Kearseley, E.A. 266 286
Kerr constant 306 344
Khanchich, O.A. 380
Khokhlov, A.R. 44 379
Kiefer, J. 138
Kimmich, R. 284
Kimura, S. 186 285 287
Kimura, T. 185
Kimura, Y. 285
King, T.A. 138 186
Kirkwood theory for viscoelasticity, kinetic equation 71—72 76—80
Kirkwood theory for viscoelasticity, stress formula 72—76 80—82
Kirkwood theory for viscoelasticity, variational formulation 82—83
Kirkwood, J.G. 69 79 90 106 138 322
Kiss, G. 349 376 380
Kitagawa, K. 284
Klein, J. 217 219 284 285 287
Knox, A. 138 186
Kogut, J.B. 45
Kohmoto, M. 137
Kojimoto, T. 285
Komatsubara, M. 323 348
Kosmas, M.K. 31 45
Kotaka, T. 287 288
Kovac, J. 90
Kovar, J. 187
Koyama, R. 139
Kramer, E.J. 287 288
Kramer, O. 286
Kramers, H.A. 69 90
Kratky — Porod model 317
Kratky, O. 323
Kraus, G. 287
Kremer, K. 217 284 285
Krieger, I.M. 89
Krigbaum, W.R. 322 348 379 380
Kubo, R. 89
Kubota, K. 322 348
Kuhn statistical length 11
Kuhn, H. 90
Kuhn, W. 24 44 69 90 122 124 137 139
Kulichikhin, V.G. 348 379 380
Kurata, M. 137 138 186 282 285 286 287
Kurita, K. 185
Kuzuu, N. 217 287 348 379
Landau — de Gennes theory 358 359—60
Landau, L.D. 139
Landel, R.F. 283
Langevin equation, general form 52—55
Langevin equation, relation to Smoluchowski equation 55 85—87
Langley, K.H. 348
Lasher, G. 379
Laun, H.M. 287
Lax, M. 89
Le Guillou, J.C. 45
Leal, L.G. 322 323
Lebowitz, J.L. 137
Lee, A. 138
Lee, W.I. 138
Leger, L. 186 283 284 288
Leibler, L. 185
Leslie coefficients 368 374—375
Leslie, F.M. 368 379
Lifshitz, E.M. 139
Lifshitz, I.M. 44
Lin, Y.H. 285 287
Linear viscoelastirity of flexible polymers, concentrated solutions 225—230 234—239 278—283
Linear viscoelastirity of flexible polymers, dilute solutions 108—116
Linear viscoelastirity of rodlike polymers, concentrated solutions 365—366
Linear viscoelastirity, constitutive equation 222—225
Linear viscoelastirity, dilute solutions 307—312
Linear viscoelastirity, semidilute solutions 337—339
Linearization approximation 100
Liquid crystals 350—351; see also “Nematic phase”
Liu, K.J. 284
Lodge — Meissner relation 253
Lodge, A.S. 253 284 286
Lodge, T.P. 137 187
Long range interaction 24
Loss modulus see “Complex modulus”
Lovesey, S.W. 44
Lukashin, A. 185
Maconnachie, A. 185
Maeda, H. 322
Maeda, T. 322
Maguire, J.F. 348
Maier, W. 379
Makita, Y. 138 186
Malkin, A.Y. 186 348 379 380
Mandel, M. 322
Mansfield, M.L. 138
Marin, G. 285 287
Maron, S.H. 89
Marrucci, G. 254 284 285 286 348 379 380
Marshall, W. 44
Martel, C.J.T. 187
Martin, A. 379
| Martinez-Mekler, G.C. 138
Masuda, T. 186 217 284 285 286 287
Matheson, R.R., Jr. 348
Matsushita, Y. 137
Mayer, J.W. 287
Mazur, P. 89
McAdam, J.D.G. 186
McCrackin, F.L. 138
McKean, H.P. 186
McKenna, G.B. 287
McKenzie, D.S. 45
McLeish, T.C.B. 269 286
McTague, J.P. 348
Mean field potential for excluded volume chain 31
Mean field potential for nematics 355 358
Meier, G. 379
Meissner, J. 253 286
Menezes, E.V. 285 287
Mewis, J.J. 89
Meyer, R.B. 322 379 380
Meyer, R.E. 90
Mezei, F. 138 186 284
Miehta, M.L. 185
Miesovicz viscosity 374—375
Mills, P.J. 287
Mobility of a sphere 48
Mobility of point particles 66
Mobility of rigid bodies 66
Mobility, general definition 50
Monfort, J.P. 287
Monge, P. 287
Monnerie, L. 284 286
Moore, M.A. 45 138 184
Mori, Y. 344 348
Morita, A. 322
Mosricki, J.K. 344 345 349
Munstedt, H. 287
Muramatsu, H. 380
Muthukumar, M. 44 137 149 185 186 348
Myaki, Y. 44
Myanaga, N. 186 285
Nagasawa, M. 137 185
Nakajima, H. 90 137 323 348
Nakamura, H. 286 365 379
Nakanishi, A. 155 185
