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| Prigogine I. — Proceedings of the International Symposium on Transport. Processes in Statistical Mechanics, held in Brussels,. August 27-31, 1956 |
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Название: Proceedings of the International Symposium on Transport. Processes in Statistical Mechanics, held in Brussels,. August 27-31, 1956
Автор: Prigogine I.
Язык: 
Рубрика: Механика/
Статус предметного указателя: Готов указатель с номерами страниц
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Год издания: 1958
Количество страниц: 436
Добавлена в каталог: 26.03.2010
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| Предметный указатель |
Friction, molar 185
Friction, phenomenological 155 160 163 164 185
Friction, tensor 377
Frictional relaxation 104
Friedman, A.S. 369 (ref. 6) 375 382 385
Frisch, H.L. 1 (ref. 5) 7 22 28 136 216 362
Froehlich 193
Furry, W.H. 389 393
Gaussian distribution 341
Generating function 157
Gibbs adsorption equation 271
Gibbsian ensemble 233
Gibson, R.O. 365 (ref. 3) 375
Glansdorff, P. 343
Goeppert Mayer, M. 187—191 198
Goldberger, M.L. 232 238
Gottlieb polynomial 360
Grand partition function 51
Grand-canonical ensemble (Gibbs) 203
Gravitational forces 33—36
Green, H.S. 1 (ref. 3) 7 99 11) 131 203 229 238
Green, M.S. 8—14 19 21 37 39 62 150 151 154 184 198 215 247 271 348 378 394
Greene, R.F. 335 (ref. 8) 337 341 342
Gross state 276
Gross variables 276
H-Theorem 31 39 133 242 281
Haase, R. 394 396 407 411
Haga, E. 259 260
Hall effect 168
Hamilton's canonical equations 202
Hamiltonian 23 25 244 313
Hard sphere model 73—96 97 112 184 379 see
Harmonic forces 138 156
Harmonic oscillators 146
Harmonic wave approximation 69 70
Harmonic waves 67 68 69
Hashizume, N. 285 (ref. 1) 287 310 324 326
Haven, Y. 414—418
Heat bath 312 316 352
Heat conduction 394
Heat conduction of compressed argon 376
Heat conduction of gases and liquids 365
Heat conductivity 37 162 173 174 175 376
Heat expansion 38
Heat flux 73—96 138 151 383
Heat flux vector 171
Heat of formation 384
Heat resistance 154
Heat transfer 382 397
Heat transport 378 394 397
Heat, current 197
Heaviside step function 357
Helium 394
Hermiticity of an operator 227
Herpin, A. 64 71 72
Herzfeld, K.E. 353 361
Hilbert space 240 293 328
Hilbert, D. 44 173 174 176
Hill, D.L. 187 191
Hill, T.L. 385 (ref. 8) 386
Hirschfelder, J.O. 86 (ref. 4) 96 99 3) 131 177 179 259 8) 260 382 383 385 386 391
Holes, in semi-conductors 193
Holtan, H., Jr. 409 (refs. 12 16b) 411
Hueckel, E. 251
Husimi, K. 234 238
Hydratation effects 397
Hydrodynamics 136
Hydrodynamics equations 250
Hydrodynamics time derivative 384
Hydrodynamics velocity 199
Hydrogen 351
Hypergeometric functions 354
Ideal liquid 250
Impedance matrix 346
Impulsion current 201 202
Indium 399
Information theory 135 309
Insulating solids 63—72
Interferometric measures 407
Interstitial diffusion 414
Interstitial site 414
Invariants of a matrix 138
Invariants, energy 139
Ionic conductivity 414
Ionic parameter 253
Ionization energy 182
Ionization rate 183
Ionization, cross-sections 183
Irreversibility 16 20 65 68
Irreversibility, assumption of 70—72 142
Irreversible processes 275 311
Irreversible thermodynamics 73—76 282 327 334 343
Irving, J.H. 201 (ref. 2) 203
Isothermal diffusion 402
Isotope effects in diffusion 414
