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Kubo R. — Statistical Mechanics: An Advanced Course with Problems and Solutions
Kubo R. — Statistical Mechanics: An Advanced Course with Problems and Solutions



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Название: Statistical Mechanics: An Advanced Course with Problems and Solutions

Автор: Kubo R.

Аннотация:

This book provides a series of concise lectures on the fundamental theories of statistical mechanics, carefully chosen examples and a number of problems with complete solutions.

Modern physics has opened the way for a thorough examination of infra-structure of nature and understanding of the properties of matter from an atomistic point of view. Statistical mechanics is an essential bridge between the laws of nature on a microscopic scale and the macroscopic behaviour of matter. A good training in statistical mechanics thus provides a basis for modern physics and is indispensable to any student in physics, chemistry, biophysics and engineering sciences who wishes to work in these rapidly developing scientific and technological fields.

The collection of examples and problems is comprehensive. The problems are grouped in order of increasing difficulty.


Язык: en

Рубрика: Механика/

Статус предметного указателя: Готов указатель с номерами страниц

ed2k: ed2k stats

Год издания: 1990

Количество страниц: 425

Добавлена в каталог: 23.03.2008

Операции: Положить на полку | Скопировать ссылку для форума | Скопировать ID
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Предметный указатель
Oscillation      see “Zero point oscillation”
Oscillator      see “Harmonic oscillator” “Anharmonic
Osmotic pressure      375
Oxtoby      87
Pair interaction      189
Para-deuterium      187
Para-hydrogen      187 201 208 210
Parallel susceptibility      325
Paramagnetic crystal      309
Paramagnetic substance      150
Paramagnetic susceptibility      252—255 263 266 267 278 313 314 322
Paramagnetism, spin      245 307
Partition function      45
Partition function and thermodynamic functions      25
Partition function for a single harmonic oscillator      123
Partition function for binary alloy      326 327
Partition function for composite system      108
Partition function for electron system      247
Partition function for generalized canonical distribution      109
Partition function for individual spin      50
Partition function for Ising spin system      355
Partition function for one particle      31 183 221
Partition function for photon gas      251
Partition function for symmetrical top      203
Partition function for system of harmonic oscillators      59 80 116
Partition function for T-$\mu$ distribution      23
Partition function for T-p distribution      24 47 171
Partition function for two phases in equilibrium      135
Partition function, canonical      22 102
Partition function, classical configurational      109
Partition function, electronic      198 210
Partition function, internal      184 206
Partition function, rotational      115 185 200 206 208 213 217
Partition function, translational      189
Partition function, vibrational      185 218
Partition of energy      15
Partition of volume      17
Pauli      245
Pauli principle      265 266 365
Pauli spin operators      138 173
Perfect black body      133
Perfect crystal      61 90
Perfect disorder      308
Perfect gas      see “Ideal gas”
Perfect, entropy of, crystal      91
Perfect, perfect ordering      308
Periodic boundary conditions      69
Permutation operator      182
Permutation, cyclic      296
Perpendicular susceptibility      325
Phase average      63
Phase change      302
phase diagram      335
Phase equilibrium      133 134
Phase integral      9 35 78
Phase orbit      2
Phase point      2
Phase space      2
Phase transition      138 152
Phase transition of second order      239
Phase transition, rotational      338
Phase volume      126 (see also “Density of states”)
Phase, quantization of, space      9
Phase, trajectory of, point      57 67 87
Phases, equilibrium condition for two      134 153
Photo current      256
Photo-electric effect      256 283
Photon      29 250 256 281
Photon gas, chemical potential of      250
Photon gas, chemical potential of, partition function of      251
Photon gas, chemical potential of, thermodynamic properties of      254 274
Photon, polarization of      274
Planck      245
Planck’s law      136 159
Planck’s radiation formula      120
Plane wave      180
Poincare      215
Poisson distribution      57 60 74
Poisson equation      60 309 351
Polarization      120
Polarization of photon      274
Polarization, electric      113 379 407
Polarization, plane of      119
Polyatomic molecule      187 201
Polymer      159 326 349
Positron      29 85
Pound      148
Pressure      27 32 52 56 64 325 343
Pressure tensor      389 410
Prigogine      216 374
probability density      4
Proton      29 85
Purcell      148
q-representation      see “Coordinate representation”
Quantization of phase space      9
Quasi-chemical approximation      see “Bethe’s approximation”
Quasi-ergodic theorem      87 215
Radial distribution function      see “Correlation function”
Radiation formula, Planck’s      120
Radiation formula, Rayleigh — Jeans      122 245
Radiation formula, Wien’s      122
Radiation law, Planck’s      136 159
Radiation pressure      145
Ramsey, N.F.      148
Random walk problem      400
Randomness      307
Rarefield gas      376 379 380 405 410
Rarefield gas, viscosity of      376 389
Rayleigh — Jeans radiation formula      122 245
Reciprocity relations      373 404
Recurrence theorem      215
Reduced distribution function      see “Distribution function”
Reduced mass      215
Reducible diagram      227
Refractive index      136 159 387
