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Rice J. — Introduction to statistical mechanics for students of physics and physical chemistry
Rice J. — Introduction to statistical mechanics for students of physics and physical chemistry

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Название: Introduction to statistical mechanics for students of physics and physical chemistry

Автор: Rice J.

Аннотация:

The aim and scope of this book is indicated in the introductory chapter. The author is not blind to the fact that the student he had in mind when he wrote it is not going to read some parts of it without a serious mental effort; the necessarily mathematical form of the arguments entails that result. But he feels certain that any student with the average mathematical equipment acquired in the first two years of a University science course will not find it impossible to follow the details of the treatment, and as much assistance as possible is provided in explanatory appendices, in verbal interpretation and illustration. In the proofs no .steps are omitted. On that account the content of subjects dealt with has had to be restricted : otherwise the book would have grown to a length unsuitable for the type of reader whom it is intended to assist. The problems treated are concerned with systems in statistical equilibrium, although a short appendix refers to the subject of collision-frequency in gases and its bearing on chemical reactions.


Язык: en

Рубрика: Физика/

Статус предметного указателя: Готов указатель с номерами страниц

ed2k: ed2k stats

Год издания: 1930

Количество страниц: 333

Добавлена в каталог: 11.09.2009

Операции: Положить на полку | Скопировать ссылку для форума | Скопировать ID
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Предметный указатель
a priori probability      6
action      79
Action-integrals      140
Avogadro’s hypothesis      51
Bohr’s postulates      147
Bose’s statistics of light-quanta      270
Characteristic temperatures      210
Chemical kinetics      311
Chomical constant      215
Clapeyron’s equation      120
Collision-frequency      296
Complexions of a molecular system      21 24
Condensation      104
Contour integration applied to statistical calculations      284
Darwin and Fowler’s statistical method      282
Debye’s theory of specific heats of solids      209
Degeneracy in a conditionally periodic system      158 161
Distribution constant      47 49
Distribution constant, modulus of      263
Einstein’s fluctuation formula      327
Einstein’s fluctuation formula, statistics of an ideal gas      275
Einstein’s fluctuation formula, theory of specific heat of solids      207
Elastic spectrum      175 189
Energy of vibrating lattice      181 195
Energy, average      45
Energy, equipartition of      57 60 266
Energy, hypersurfaces      153 156
Ensemble of systems      234 246
Ensemble, Canonical      261
Ensemble, micro canonical      263
entropy      69
Entropy of a perfect gas      77
Entropy, constant      80 213 221 258 279
Entropy, kinetic      75
Equation of state of a perfect gas      47
Equilibrium, chomical      82
Error, mean square      19
Errors, normal law of      11 14 331
Fermi — Dirac statistics      277
Fluctuations      102
Fourier’s theorem      175 176
Free-energy      75
Full radiation      205 275
Gas reactions      82
Gibbs’ canonical ensemble      261
Gibbs’ canonical ensemble, microcanonical ensemble      263
Gibbs’ canonical ensemble, phase-space      254
Gibbs’ canonical ensemble, thermodynamic analogies      266
H-Theorem      306
Hamilton’s equations      246
Intermolecular forces      92
Lattice, cubical      123 189
Lattice, energy of      181
Lattice, linear      175
Lattice, superficial      186
Lattice, vibration of      176
Lattices, cubical, statistics of a system of      198
Lattices, linear, statistics of a system of      183
Light-quantum      141 270
Liouville’s theorem      248
Maxwell — Boltzmann law      43 277
Mean-squared velocity      56
Microscopic states      252
Mixture of gases      49
Modulus of distribution      263
Molecular phase-space      254
Molecules, finite size of      92
Nernst’s heat theorem      213
Normal state of a system      68
Nul-point energy      141 281
Oscillator      57 131
Parameters of a system      38
Partition fimctions of Darwin and Fowler      282 290
Pauli’s exclusion principle, Fermi’s adaptation of      277
phase diagram      26
Phase-cell      25 77
Phase-cell, finite magnitude of      136 221
Phases      24
Planck-oscillator      131
Planck’s constant      80 130 134
Planck’s constant for full radiation      205 275
Planck’s constant, law of distribution      134 137 141 156 273 293
Pressure of a fluid      53
Pressure of a fluid, intrinsic or internal      54 94 96
Pressures, law of partial      62
Probability, and intermolecular action      97
Probability, d priori      6 34 151
Probability, state of maximum      39
Propagation of a disturbance in an elastic solid      190
Quantisation of paths      134 147 158
Quantum hypothesis      126
Quantum hypothesis, states      136 138
Rayleigh — Jeans law for full radiation      205
Rotational specific heat      166
Saturated vapour, theory of      118
Second law of thermodynamics      68 114
Smoluchowski’s theory of fluctuations      106
Solid state      123
Specific heat      65 123 164 166 277
Standing waves in a lattice      200
Stationary states      143
Steepest descents, method of      284
Stem’s treatment of the entropy-constant problem      226
Stirling’s theorem      24 28
Temperature, and distribution constant      45
Temperature, characteristic      210
Thermodynamic equilibrium      68
Trajectory      26
Unstable homogeneous states of a fluid      96
Van der Waal’s equation      95 101
Vapour-pressure constant      215
Wave-function      189
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