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Galindo A., Pascual P. — Quantum Mechanics Two
Galindo A., Pascual P. — Quantum Mechanics Two



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Название: Quantum Mechanics Two

Авторы: Galindo A., Pascual P.

Аннотация:

The second volume of a two-volume textbook on non-relativistic quantum mechanics for advanced undergraduate and first-year graduate students. Volume two presents collision theory, W.B.K. approximation, stationary perturbation theory and variational method, time-dependent perturbations, identical particles, and the quantum theory of radiation, as well as applications (volume one covers the physical foundations and basic principles).


Язык: en

Рубрика: Физика/Квантовая механика/Учебники/

Статус предметного указателя: Готов указатель с номерами страниц

ed2k: ed2k stats

Год издания: 1991

Количество страниц: 374

Добавлена в каталог: 02.09.2005

Операции: Положить на полку | Скопировать ссылку для форума | Скопировать ID
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Предметный указатель
Right handed polarization vector      II 300
Rodrigues’ formula      I 302 307 308 309
Rollnik norm      II 32
Rotation matrix      I 190
Rotation operator      I 190 271
Rotation or SO(3) group      I 190 271
Rotational invariance      I 279
Rotational invariance in multichannel scattering      II 83
Rotational invariance in simple scattering      II 44
Rotational kinetic energy      I 225
Rotations      I 271
Rotations, double-valued representations of      I 208
Rule(s), anticommutation      see Anticommutation rules
Rule(s), commutation      see Commutation rules
Rule(s), Fermi’s golden      II 179
Rule(s), Hund’s      II 153 285 294
Rule(s), Lande interval      II 296
Rule(s), Morpurgo      II 327
Rule(s), platinum      II 182
Rule(s), quantization      I 77
Rule(s), quantization, of Sommerfeld — Wilson — Ishiwara      I 4 13
Rule(s), selection      I 87 see
Rule(s), Slater sum      II 293
Rule(s), superselection      I 39 85 209 292
Rule(s), Thomas — Reiche — Kuhn sum      II 324
Rule(s), Trainor — Gamba      II 326
Runge — Lenz operator      I 250
Russell — Saunders coupling      II 288
Rutherford formula      II 71
Rydberg      I 246
S matrix      I 156 188 II 79
S matrix for Coulomb scattering      II 69
S matrix, pole structure of      II 66
S matrix, poles of      II 66
S matrix, symmetries of      II 43 83
S matrix, urritarity of      II 16
Scalar operator      I 216
Scattering amplitude      II 27
Scattering amplitude, analyticity properties of      I 158 160 II 67
Scattering amplitude, Born approximation      see Born approximation
Scattering amplitude, computation      II 28
Scattering amplitude, Coulomb      II 71
Scattering amplitude, low energy bebavior      II 62
Scattering amplitude, partial wave expansion of      II 44
Scattering amplitude, two-body      II 80
Scattering amplitude, two-body, Born approximation      II 81
Scattering by central potentials      II 44
Scattering by central square wells      II 53
Scattering length, nucleon-nucleon      I 298
Scattering lengths      II 53 62
Scattering matrix      I 156 see
Scattering of identical panicles      II 6 75
Scattering operator      I 156 188 see
Scattering wave packet, time evolution of      II 41
Scattering, Compton      I 5 II
Scattering, Coulomb      see Coulomb scattering
Scattering, elastic      see Elastic scattering
Scattering, exo-energetic      II 2
Scattering, general description of      II 1
Scattering, into cones      II 25 69
Scattering, multichannel      see Multichannel scattering
Scattering, two-body elastic      see Elastic scattering
Schlaefli’s formula      I 302
Schroedinger equation      I 25 26 68
Schroedinger equation for stationary states      I 25
Schroedinger equation for the relative motion      I 221
Schroedinger equation in an electromagnetic field      II 202 211
Schroedinger equation, classical limit of      I 113
Schroedinger equation, for two-particle systems      I 220
Schroedinger equation, one-dimensional      I 130
Schroedinger equation, reduced radial      I 226
Schroedinger equation, time-dependent      I 26
Schroedinger pair      I 80
Schroedinger picture      I 84
Sea, Fermi      II 241
Second quantization      II 249
