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Plischke M., Bergersen B. — Equilibrium statistical physics
Plischke M., Bergersen B. — Equilibrium statistical physics



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Íàçâàíèå: Equilibrium statistical physics

Àâòîðû: Plischke M., Bergersen B.

Àííîòàöèÿ:

This third edition of one of the most important and best selling textbooks in statistical physics, is a graduate level text suitable for students in physics, chemistry, and materials science. Highlights of the book include a discussion of strongly interacting condensed matter systems with a thorough treatment of mean field and Landau theories of phase transitions. Discussions of the Potts model and the asymmetric exclusion process have been added. Along with traditional approaches to the subject such as the virial expansion and integral equations, newer theories such as perturbation theory and density functional theories are introduced. The modern theory of phase transitions occupies a central place in this book. A separate, largely rewritten, chapter is devoted to the renormalization group approach to critical phenomena, with detailed discussion of the basic concepts of this important technique and examples of both exact and approximate calculations given. The development of the basic tools is completed in an expanded chapter on computer simulations in which both Monte Carlo and molecular dynamics techniques are introduced.


ßçûê: en

Ðóáðèêà: Ôèçèêà/

Ñòàòóñ ïðåäìåòíîãî óêàçàòåëÿ: Ãîòîâ óêàçàòåëü ñ íîìåðàìè ñòðàíèö

ed2k: ed2k stats

Èçäàíèå: 3rd

Ãîä èçäàíèÿ: 2006

Êîëè÷åñòâî ñòðàíèö: 639

Äîáàâëåíà â êàòàëîã: 22.11.2014

Îïåðàöèè: Ïîëîæèòü íà ïîëêó | Ñêîïèðîâàòü ññûëêó äëÿ ôîðóìà | Ñêîïèðîâàòü ID
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Ïðåäìåòíûé óêàçàòåëü
Equation of state, Tonks gas      181
Equation of state, Van der Waals      124 125 127 143 166
Equation of state, virial      2 182
Equilibrium      1—3 5 9 16—18 22 27 29 30 40 52 306
Equilibrium, chemical      3
Equilibrium, concentration of defects      53
Equilibrium, fixed S, V and N      28
Equilibrium, fixed T, P and N      17 53
Equilibrium, fixed T, V and N      11 53
Equilibrium, gas liquid      27 105
Equilibrium, mechanical      3
Equilibrium, thermal      3
Equipartition      55 170 469
Ergodic hypothesis      31 48 54 349
Euler summation formula      59
Exact differential      4 130
Exchange and correlation energy      474 486—487
Excitation spectrum      430—432 439—442 477 486 509
Extended states      514 517
Extensive variables      2 5 10 12 13 28 34 35 39 49 51
Extinction      330
Extinction, f-sum rule      471—472 508
Factorial moments      310
Faraday’s law      19
Fermi energy      45
Fermi Golden Rule      305
Fermi — Dirac statistics      43
Ferromagnet      21 22
Feynman diagram techniques      290
Fick’s law      130 493
Field operators      575
Finite lattice method      267
Finite-size scaling      218—223 277 364 365 368—370
First integrals      30
First law of thermodynamics      3—4 6 8 9
First order transition      85 87 91 104 118 126 364
First passage time distribution      332 336
Fixed point      237 240—248 251 252 263 278 290
Fixed point, disorder      548
Fixed point, Gaussian      287 290
Fixed point, n-vector      300
Fixed point, XY-model      300
Floating monolayer      231
Flory theory      391 395 403 409 410 418
Flory — Huggins parameter      401
Flory — Huggins theory      400 403
Fluctuation dissipation theorem      39 467—469
Fluctuation equation of state      155 156
Fluctuations      17 25 29 39 42 43 58 64 94 99 155 365
Fluctuations, Landau — Ginzburg theory      64 94 98
Fluctuations, particle number      367
Fluctuations, volume      361 366
Fluid membranes      383
Fokker — Planck equation      313—347
Forbidden energy region      519
Forecasting      258
Form factor      154
Fountain effect      437
Fourier transform      333
Fractal dimension      532 533
Fractal lattice      301
Free energy functional      174
Freely jointed chain      389 390
Friedel oscillations      484
Frustration      270 555—558
Fuel cell      11
Functional, differentiation      171—173 176 177
Functional, free energy      174—179
Gauche configuration      384
Gaussian chain      383 389—393 395 405 419
Gaussian distribution      369 370 379 389
Gaussian fixed point      395
