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Fetter A.L., Walecka J.D. — Quantum theory of many-particle systems
Fetter A.L., Walecka J.D. — Quantum theory of many-particle systems



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Íàçâàíèå: Quantum theory of many-particle systems

Àâòîðû: Fetter A.L., Walecka J.D.

Àííîòàöèÿ:

"Singlemindedly devoted to its job of educating potential many-particle theorists ... deserves to become the standard text in the field."


ßçûê: en

Ðóáðèêà: Ôèçèêà/

Ñòàòóñ ïðåäìåòíîãî óêàçàòåëÿ: Ãîòîâ óêàçàòåëü ñ íîìåðàìè ñòðàíèö

ed2k: ed2k stats

Ãîä èçäàíèÿ: 1971

Êîëè÷åñòâî ñòðàíèö: 615

Äîáàâëåíà â êàòàëîã: 22.12.2013

Îïåðàöèè: Ïîëîæèòü íà ïîëêó | Ñêîïèðîâàòü ññûëêó äëÿ ôîðóìà | Ñêîïèðîâàòü ID
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Ïðåäìåòíûé óêàçàòåëü
Linear response, zero sound      183—187
Linearization of equations of motion      440—441 538—543
London equations      420—423 425 434 459—460 474p 475p
London gauge      425 427 454 461
London penetration depth      422
London superconductor      427
Long-range order      489n
Macroscopic occupation      198 218
Magnetic field      309p 418 420
Magnetic field, thermodynamics      418—420
Magnetic impurities      179
magnetic susceptibility      174 254p 309p 310p
magnetization      169p 309p
Majorana space-exchange operator      346 354
Many-body forces      377
Maxwell's equations      417—418
Meissner effect      414 421 423 457 459—460
Meissner effect for Bose gas      501p
Meissner effect, criterion for      429
Melting curves for He      480 499—500p
Metallic films      194 476p
Metals      21 49 121 180 188 333 389
microcanonical ensemble      486n 500p
Migdal's theorem      406—410
Mixed state of superconductors      415n 439
Molecules      503 567
Momentum      24 74 204 332
Multipole expansion of two-body interaction      516
Neutron scattering      171 194 196p 485
Neutron stars      49
Newton's second law      183 186 420
Noncondensate      491 494—495
Nonlocal potentials      322
Nonuniform Bose system      488—492 495—499
Normal-fluid density      481 486—487 500p
Normal-ordered product      87 327
Nuclear magnetic resonance      179
nuclear matter      116 128 348—352 480
Nuclear matter, binding energy of $\Lambda$ particle in      387p
Nuclear matter, binding energy/particle      352 353—355 371—377
Nuclear matter, Brueckner's theory      150 357—377 382—383
Nuclear matter, compressibility      387P
Nuclear matter, correlations in      362—363 365—366
Nuclear matter, density      348—352
Nuclear matter, effective mass      356 369—370
Nuclear matter, energy gap      330 360 383—385 388p
Nuclear matter, Fermi wavenumber      352
Nuclear matter, healing distance      366
Nuclear matter, independent-pair approximation      357—377
Nuclear matter, independent-particle model      352—357 366 376
Nuclear matter, many-body forces      377
Nuclear matter, pairing      351 383 385
Nuclear matter, reference-spectrum method      377
Nuclear matter, saturation      355 357 375
Nuclear matter, single-particle potential      355—357 381
Nuclear matter, stability      355
Nuclear matter, symmetry energy      386p
Nuclear matter, tensorforce, effect of      367 375 386p
Nuclear matter, three-body clusters      376—377
Nuclear matter, with "realistic" nucleon-nucleon potential      366—377
Nuclear reactions      171
Nucleon-nucleon interaction      341—348 354 367 504 567
Nucleon-nucleon interaction, nucleon-nucleon scattering      342—347
Nucleon-nucleon interaction, phenomenological potentials      348 361 367 557 573
Nucleon-nucleon interaction, summary of properties      347—348
Nucleus      49 50p 121 188 503
Nucleus, Bogoliubov transformation      316n 326—336 527—537
Nucleus, Bogoliubov transformation for even and odd nuclei      533—534
Nucleus, Bogoliubov transformation, energy at fixed N      532
Nucleus, Bogoliubov transformation, fluctuations of $\hat{N}$      527—528 537