Selection rule(s)      I 87
Selection rule(s) for electromagnetic transitions      II 311
Selection rule(s), Trainor — Gamba      II 326
Self-adjoint operator      I 40 348
Self-ionization      II 194 270
Series, asymptotic      II 128
Series, Balmer      I 246
Series, Bom      II 31 33 51
Series, Brackett      I 246
Series, Clebsch — Gordan      I 211
Series, Lyman      I 246
Series, Paschen      I 246
Series, perturbative      II 123 140 173 174
Series, Pfund      I 246
Series, Rayleigh — Schoedinger      II 123
Series, spectral      I 246
Shift, isotopic      II 269
Short range potentials      II 47
Simple scattering      see Single-channel scattering
Single-channel scattering      II 2
Single-channel scattering, classical case      II 9
Single-channel scattering, quantum case      II 13
Single-channel scattering, space-time description of      II 39
Slater determinant      II 236
Slater sum rule      II 293
Slow growth function      I 364
Soliton potential      II 109
Solium      I 182
Sommerfeld — Wilson — Ishiwara quantization rules      I 4 13
Space quantization      I 15 21
Space translation      I 91 269 278
Space(s), Bargmann — Segal      I 151
Space(s), coherent      I 86 266
Space(s), Fock      II 246 251
Space(s), Hilbert      I 37 39 347
Space(s), isospin      I 296
Space(s), phase      I 4
Space(s), Stummel      I 119
Specific heat      II 242
Spectral concentration in Stark effect      II 146
Spectral decomposition      I 45 350
Spectral family      I 45 351
Spectral measure      I 351
Spectral projection operator      I 351
Spectral representation      I 350
Spectral series      I 246
Spectral theory of self-adjoint operators      I 350
Spectrum      I 43 347
Spectrum of a self-adjoint operator      I 352
Spectrum of H      I 131 222
Spectrum of the angular momentum operator      I 196
Spectrum of the momentum operator      I 83
Spectrum of the position operator      I 83
Spectrum, absolutely continuous      I 184 352
Spectrum, continuous      I 43 348
Spectrum, discrete      I 352
Spectrum, essential      I 184 222 352 355
Spectrum, point      I 43 348
Spectrum, pure point      I 352
Spectrum, residual      I 348
Spectrum, singular continuous      I 352
Spherical Bessel functions      I 314
Spherical Hankel functions      I 315
Spherical harmonics      I 201 304
Spherical square well, Born approximation for      II 36
Spin      I 21 95 192
Spin 1/2 particles in an electromagnetic field      II 211
Spin current      II 309
Spin magnetic moment density      II 309
Spin-orbit coupling      II 218 270
Spin-statistics theorem      II 231
Spinor      I 95 II
Spontaneous emission      II 318
Spreading of wave packets      I 105 111
Square barrier      I 173 175
Square well potentials      I 136 234
Standard potentials      II 15
Stark effect      I 21 II
Stark effect for hydrogen-like atoms      II 144
Stark effect, Oppenheimer formula for      II 146
Stark effect, perturbative series in      II 146
Stark effect, quadratic      II 145
Stark effect, spectral concentration in      II 146
Stars, neutron      II 256
Stars, white dwarf      II 242 255
State vector or ket      I 37 39
State(s)      134
State(s) in and out      I 156 II 13
State(s), Bloch      I 205
State(s), bound      I 73 II
State(s), coherent      I 148
State(s), collapse of      I 65 370
State(s), dispersion-free      I 54
State(s), excited      I 136
State(s), ground      I 129 136
State(s), intelligent      I 206
State(s), mixed      I 34 36 57
State(s), mixed, evolution equation for      I 69
State(s), pure      I 34 36 37
State(s), pure, evolution equation for      I 68
State(s), quasiparticle      II 260
State(s), resonant      I 164 171 II
State(s), scattering      I 73
State(s), stationary      I 10 72
State(s), vacuum      II 246
State(s), virtual      I 162 II
State(s), width of      II 134 146 179
Stationary perturbations      see Time-independent perturbations
Stationary states, Schroedinger equation for      I 25
Statistics, Bose — Einstein      II 231 238 246 256
Statistics, Fermi — Dirac      II 231 238 250 253
Statistics, fractional      II 231
Statistics, parastatistics      II 230
Stefan — Boltzmann constant      II 245
Stellar evolution      II 254
Stem — Geriach experiment      120 66 196