Joule — Thomson effect 48 49
Kac, M. 11 14 15 18 30
Kaminshy, M. 252 360
Kelbg, G. 263 260
Khalatnikov, I. 262 264 265
Kihara, T. 180—183
Kinetic coefficients 330
Kinetic equations of thermodynamics of irreversible processes 329 339
Kirkwood theory of liquids 148 235
Kirkwood theory of transport processes 99
Kirkwood, J.G. 1—7 19 37 99 131 139 141 147 148 154 201 203 218 229 235 238 248 376 378 379 394 396
Klein, G. 177—179 217
Klein, M.J. 311—318 321 323 327 333
Klemens, P.G. 64 (ref. 10) 72
Knudsen domain 382
Knudsen number 162
Knudsen regime 161
Koopman type of formalism 203
Kramers, H.A. 31 32 263 265 359 361
Kronig, R. 261 (ref. 2) 262 266
Lafleur, S. 383 (ref. 5) 384 385
Lagrange multiplier 313
Lagrange, postulate 337
Lagrangian microscale of turbulence 212 213
Lagrangian velocities 206 210
Lamb, H. 204
Lamb, W.E., Jr. 11 (ref. 5) 14
Laminar flow 152
Lamm, O. 185
Landau, L. 192 261 262 265 352 353 361
Lande, A. 64 (ref. 11) 71 72
Langevin equation 99 148 149 156 159 160 302 340 341 377
Laplace transform 157 158
Lattice vibrations 65
Lattice waves 63 68
Lead 399
Lebowitz, J.L. 20 23 39 137 168 346 347 363
Leibfried, G. 64 (refs. 12 13) 72
Leist, M. 254 260
Lennard-Jones 6—12 potential 379
Lennard-Jones, J.E. 99 (ref. 2) 131
Lenoble, J. 402 (ref. 5) 411
Lepoutre, G. 409 411
Levinson, C.A. 232 (ref. 9) 238
Levy, P. 133 135
Lewinson, V.A. 99 (refs. 7 12) 101 131 376 379
Lidiard, A.B. 414 (ref. 1) 418
Liouville equation 1 8 15 21 23 25 37 39 89 215 216 228 233—235 249 324 376
Liouville operator 25 et seq. 31
Lippman — Schwinger equation 232
Lippman, B.A. 232 238
Lipscomb, F.J. 351 (ref. 2) 360
Localization principle 43
Long-range correlated density fluctuations 394
Longuet-Higgins, H.C. 40 73—96 136 137 138 246
| Lorentz force 181
Lorentz — Sommerfeld theory, for semiconductors and metals 192
Loschmidt paradox 132 133
Ludwig, C. 402
Lurcat, F. 323
Luttinger, J.M. 164 165
MacDonald, D.K.C. 20 38 63—72 136 139 168 396
Machlup, S. 275 (ref. 4) 280 284 285 310 324 326 335 336 337 338 339 342 348 376—381 396
Macroscopic observation 292 300 309
Macroscopic operators 287
Macroscopic variables 276 346
Macroscopic weight 300
Macroscopic, causality theorem 44 161
Macroscopic, indetermination of energy 286 289
Macroscopic, relaxation time 299
Magnanini 383 (ref. 7) 386
Magnetic field 283
Magnetic resonance 242 319
Mahmoud, H.M. 232 (ref. 9) 238
Malagnini 383 (ref. 7) 386
Manning, I. 334—342
Many-body problem 60
Many-body theory 192—194
Many-particle systems 102 215
Mariens, P. 387 (ref. 1) 393
Markoff chain 99
Markoff process 11 31 119 121 226 225 239 248 337
Massignon, D. 23 199—203 215
Master equation 11 15 30 31 33 40 239 246 247 275 276 346
Maun, E.K. 99 (ref. 7) 131
Maxwell molecules 165
Maxwell, J.C. 166 167
Maxwellian velocity distribution 73 80 93 94 103 106 123 127—130 149 161 162 182
Mayer, J.E. 22 40 99 131 259 260 395
Mazo R.M. 261—265 271
Mazur, P. 275—284 409 411
McCombie, C.W. 414 (ref. 1) 418
Mean free path 65 101 104 162 192 194 196 208 213 216
Mean probability 297
Meijer, P.H.E. 311 (ref. 2) 312 314 318 319—323 327 333
Meinel, A.B. 351 (ref. 3) 360
Meitner, L. 191 (ref. 4)
Meixner, J. 383 (ref. 6) 386
Mencher, A. 311 (ref. 3) 318
Method of stochastic differential equations 336
Metropolis, N. 99 (ref. 13) 131 187 191
Michels, A. 365—375 382 4) 385
Microcanonical average 228