Nucleus, Bogoliubov transformation, for pairing force in they shell      534—537
Nucleus, Bogoliubov transformation, restricted basis      528
Nucleus, Bogoliubov transformation, single-quasiparticle matrix elements      533—534
Nucleus, charge distribution      348—349
Nucleus, deformed      515
Nucleus, energy gap      385 526 533
Nucleus, excited states, application to $O^16$      555—558
Nucleus, excited states, construction of $\Pi(\omega)$ in RPA      566
Nucleus, excited states, Green's function methods      558—566
Nucleus, excited states, Hartree — Fock excitation energy      539
Nucleus, excited states, particle-hole interaction      539
Nucleus, excited states, quasiboson approximation      542 543
Nucleus, excited states, random-phase approximation (RPA)      540—543 564—565
Nucleus, excited states, reduction of basis      543—546
Nucleus, excited states, relation between RPA and TDA      565—566
Nucleus, excited states, Tamm — Dancroff approximation (TDA)      538—540 565—566
Nucleus, excited states, the [15] supermultiplet      548
Nucleus, excited states, the [1] supermultiplet      555
Nucleus, excited states, transition matrix elements      540 543
Nucleus, excited states, with $\delta(x)$ force      547—555
Nucleus, giant dipole resonance      552
Nucleus, Hartree — Fock ground state      506 538—539 560
Nucleus, magic numbers      511
Nucleus, many-particle shell model, boson approximation      526—527
Nucleus, many-particle shell model, coefficients of fractional parentage      523n 576p
Nucleus, many-particle shell model, normal-coupling excited states      522—523 515p
Nucleus, many-particle shell model, normal-coupling ground states      520
Nucleus, many-particle shell model, one-body operator in normal coupling      520—522
Nucleus, many-particle shell model, pairing-force problem      523—526
Nucleus, many-particle shell model, seniority      524
Nucleus, many-particle shell model, theoretical justification      526
Nucleus, many-particle shell model, two valence particles      515—519
Nucleus, many-particle shell model, two-body potential inj shell      522—523
Nucleus, odd-odd nuclei      350 517 576p
Nucleus, pairing      351 383 385 519 523—537
Nucleus, realistic forces for two nucleons outside closed shells      567—575
Nucleus, realistic forces for two nucleons outside closed shells, application to $O^18$      573—574
Nucleus, realistic forces for two nucleons outside closed shells, Bethe — Goldstone equation      568—570
Nucleus, realistic forces for two nucleons outside closed shells, harmonic-oscillator approximation      570—575
Nucleus, realistic forces for two nucleons outside closed shells, independent-pair approximation      567—575
Nucleus, realistic forces for two nucleons outside closed shells, Pauli principle correction      574
Nucleus, realistic forces for two nucleons outside closed shells, relative wave function      572—573
Nucleus, realistic forces for two nucleons outside closed shells, two-particle binding energy      568
Nucleus, single particle shell model      508—515
Nucleus, single particle shell model, spin-orbit splitting      511—512 513
Nucleus, single-particle matrix elements      512—515
Nucleus, single-particle matrix elements, magnetic moments      514
Nucleus, single-particle matrix elements, multipoles of the charge density      514—515 551
Nucleus, sum rules      511p
Nucleus, two-body potential, $\delta(x)$ force      518—519
Nucleus, two-body potential, general matrix elements      516—518
Nucleus, two-body potential, multipole expansion      516
Number density      20 66 229 247 251
Number density of electron gas      284
Number density of ideal Bose gas      39
Number density of ideal Fermi gas      45
Number density of quasiparticles in He II      486
Number density, comparison of superconducting and normal state      334 451
Number density, Hartree — Fock approximation      124 257
Number operator      12 17 20 73 201—202 315
Occupation numbers      7 37 38
Occupation-number Hilbert space      12 37 313