Relativistic effects      257 289
Relativistic Fermi gas      257—259 288—291
Relativistic mechanics      82
Relaxation function      379
Relaxation time      254 379 380
Rest mass      258 290
Richardson formula      245
Riemann $\zeta$-function      233
Rotating coordinate system      131 142
Rotating coordinate system, density distribution in      131 143
Rotational characteristic temperature      187 202
Rotational partition function      115 185 200 206 208 213 217
Rotational phase transition      338
Rotational, degeneracy of, states      185 206
Rotational, Hamiltonian for, motion      115
Rotator      185 200
Rotator, Hamiltonian of a      200
Saddle point method      104 108 125 128 137 168
Scatterer      362 364
Schottky type anomaly in specific heat      41
Schottky type imperfection      61
Schroedinger equation      28 68
Schroedinger equation in q-representation      178
Screening constants of Debye, Thomas — Fermi, and Mot      353
Screening length      319 340
Self consistent molecular field      see “Molecular field”
Semi conductor      233 254 256 377
Semi conductor, impurity      236
Semi conductor, intrinsic      236 243 286
Semi conductor, N-type      236 246
Semi conductor, P-type      237
Shear viscosity      see “Viscosity”
Smoluchowski      276
Smoluchowski equation      378
Solid      362
Solvent molecules      310 326 375
Sommerfeld, electron theory of      245
Space charge      318 324
Spatial correlation      325 342
Special relativity, theory of      131
Specific heat of ideal Fermi gas      253 267
Specific heat of nearly ideal gas      205 226
Specific heat of para- and ortho-hydrogen      210
Specific heat of system of oscillators      218
Specific heat, rotational      210
Spectral distribution (function)      160 161
Spin      see “Electron nuclear spin” “Ising
Spin degeneracy      247 269
Spin paramagnetism      245 307
Spin temperature      148
Spin waves      160
Spin, anti-ferromagnetic, ordering      344
Spin, negative absolute temperature of, system      99 147
Spin, partition function for individual      50
Spin, Pauli, operator      138 173
Spontaneous magnetization      304 307 322 325 331 343
State density      8 15 44 57 69 76 96 102 137 165 168 229 233 283
State density of a classical harmonic oscillator      137 168
State density of conduction band      372
State density of electrons      251 252 263
State density of free bosons      248
State, electronic      184 187 202 219 244
State, macroscopic      7
State, most probable      19
State, one-particle      28
State, stationary      3
State, thermal equilibrium state      5 15
Statistical ensemble      see “Distribution”
Steepest descent      see “Saddle point method”
Stefan — Boltzmann constant      146 274
Stefan — Boltzmann’s law      123
Stirling’s formula      35
Stochastic theory      276
Stochastic variable      378
Stosszahlansatz      216 362
Sublattice      307 316 322
susceptibility      see “Magnetic susceptibility”
Susceptibility, parallel      325
Susceptibility, pependicular      325
Symmetric wave function      182 186
Symmetrical top      203
Symmetry number      187 219 327
Symmetry, inversion      338
T-$\mu$-distribution      see “Distribution”
T-p-distribution      see “Distribution”
Takahashi, H.      417
Temperature gradient      370 402 404 410
Temperature, characteristic, for intra-molecular vibrations      197
Temperature, critical      307 308 315 321 338
Temperature, critical, for Bose — Einstein condensation      249
Temperature, Curie      see “Curie”
Temperature, degeneracy      265 327 364
Temperature, local      379
Temperature, Neel      309 325 344
Temperature, negative absolute      99 147
Temperature, Rotational characteristic      187 202
Temperature, spin      148
Temperature, statistical      11
Temperature, thermo-dynamic      18
Temperature, Transition      321 323 328 334 355
Temperature, Vibrational characteristic      197
thermal conductivity      see “Heat conductivity”
Thermal fluctuation      417
Thermal noise      416
Thermal radiation      123 132 136 146
Thermionic current      254 268
Thomas — Fermi screening constant      353
Thouless, D.      397
Time correlation function      381
Transition temperature      see “Temperature”
Translational partition function      189
Transport coefficients      363
Transport of momentum      363 376
Transport phenomena      363
Turbidity      387
Uhlenbeck, G.E.      322
Uncertainty in energy      7 42
Uncertainty principle      2 147
Unitary transformation      175
Valence band      236 254
Valence electron      253
Vector potential      138 171
Velocity correlation      414
Velocity gradient      388
Vibrational modes      116 120 136 160 163 251 302
Vibrational modes degrees of freedom      219
Vibrational modes partition function      185 218
Vibrational modes quantum levels      185
Vibrational modes, characteristic temperature for      202 219
Virial      33
Virial coefficients      183 204 222 329 360
Virial expansion      193
Virial expansion of ideal quantum gas      259 293 294
Virial theorem      33 132 144 202 216 325
viscosity      369 379 410
Viscosity of rarefied gas      376 389
Viscous forces      363 376
Vleck’s, van, model      322 325
Waals, van der, equation      322
Waals, van der, force      189
Waals, van der, radius of atom      369
Wave functipn, symmetric and antisymmetric      182 186
Wax      276
Weight, principle of equal      5 15 173 302
Weight, thermodynamic      7 42 62
Weissfield      303
Welton      416
Westgren      276
Wiedeman — Franzlaw      404
Wien’s radiation formula      122
X-ray diffraction      307
Zeeman levels      147
Zermelo      215
zero point energy      89 120 161 198 202 212
Zero point oscillation      89 224
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