microcanonical ensemble 301
Microcanonical equilibrium 227 228
Microscopic reversibility, principle of 90 239 280 282 284 337
Migdal 193
Milner, S.R. 251
Molecular agitation 206 208 213 214
Molecular chaos, assumption of 4 19 43 80 121
Molecular cluster 394
Molecular diameter 379
Molecular distribution function 325
Moller, C. 231 238
Momentum inversion operation 330
Momentum parity 329
Momentum reaction 351
Momentum reversal operator 329
Monomer 382
Monte-Carlo techniques 360
Montroll, E.W. 37 351—361
Moreau, Ch. 409 (ref. 16a) 411
Mori, H. 229 238
Moyal, J.E. 2
Multiply periodic systems 362
N-Hexanenitrobenzene 413
N-particle distribution functions 21
Navier — Stokes equation 199—203 215—218
Nearest neighbor interaction 66
Nernst, W. 383 (ref. 6) 386
Neutron scattering, in a liquid 394
Nijboer, B.R.A. 98 (ref. 1) 131
Nishiyama, T. 234 238
Nitrogen 351
Noise in a linear reactive electric network 341
Nonequilibrium distribution function 277 381
Nordsieck, A. 11 (ref. 6) 14
Normal modes 63 138
Normal vibrations 72
Norrish, R.G.W. 351 (ref. 2) 360
Offerhaus, M.J. 169—172
Ohm’s Law 181
One photon-one atom radiation problem 246
One-particle distribution function 81 83
Ono, S. 229—238 259 325
Onsager — Machlup reciprocal relations 275 et seq. 280 327 346 348
Onsager — Machlup relations 73 74 87—91 94
Onsager — Machlup theorem 335 338 340
Onsager, L. 73 75 96 185 215 251 271 275 4) 278 280 284 285 310 324 326 335 336 337 (ref. 338 339 341 342
Oppenheim, I. 376 (ref. 1)
Ornstein, L.S. 63 72
Ornstein’s formula, 217
Ortho-para mixtures, transport properties of 169 172
Ortho-para ratio, for hydrogen 139
Orton, B.R. 147
Oscillator 247
Overhauser nuclear polarization effect 311 327
Overhauser, A.W. 311 (ref. 3) 318
Oxygen 351
Pair function 81 134 136
Paoletti, A. 399—401
Partition function 60 61
Pauli, W. 220 (ref. 3) 225 228
Peierls Umklapp processes 140
Peierls, R.E. 30 32 63 64 65 70 71 72
Pekeris, C.L. 173—176 184
Perturbation theory 352
Perturbation, Hamiltonian 293 352
Phase angle 67
Phase averaging 21
Phase cells 240
Phase correlations 30
Phase independent classical systems 248
Phase space 2 25 31 37 137 149 200 202
Phase space, distribution function 235 249
Phase transformation functions 2
Phenomenological coefficient 75 84—87
Philippot, J. 29 (ref. 7) 32
Phonons, collision of 139 193 219
Phonons, free propagation of 136 138 194 196 197
Pidduck, F.B. 174 176
Pines, D. 35 36 192 195 196
Plane parallel plate method 365
Plasmons 198
Poincare condition 28
Poincare cycle 20 391
Poincare period 40
Poincare recurrence time 28 362
Poincare theorem 139
Poincare, H. 28 32 132 136
Poisson bracket 25
Poisson distribution 146
Pomeranchuk, I. 64 71 72
Pople, J.A. 73—96
Predictive probability 309
Pressure 199 201
Pressure, hydrostatic 171
Pressure, tensor 171 202
Prigogine, I. 16 (ref. 3) 18 25—32 33 36 37 64 70 72 137 139 215 247 271 272 282 284 311 2) 317 318 324 326 327 333 336 342 343—345 347 348 349 383 6) 384 385 386 394 403 407 411 412 413
Principle of least dissipation 325
Principle of minimum entropy production (domain of validity) 311
Principle of the macroscopic physical reality 286 298 347
Probability distribution function 336
Probability distribution function in a macroscopic cell 309
Probability distribution function, generalization 331
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