Odd-odd nuclei      350 517 576p
Operator, one-body      20 66 229 512—515
Optical potential      135 357
Order parameter      431
Oscillator spacings in nuclei      509n 569
Pairing      326 337p 351 431 519
Pairing force      523—526
Parity      344 504 577p
Particle-hole interactions      192 539 562—563
Pauli exclusion principle      15 26 47 127 134 184 193 322 344 357 480 520 572 574
Pauli exclusion principle for nucleons      353
Pauli matrices      75—76 104 119p 196p 343 353
Pauli paramagnetism      49p 254p 309ð 443 462 477p
Penetration length, Ginzburg — Landau theory      434 472 475p
Periodic boundary conditions      21 352 392
Persistent currents      415—416
Perturbation theory for bosons      199 207—210
Perturbation theory for density correlation function      301
Perturbation theory for finite temperatures      234—250
Perturbation theory for scattering amplitude      132—133
Perturbation theory for time-development operator      56—58
Perturbation theory, diagrammatic analysis      92—116
Phase integral      468—469
Phase shift for hard sphere      129
Phase transition      44 259—261 431 481
Phonon exchange and superconductivity      320 439 448
Phonons in He II      480 484—488
Phonons, Green's function      400 407
Phonons, Green's function, for superconductor      477—478p
Phonons, Green's function, Lehmann representation      410p
Phonons, interaction with electrons      320 396—399 417
Phonons, noninteracting      390—395
Phonons, noninteracting, chemical potential      393
Phonons, noninteracting, Debye theory      393—395
Phonons, noninteracting, displacement vector      391—393
Phonons, noninteracting, normal-mode expansion      392
Phonons, noninteracting, quantization      393
Photon processes      566
Pictures, Heisenberg      58—59
Pictures, interaction      54—58
Pictures, Schroedinger      53—54
Pippard coherence length      426 465 469
Pippard equation      425—430 465
Pippard kernel      428—429
Pippard superconductor      427 461—463
Plane-wave states      21 127 258 352 392
Plasma dispersion function      305
Plasma frequency      180 182 223p 307
Plasma oscillations      21 180—183 194 307—308
Plasma oscillations, compared to zero sound      186
Plasma oscillations, damping      181 195p 308 310p
Plasma oscillations, dispersion relation      181—182 307—308 310p
Poisson's equation      177 183 279
Polarization propagator      110 152 190
Polarization propagator at finite temperature      252 271
Polarization propagator in finite systems      558 563
Polarization propagator in finite systems, construction in RPA      566
Polarization propagator in lowest order      158—163 272 275 282 304—305 561
Polarization propagator in ring approximation      193 307 see
Polarization propagator, analytic continuation      302—303
Polarization propagator, dispersion relation for      191 300
Polarization propagator, relation to density correlation function      153 302
Positron annihilation in metals      171
potential energy      4 67—68 200 205—206 230
Potentials, core-polarization      574 577p
Potentials, nonlocal      322
Potentials, separable      322
Potentials, short range vs. long range      127 167—168p 186
Potentials, spin-independent      104—110
Potentials, symmetry properties      328 529
Poynting's theorem      418n
Pressure      30 34—35 222 278
Propagation off the energy shell      130 382
Propagator      see "Green's functions at zero temperature" "Polarization
Proper polarization      110 154 252—253 302—303 402—405
Proper polarization at finite temperature      252
Proper polarization for imperfect Fermi gas      169p 196p
Proper polarization in lowest order      158—163 272 275 282 304—305 561
Proper self-energy      105—106 355 402
Proper self-energy at finite temperature      250—251 264 309p
Proper self-energy for bosons      211 215 219
Proper self-energy for electron gas      169p 268—271 273 402
Proper self-energy for phonons      402