Gaussian model      281—284 286
Gaussian noise      353
Gaussian process      324
Gegenbauer polynomial      330
Generalized force      492 497
Generalized susceptibility      464—469
Generating function      310 333 334
Geometric phase transition      531
Gibbs dividing surface      165
Gibbs paradox      33 43 55
Gibbs phase rule      1 23
Gibbs potential      11 13 17 18 22 28 53 54 83 94 126
Gibbs potential for an ideal gas      60
Gibbs potential for magnetic systems      19
Gibbs — Duhem equation      1 12 22 35 41 42 58 164 436
Gibbs, J.W.      5 130
Ginzburg criterion      64 97 98 456
Glasses      551—558
Golden Rule      499
Goldstone boson      229
grand canonical ensemble      29 40—43 47 52 57—59 145 269
Grand partition function      41 44—46 58
Grand potential      12 41 42
Gravitational collapse      60
Green — Kubo formalism      354 357
Green’s function      468 527 528
Griffiths singularities      546
Ground state      480
Ground state energy      470 487
Hamiltonian dynamics      30
Hard core interaction      124 386 391 406 411
Hard sphere fluids      150 158 161
harmonic oscillator      44 54 55 59
Harris criterion      547—548
Heap      362
Heat      3 5
Heat current      503
Hebb rule      372
Hebb, D.O.      372
Heisenberg equation of motion      491
Heisenberg model      64 65 99 100 104 202 206 209 210 223 234 247 290 297—300 369 477—480 509 550 557
Heisenberg model, anisotropic      477
Heisenberg model, high temperature expansion      210
Heisenberg model, spin waves (magnons)      477—480 509
Heisenberg model, three-dimensional      210
Heisenberg operators      463
Heisenberg picture      463
Helium monolayer      269
Helmholtz free energy      10 38 52 94 137 164 402 470
Helmholtz free energy, ideal gas      57 104
Helmholtz free energy, scaling properties      212
Helmholtz free energy, van der Waals      124
Heterogeneous diffusion      340—343
Hierarchical organization      257 258
High $\T_{c}$ superconductors      98
High temperature expansion      200 202 210
High temperature expansion, Heisenberg model      209 234
High temperature expansion, Ising model      218
High temperature expansion, susceptibility      205
Histogram methods      363 364 379
homogeneous functions      56
Homogeneous mixing      317
Hookean springs      541 542
Hooke’s law      383
Hopfield model      371—375
Hopping      524
Human nervous system      371
Hypergeometric equation      330
Hypernetted chain approximation      160 161
Hyperscaling      217 218 548
Ideal bose gas      226 422—429 456—457
Ideal gas law      405
Ideal gas, entropy      34
Ideal gas, entropy of mixing      33
Ideal gas, free energy functional for      176
Ideal gas, Gibbs potential      60
Ideal gas, Helmholtz free energy      57 104
Ideal gas, law      2 28 125 145 380 403
Ideal gas, particle number fluctuations      58
Identical particles      62
Impurity band      521
Information theory      29 48 52
Inhibition      371
Inhomogeneous liquid      144 163 171 178—180
Integrable systems      30 31 33
Intensive variables      2 3 12 35 42
Interacting fermion problem      188
Interaction range      224 225
Interface liquid-vapor      144 163—165 167—170 172 181
Internal energy      2 4 9 10 12 14 28 58
Internal energy, convexity of      28
Inversion temperature      182
Irrelevant scaling field      247 287 290 394 408
Irreversible process      4 5 7 8
Ising antiferromagnet      113 271
Ising chain      381
Ising ferromagnet      112 113
Ising model      63 65 67 71 74 75 98 101 113 358 359 369
Ising model, absence of phase transition onedimensional      70
Ising model, Bragg-Williams approximation      68
Ising model, critical exponents      218
Ising model, dimensionality of the lattice      69
Ising model, finite-size scaling      220
Ising model, high temperature expansion      207 209 210
Ising model, Kadanoff block spins      215
Ising model, low temperature expansion      206
Ising model, mean field theory      64 83 84
Ising model, one-dimensional      71 73 74 77 80—82 101—103 105 184 238—242 295 381
Ising model, spin      1 102
Ising model, three-dimensional      199 209 291
Ising model, two-dimensional      70 75 101 183—199 233 235 258—266
Ising model, two-dimensional Ising antiferromagnet      268—272
Isobaric processes      4
Isochoric processes      4
Isolated system      8 30 31 35
