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Isihara A. — Statistical physics
Isihara A. — Statistical physics



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Название: Statistical physics

Автор: Isihara A.

Аннотация:

This book consists of three parts. Part I, which includes Chapters 1-4,
gives the principles, with elementary applications to noninteracting systems.
It begins with kinetic theory and discusses classical and quantum systems in equilibrium and nonequilibrium. Examples in this part do not directly deal
with interactions. Nevertheless, an overall picture of statistical mechanics
may be obtained here at an elementary level. In Part II, which consists of
Chapters 5-9, classical statistical mechanics is developed for interacting
systems in equilibrium and nonequilibrium. Finally, in Part III, quantum
statistics is presented to an extent which enables the reader to proceed to
advanced many-body theories.


Язык: en

Рубрика: Физика/Термодинамика, статистическая физика/

Статус предметного указателя: Готов указатель с номерами страниц

ed2k: ed2k stats

Год издания: 1971

Количество страниц: 438

Добавлена в каталог: 11.09.2005

Операции: Положить на полку | Скопировать ссылку для форума | Скопировать ID
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Предметный указатель
Orthogonal group      403
Oseen formula      189
Osmotic pressure      148
Pair distribution function      160 163ff 196 203 311 312 317fT
Pair distribution function, for classical electron gas      320ff 334
Pair distribution function, for fermions with spins      335 336
Pair distribution function, for hard—sphere gas      328 332
Pair distribution function, for ideal quantum gas      270 314 332 335
Parastatistics      105 402
Partition function      51ff 72 81 108 113 208 215ff 281 285 303
Pauli equation      43 377
Peierls inequality      147
Pfaffian      224
Phase point      21 27
Phase space      21 38
Phase space distribution      21 280
Phase transition, first order      139 252 428
Phase transition, second order      252 428
Phase volume      56
Phonon excitation      329 335 348ff 388
Phonon spectrum      89 388ff
Phonon-phonon scattering      349
Phonon-roton scattering      351
plasma      161 398
Plasma parameter      321
Poisson — Boltzmann equation      151
Polarizability      141
Polarizable gas      140
Polarization      394
Polaron      393
Polyatomic gas      16
Polymer solution      150
Potential of average force      177
Pressure broadening      11
Propagator      277 286ff 310ff
Pseudopotential      204 329
Pure state      279
Py approximation      174
Quasi-ergodic hypothesis      24 25
Quasi-ergodicity      30
Quasi-particle      96 262 344 420 430
Radial distribution function      160 165 166
Random walk      186 193 200 220
Rayleigh scattering      108 350
Rectilinear relation      235 254
Recurrence theorem      17
Reduced distribution function      42 154 157 163
Regular solution      150
Relativistic gas      107
Relaxation time      350 353 356 360
Response function      195 362ff 422ff
Response function, dissipative      364
Response function, symmetry properties of      366
Retarded Green's function      422ff
Ring diagram approximation      134 295
Roton      89 348
Roton-roton scattering      351
Rubber elasticity      65 185
Rydberg unit      305 383
Schottky defect      68
Second law of thermodynamics      35 53
Second order phase transition      252 428
Second quantization      147 382ff
Second virial coefficient      147 382ff
Second virial coefficient, for dumbbell molecule      116
Second virial coefficient, for hard-sphere gas      115
Second virial coefficient, for Lennard — Jones gas      115
Second virial coefficient, for quantum gas      119 308
Second virial coefficient, for rigid convex molecule      117
Self-avoiding walk      67 267ff
Self-duality      220
Short range order      263
Solution      150 261
Specific heat      15 54 76 91 94 97 180 229 243 249 255 258 259 306 392
Specific heat, electronic      92 94 95 100 306
Specific heat, of Fermi liquids      96
Specific heat, of Ising lattice      229
Specific heat, of polyatomic gases      16
Specific heat, of solids      75ff 242
Spectral broadening      11
Spectral density      200 345
Spherical model      246
Spin and statistics      400
Spin correlation      230ff
Spin wave      247ff
Spontaneous magnetization      229 231 234
Static form factor      398
Statistical free energy      35
Stirling's formula      50 105
Stokes friction      159 189
Stosszahlansatz      4
Stress tensor      157 160 370
Sum over states      51
Superconductivity      426ff
Superfluidity      262 331
Superposition approximation      178
Surface internal energy      164
Surface tension      164
susceptibility      230 232 258 260 366
Terminal coupling      222
thermal conductivity      15 16 99 271 340 343 345 346 352 354
Thermal de Broglie wavelength      62 84 283 329
Thermodynamic limit      137 378
Thiele's semiinvariant      124 132 145 208
Third virial coefficient      127 128 178
Thomas — Fermi screening constant      325 326 395
Time arrow      156
Time average      25 28 29 56
Tonks equation      217
Toron      291ff
Transformation group      27
Transition probability      42ff 187 206 339 349 352 356 378
Transport phenomena      13 15 99 271 338ff 343ff 360ff
Uehling — Uhlenbeck equation      338ff
Umklapp process      354
Van der Waals equation      115
Velocity distribution function      4ff 280
Velocity gradient      189 370
Vertex      414
Virial coefficient      127
Virial coefficient, fourth      178
Virial coefficient, second      115 147 382
Virial coefficient, third      128 178
Virial equation of state      163
Virial expansion      126 170
viscosity      14 16 17 100 158—160 183 341 344 350 370
Viscosity, of normal fluid      351
Viscosity, of quantum gas      99 343 347 370
Viscosity, of two-dimensional gas      17
Watermelon approximation      321 324
Wave equation      72
Weiss theory      215 265 268
White spectrum      202
Wick's time ordering operator      406
Wiener — Khinchin theorem      200 379
Wigner distribution function      280
X-ray scattering      164 167 176
Zero-point energy      72 75
Zero-point pressure      94
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