Proper self-energy in Hartree — Fock approximation      121—122 125 256 308p
Proper self-energy, hard-sphere Fermi gas      142—146
Proper vertex part      403
Pseudopotential      196p 314
Pseudospin operators      524
Quantized circulation      484 496
Quantized flux      415—416 425 435—436 438—439
Quantized vortex      488 498—499
Quantum fluid      479 489
Quantum statistics      6
Quasiboson approximation      542—543
Quasielastic peak      193—194 196p 495
Quasiparticles      147 316 317 327 487 532—537
Quasiparticles in He II      484—488
Quasiparticles in interacting Fermi gas      332 460n
Quasiparticles, weight function      309p
Random-phase approximation in nuclei      540—543 564—565
Random-phase approximation, electron gas      156
Real-time Green's functions at finite temperature      292—297
Real-time Green's functions at finite temperature for noninteracting system      298
Real-time Green's functions at finite temperature, dispersion relations      294—295
Real-time Green's functions at finite temperature, Lehmann representation      293—294
Real-time Green's functions at finite temperature, relation to temperature Green's functions      297—298
Real-time Green's functions at finite temperature, relation to time-ordered      295—296
Real-time Green's functions at finite temperature, retarded and advanced      294—297
Real-time Green's functions at finite temperature, time-ordered      292—293
Real-time Green's functions at finite temperature, zero-temperature limit      293 296 308p
Reduced mass      129 259
Retarded correlation function      174 299
Riemann zeta function      579—580
Ring diagrams      154—157 271—273 281 564
Rotating He II      482—484 500p
Rotons      484—488
Rydberg      27
Scattering amplitude      128—130 143—146 314
Scattering amplitude, Born series      132 135
Scattering cross section      189 191 314—315
Scattering length      132 143 218 314 342—343 481n
Scattering length, Born approximation      135 219
Scattering theory in momentum space      130—131
Scattering wave function      129 138—139 380
Scattering, optical theorem      131
Scattering, phase shifts      128—129
Schroedinger equation      4 54 509 572
Schroedinger equation in momentum space      130—131
Schroedinger equation in second quantization      15 18
Schroedinger equation, two-particle      129 320—322
Schroedinger picture      53—54 172
Screening in an electron gas      32p 167 175—180 195p 303—307 310p 397
Second quantization      4—21 353
Second sound      481—482
Self-consistent approximations      120 358—360 442—446 492
Self-energy      104 107—108 250
Semiempirical mass formula      349—352
Seniority      524 536
Separable potential      322
Serber force      346 355
Shell model of nucleus      508—515
Shell model of nucleus, boson approximation in      526—527 576p
Single-particle excitations      147—148 171 309p 310p 399 508—515
Single-particle Green's function      see "Green's functions at zero temperature" "Temperature
Single-particle operator      20 66 229 512—515
Single-particle potential in nuclear matter      355—357 381
Skeleton diagram      403—405
Slater determinants      16
Sodium      30 391
Solidification of He      479
Sound velocity      187 391 407 484
Sound velocity in interacting Bose gas      217 222 317 494
Sound waves: classical theory      186—187 see "Zero
Specific heat      see "Heat capacity"
Spin density      67 196p 229 309p
Spin sums      98 104 189
Spin waves      196p
Spin-orbit interaction      511—512 513
Square-well potential      360—361 386p 508—510
Stability against collapse      31p 355
Statistical mechanics, review of      34—49
Statistical operator      36 228
Step function      27 63 72
Structure factor      189n
Sum rules      191—192 196p 296 577p
Sums over states replaced by integrals      26 38 394
Superconductor and Bose — Einstein condensation      441 446 476p
Superconductor and electron-phonon interaction      444 448 416p
1 2 3 4
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