Step function      I 71
Stone’s theorem      I 71 353
String, Dirac      II 208
Strong interaction      I 280
Structure, constant of      I 11
Structure, fine      I 16 247 see
Structure, hyperfine      I 249
Stummel space      I 119
Sturm’s Theorem      I 135 186 230
Sudden approximation      II 169 185
Sudden perturbations      II 184
Sum rule(s), Slater      II 293
Sum rule(s), Thomas — Reiche — Kuhn      II 324
Summability, Borel      II 128 134 146
Superconductivity      II 263
Superconductivity, critical temperature for      II 263
Superconductivity, energy gap in      II 266
Superconductivity, high-$T_c$      II 267
Superconductivity, superconducting solution in      II 266
Superfluidity      II 258
Superfluidity of $^4He$      II 262
Superposition, principle of linear      I 86
Superselection observables      I 86
Superselection rule(s)      I 39 85 209 292
Superselection rule(s), Bargmann      I 292
Superselection rule(s), mass      I 292
Superselection rule(s), univalence      I 209
Superstrings      I 281
Supersymmetry      I 281 II 143
Support of a distribution      I 366
Symmetries of the scattering operator      II 43 83
Symmetrization of wave functions      II 227
Symmetrization principle      II 231
Symmetry transformations      I 262
T matrix      II 19 30 81
Targets      II 1 5
Targets, incoherent      II 5
Teller’s theorem      II 276
Temperate distribution      I 364
Temple’s inequality      II 149
Tensor, irreducible      I 215 331
Tensor, irreducible vector      I 334
Term(s), Darwin      II 217
Term(s), diamagnetic      II 213 220 225 333
Term(s), Hughes — Eckart      II 269
Term(s), paramagnetic      II 213
Term(s), Von Weizsaecker      II 276
Test function      I 363
Theorem, adiabatic      II 186
Theorem, Agmon — Kato — Kuroda      I 222
Theorem, Bargmann      I 190
Theorem, Bertrand      I 252
Theorem, Birkhoff      I 177
Theorem, Bloch      I 177
Theorem, detailed balance      I 287 II
Theorem, Ehrenfest      I 101
Theorem, Floquet      I 177
Theorem, Frobenius      I 38
Theorem, Gleason      I 61
Theorem, Hunziker — Van Winter — Zhislin      II 76 269
Theorem, Kato — Birman      I 355
Theorem, Kato — Lax — Milgram — Lions — Nelson      I 358
Theorem, Koopmans      II 279
Theorem, Kramers      I 286 388
Theorem, Levinson      I 166 II
Theorem, optical      I 157 II 40 47 82
Theorem, Peter — Weyl      I 196
Theorem, reciprocity      I 287 II44
Theorem, Riesz — Frechet      I 39
Theorem, spin-statistics      II 231
Theorem, Stone      I 71 353
Theorem, Sturm      I 135 186 230
Theorem, Teller      II 276
Theorem, virial      I 118
Theorem, Von Neumann, on complete sets of compatible observables      I 57
Theorem, Von Neumann, on hidden variables      I 378
Theorem, Wigner      I 190 263
Theorem, Wigner — Eckart      I 215 332
Thermodynamic potential      II 237
Thomas — Fermi method      II 271
Thomas — Fermi method, energy functional in      II 276
Thomas — Fermi — Dirac model      II 275
Thomas — Reiche — Kuhn sum rule      II 324
Thomson atom      I 10
Thomson cross section      II 334
Threshold energy      II 2
Threshold frequency      I 4
Tiktopolous formula      I 359 360
Time evolution group      I 71
Time evolution law for expectation values      I 73
Time evolution of scattering wave packets      I 141
Time evolution pictures      I 84
Time evolution, deterministic or causal      I 370
Time ordering operator      I 72
Time reversal      I 274
Time reversal invariance      II 43 84
Time reversal, invariance under      I 284
Time reversal, operator for      I 274
Time-dependent perturbations      II 161
Time-dependent perturbations, adiabatic turning-on of      II 180
Time-dependent perturbations, forced harmonic oscillator and      II 164
Time-dependent perturbations, interaction or Dirac picture and      II 172
Time-dependent perturbations, nuclear spin resonance      II 162
Time-dependent perturbations, transition probabilities in      II 174
Time-dependent perturbations, transition probabilities in, Born approximation to      II 175
Time-dependent Schroedinger equation      I 26
Time-independent perturbations      II 122
Time-independent perturbations, ion $H^-$ and      II 136
1 2 3 4 5 6
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