Napper, D.H. 44
Needs, R.J. 217
Nematic phase, constitutive equation 368 374
Nematic phase, symmetry of 350—351
Nematic phase, theory for phase transition 351—358 360—362
Nemoto, N. 138 186 285 322
Nicholson, L.K. 138 284
Nickel, B.J. 44
Nicolais, L. 380
Nierlich, M. 286
Nishizawa, K. 286
Noda, I. 137 185
Noll, W. 284
Nonlinear viscoelasticity, characteristic phenomena, flexible polymers 255—258
Nonlinear viscoelasticity, characteristic phenomena, rodlike polymers 339—340
Nonlinear viscoelasticity, theoretical results for flexible polymers 260—266 274—278
Nonlinear viscoelasticity, theoretical results for nematics 365 368
Nonlinear viscoelasticity, theoretical results for rodlike polymers 340
Noolandi, J. 236 285 286
Noordermeer, J.M. 286
Nordio, P.L. 379
Normal stresses in flexible polymer solutions 240 256 267
Normal stresses in nematic phase 367—368 373 376
Normal stresses in rodlike polymer solutions 340
Nose, T. 138 186
Odani, H. 285
Odijk, T. 322 348
Ogawa, T. 285
Ohnuma, H. 379
Ohta, S. 286
Ohta, T. 45 154 185
Okano, K. 185 365 379
Onogi, S. 186 284 285 286 287 349 380
Onsager, L. 351 379
Onuki, A. 126 139
Ookubo, N. 323 348
Oono, H. 286
Oono, Y. 44 45 103 137 138 185
Order parameter of nematics 351
Orwoll, R.A. 137
Osaki, K. 138 249 251 252 254 271 273 285 286 287
Oseen tensor 68 88—89
Oseen, C.W. 380
Osmotic pressure 48 153—154
Overlap concentration 141
Owen, J.E.M. 186
Pair correlation function 147
Palmstrom, C.J. 287
Papkov, S.P. 348 379 380
Pearson, D.S. 217 286 287
Pecora, R. 44 137 322 348 349
Perico, A. 186
Perrin, F. 322
Persistent length 316—318
Peterlin, A. 137 139 322
Peterson, J.M. 90
Phillips, M.C. 286
Picot, C. 185
Pincus, P. 184 186 288
Plateau modulus 230 235
Platonov, V.A. 380
Polarizability tensor 135—137
Poor solvents 140
Porod, G. 323
Porter, R.S. 284 349 376 380
Prager, S. 116 138 139 185 288
Pretransitional phenomena 362—366
Priest, R.G. 380
Primitive chain segments 196
Primitive chain, contour length 192—193 206
Primitive chain, dynamics see “Reptation model”
Primitive chain, entropy of 205
Primitive chain, step length 193
Primitive paths 188 192
Principle of locality 70
Ptitsyn, O.B. 43
Radius of gyration in semidilute solution 154
Radius of gyration, definition 22
Radius of gyration, relation to end-to-end vector 23 34
Radius of gyration, relation to hydrodynamic properties 100 103
Rainville, E.D. 89
Raju, V.R. 285 287
Rallison, J.M. 322
Ramachandran, S. 287
Random flight models 8—14
Random forces 52 55
Refractive index tensor 121
Reichl, L.E. 44
Relaxation function 59
Renormalization group theory 31
Reptation model, basic equations in equilibrium 197—205
Reptation model, basic equations, under shear 274—276
Reptation model, conformation of polymers see “Primitive chain”
Reptation model, constraints by tubes see “Tube models”
Reptation model, deformation by strain 245—247 261—263
Reptation model, fluctuations within the tube 205—213
Reptation model, parameters of 192—193 230—234
Reptation model, theoretical results, diffusion constant 200
Reptation model, theoretical results, dynamic structure factor 202—205
Reptation model, theoretical results, relaxation times 196 211
Reptation model, theoretical results, segmental motion 198—202
Reptation model, theoretical results, viscoelasticity see “Linear viscoelasticity” and “Nonlinear viscoelasticity”
Reptation time 196 211
Response functions 58
Richards, R.W. 185
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