Statistical Physics I: Nonequilibrium statistical mechanics. Vol. 2

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Springer Science & Business Media, 1991 - 256 Seiten
This introduction to the fundamental theories of equilibrium statistical mechanics is self-contained and easily accessible to undergraduate students. Fundamental principles and simple physical examples are particularly emphasized. In preparation: R. Kubo et al., Statistical Physics II. (Springer Series in Solid-State Sciences, Vol. 31). 2nd ed. 1991. ISBN 3-540-53833-X
 

Ausgewählte Seiten

Inhalt

I
1
III
3
IV
4
V
9
VI
11
VII
17
VIII
19
IX
21
LXVIII
119
LXIX
121
LXXI
124
LXXIII
126
LXXIV
127
LXXV
128
LXXVI
129
LXXVII
131

X
24
XI
27
XIII
28
XIV
29
XV
31
XVII
32
XVIII
34
XIX
35
XXI
38
XXII
39
XXIII
41
XXIV
43
XXV
44
XXVI
47
XXVII
49
XXVIII
51
XXIX
54
XXX
55
XXXI
58
XXXII
60
XXXIII
62
XXXIV
63
XXXV
64
XXXVI
66
XXXVII
69
XXXIX
71
XL
74
XLI
76
XLII
77
XLIII
78
XLIV
80
XLV
84
XLVI
86
XLVII
87
XLIX
88
LI
90
LII
93
LIII
94
LV
95
LVII
97
LVIII
98
LIX
99
LX
101
LXI
102
LXII
107
LXIII
108
LXIV
113
LXVI
115
LXVII
116
LXXVIII
132
LXXIX
133
LXXX
134
LXXXI
136
LXXXIII
138
LXXXIV
143
LXXXV
144
LXXXVII
146
LXXXVIII
147
LXXXIX
148
XC
150
XCI
152
XCII
156
XCIII
160
XCIV
162
XCV
165
XCVI
167
XCVII
169
XCVIII
170
CII
173
CIII
175
CIV
176
CV
179
CVI
180
CVII
181
CVIII
182
CIX
183
CX
185
CXI
188
CXII
189
CXIII
191
CXIV
193
CXV
194
CXVII
196
CXVIII
198
CXIX
201
CXX
206
CXXI
211
CXXII
217
CXXIII
218
CXXIV
220
CXXV
222
CXXVII
227
CXXVIII
235
CXXIX
236
CXXX
241
CXXXI
243
CXXXII
249
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Häufige Begriffe und Wortgruppen

a₁ adiabatic approximation assume atoms average Bose called canonical classical mechanics coefficient condition consider const constant convergence coordinate corresponding cosh critical exponents defined degrees of freedom denotes density matrix distribution function dynamical system E₁ eigenvalue electrons ensemble entropy equation equilibrium ergodic Fermi finite fixed point fluctuation free energy given grand partition function Hamiltonian hyperbolic fixed point ideal gas integral interaction invariant curves Ising model Ising system K-system K₁ limit magnetic field microcanonical ensemble microscopic mode molecular molecules momentum motion N₁ N₂ nonlinear number of particles obtained one-dimensional P₁ phase space phase transition Phys potential pressure probability quantity quantum mechanics region relation Sect specific heat spin statistical mechanics statistical physics surface temperature term theorem theory thermodynamic trajectory transformation V₁ volume Wigner x₁ zero дж др

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Bibliografische Informationen

TitelStatistical Physics I: Nonequilibrium statistical mechanics. Vol. 2
Springer Series in Solid-State Sciences, ISSN 0171-1873
Statistical Physics 1: Equilibrium Statistical Mechanics, Nobuhiko Saitō
Band 1 von Statistical Physics, Morikazu Toda
AutorenMorikazu Toda, Ryōgo Kubo, Ryogo Kubo, N. Saito, Natsuki Hashitsume
Übersetzt vonMorikazu Toda, N. Saito
Ausgabeillustriert, Neuauflage
VerlagSpringer Science & Business Media, 1991
ISBN3540536620, 9783540536628
Länge256 Seiten
  
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