Isotherm, van der Waals      125
Isothermal compressibility      27 42 156
Isothermal process      4 5 10 14
Isothermal susceptibility      211
Jordan — Wigner transformation      188 199
Joule cycle      26
Joule — Thompson process      182
Jump moments      321 323
Kadanoff block spins      215 218 241
Kelvin formulation of second law      5 6
Kimura — Weiss model      329—330
Kinetic coefficients      493—498
Kirchhoff equations      541
Kirkwood superposition approximation      158
Kohn — Hohenberg theorem      174
Kolmogorov backwards equation      311 312
Kondo problem      292
Kosterlitz — Thouless transition      183 210 226—233
Kramers equation      326—328 345
Kramers escape rate      337—339
Kramers — Kronig relations      471 473
Kramers — Moyal expansion      323
Kronig — Penney model      565
Kubo formula      490—492
Kuhn length      385
Lagrange multiplier      51
Lame coefficients      413
Lamellar phases      415
Landau approximation time dependent      130
Landau expansion cubic term      86
Landau theory of phase transitions      63 64 77 83—87 95 97 99 100 104 114 118 183 197 271
Landau theory of phase transitions, Maier — Saupe model      86 137
Landau theory of phase transitions, tricritical point      90 98 122
Landau — Ginzburg theory      64 94 144 168 235 283
Landau — Ginzburg theory of superconductivity      453—456
Landau — Ginzburg theory of the liquid vapor interface      166
Landau — Ginzburg — Wilson hamiltonian      285 291 297
Langevin equation      353
Latent heat      20 104
Lattice constant      203
Lattice gas      269 400
Laws of thermodynamics      3—9
Le Chatelier’s principle      18
Leapfrog algorithm      352
Legendre transformation      10 41
Lennard-Jones potential      145 160 269 350 351
Lever rule      114
Levy — Smirnov distribution      337
Lifshitz tail      521 528
Light scattering      153 414
Limbo state      331
Lindhard function      482—485
Linear response theory      461—511
Linearization      245 246 253 266 275 290 300 502 547
Lipid bilayers      415
Liquid crystals      91 100 114 137
Liquid membranes      406 415 417
Liquid-vapor interface      144 156 163 164 167—169 172 181
Liquids      143—182
Local field correction      56 475
localization      514 519 521—525 530
Log-periodic oscillations      257 258
London penetration depth      455
Long-range interactions      291 386 393
Lorentz distribution      378
Low temperature expansions      206 209 211
Lower critical dimension      410
Lyotropic liquid crystals      415
Magnetic field      2 65
Magnetic field, Onsager relations      494
Magnetic induction      230
Magnetic work      18 20
magnetization      2 18 21 65
Magnons      477—480 509
Maier — Saupe model      114—120 123 137
Majority rule      260 266—268 273
Marginal scaling fields      247
Markov process      303—306 350 368
Markov processes      381
Master equation      304—306 313 314 322 323 329 331
Maximum current phase      135
Maximum entropy principle      9 16 17 27 36 48 52 59
Maxwell construction      126 165
Maxwell relations      1 12—15
Maxwell — Boltzmann velocity distribution      327 381
Mayer function      145—147 158
Mayer, J.E.      145
Mean field theory      63—107 183 184
Mean field theory for interfaces      164
Mean field theory, based on Ornstein — Zernike equation      168
Mean field theory, critical behavior      74
Mean field theory, critical exponents      74—76 217
Mean field theory, fluids      123
Mean field theory, misleading aspects      69 71 87
Mean field theory, neglect of long range correlations      74 75 80 94 183
Mean field theory, polymer solutions      400—403
Mean field theory, response functions      472—490
Mean field theory, spinodals      127
Mean field theory, superconductivity      449—452
Mean field theory, van der Waals theory of liquids      123 143 166
Mean field theory, weakly interacting Bose gas      475—477 508
Mean spherical approximation      160
Meissner effect      455
Melting of two-dimensional solids      231—233
Membranes      405—420
Membranes and branched polymers      418
Membranes, Edwards model      409
Membranes, Flory theory      410
Membranes, fluid      415—418
Membranes, persistence length      416
Membranes, phantom      406—409
Membranes, self-avoiding      409—414
Membranes, tethered      405—414
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