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Schiff L.I. — Quantum mechanics
Schiff L.I. — Quantum mechanics



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Íàçâàíèå: Quantum mechanics

Àâòîð: Schiff L.I.

ßçûê: en

Ðóáðèêà: Ôèçèêà/Êâàíòîâàÿ ìåõàíèêà/Ó÷åáíèêè/

Ñòàòóñ ïðåäìåòíîãî óêàçàòåëÿ: Ãîòîâ óêàçàòåëü ñ íîìåðàìè ñòðàíèö

ed2k: ed2k stats

Ãîä èçäàíèÿ: 1949

Êîëè÷åñòâî ñòðàíèö: 404

Äîáàâëåíà â êàòàëîã: 29.09.2005

Îïåðàöèè: Ïîëîæèòü íà ïîëêó | Ñêîïèðîâàòü ññûëêó äëÿ ôîðóìà | Ñêîïèðîâàòü ID
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Ïðåäìåòíûé óêàçàòåëü
Matrix in Dirac equation      312—314
Matrix representation      128
Matrix transformation of      125
Matrix unitary      125
Matrix unitary for transformation      127 128
Matrix unitary wave function as      130
Maxwell's equations      241
Meggers, W.F.      269
Meson      146
Meson and nuclear forces      300
Meson field theory      329
Mesotron      see “Meson”
Molecular structure      288—297
Momentum      48—54
Momentum canonical      133 333
Morse potential      294—297
Morse, P.M.      77 294
Mott scattering formula      304
Mott, N.F.      115 168 230 304
Negative energy states      326—327 352—354
Neumann, J. von      122 126
Nonrelativistic limit Schrodinger relativistic equation      308
Nonrelativistic limit, Dirac equation      318
Normalization      22—23
Normalization $\delta$ function      51
Normalization in a box      43 49
Normalization of collision wave functions      93—94 102 2335
Nuclear structure      297—304
Nucleon      298
Old quantum theory      3—6
Old quantum theory addition of angular momenta      147
Old quantum theory and WKB approximation      186
Old quantum theory for harmonic, oscillator      62
Old quantum theory for hydrogen atom      84 325
Old quantum theory space quantization      76
Operator      41—42 122
Operator angular-momentum      74—75 140
Operator creation and destruction      343 347 371
Operator differential      20 25
Operator electron spin      226 320
Operator exchange      300 303
Operator for number of particles      339 350
Operator Hermitian      see “Matrix Hermitian”
Operator momentum      20 48-49
Operator parity      139
Operator total energy      20 42
Oppenheimer, J.R.      222 235 289
Orthogonality      43
Orthogonality lack of, in rearrangement collision      233
Orthogonality of energy eigenfunctions      49-50
Orthogonality of momentum eigenfunctions      49—50
Orthogonality of spherical harmonies      72—73
Orthogonality of spin eigenfunctions      225 278
Orthonormality      see also “Orthogonality” 45
Packing fraction      298
Parabolic coordinated      87
Parity      39
Parity and allowed transitions      261
Parity of harmonic-oscillator wave functions      62
Parity of Legendre polynomials      71
Parity of spherical harmonics      73—74
Parity of variation trial function      171
Parity operator and eigenvalues      139
Partial waves, method of      103—108
Partial waves, perturbation treatment of      164—166
Parzen, G.      302
Paschen — Back effect      283
Pauli spin matrices      226—227
Pauli, W.      221 224 227 327 330 364 371
Pauling, L.      3 66 69 86 178 288 293
Periodic boundary conditions      43 49
Periodic motion      34
Periodic system      268—271
Periodic system table      270
Perturbation approximation, for collisions      159—169 193—195 231—235
Perturbation approximation, for Coulomb interaction      380—382
Perturbation approximation, for radiation processes      243—245 382—395
Perturbation approximation, stationary      149—158
Perturbation approximation, time-dependent      189—199 233—235
Perturbation approximation, time-dependent connection with adiabatic approximation      210—211
Phase shift      106—108
Phase shift for modified Coulomb field      119—120
Phase shift from Born approximation      166—166
Pipes, L.A.      13
Planck distribution formula      256
Planck's constant      2 7
Podolsky, B.      362
Poisson bracket      133
Poisson bracket for a field      334
Polarization of radiation      251—252 259 388
Polarization of radiation in Zeeman effect      284
Position probability density      22 59 310
Positron      327 353
Potential barrier      92—95
Potential barrier due to centrifugal force      113—114
Potential energy well      32—33
Potential energy well use of WKB approximation      see also “Square well potential” 184—186
Potential energy well, sign of phase shift      107—108
Poynting vector      242
Probability current density      24
Probability function      42
Probability function for momentum      53
Probability function for position      22 59
Probability function for potential energy      59
Probability function for total energy      47
Propagation number      13
Propagation vector      20 49
Quantum conditions      135
Quantum conditions for a field      335
Quantum electrodynamics      361—396
Quantum number      36
Quantum number atomic, $L, S, J, M_{L}, M_{K}, M$      277
Quantum number atomic, $m_{l}, m_{s}$      268
Quantum number atomic, j      146
Quantum number atomic, l, m      75
Quantum number atomic, n, n'      84
Quantum number for harmonic oscillator      62
Quantum number molecular, $K, M_{K}, v$      295—296
Racah, G.      389
Radiation      240—266 361—396
Radiation absorption of      243—248 386
Radiation angular momentum of      252—254 259
Radiation by uniformly moving charge      262—265
Radiation from charge distribution      249—254
Radiation induced emission of      243—248 387—388
Radiation plane waves      242 366—371
Radiation polarization of      251—252 259 388
Radiation selection rules      258 260—261
Radiation spontaneous emission of      249—257 387—388
Ramsauer — Townsend effect      109
Rare-gas atom, scattering by      109
Rare-gas atom, structure of      271
Rayleigh, Lord      170 178
Reduced mass      81
Relativistic wave equations      306—328
Representation      128
Representation coordinate      130—131
Representation energy      139—140
Representation for angular momentum      141
Representation in terms of number of particles      340—343 346—348
Resonance scattering      112—113
Resonance scattering of neutron on proton      303
Resonance, in homopolar binding      292
Retherford, R.C.      325
Richtmyer, F.K.      3
Rigid rotator      296
Rigid sphere, scattering by      110—111
Rigid wall      30
Rigid wall boundary condition at      30
Rigid wall box normalization with      43 49
Rigid wall potential well      34
Rigid wall potential well energy levels      35
Rosenfeld, L.      298 361 373
Russell — Saunders case      277
Russell, H.N.      277
Rutherford scattering      117 169
Saturation of nuclear forces      300
Saunders, F.A.      277
Scattering by Coulomb field      104 114—121
Scattering by modified Coulomb field      119—120
Scattering by rare-gas atom      109
Scattering by rigid sphere      110—111
Scattering by screened Coulomb field      168—169
Scattering by square potential barrier      94
Scattering by square well potential      95n 111—114 166—168
Scattering cross section      97 99 102 105—106
Scattering inelastic      199—207
Scattering method of partial waves      103—108
Scattering of identical particles      222—223 226
Scattering phase shift      106—108
Scattering resonance      112—113
Scattering time-dependent perturbation theory for      193—195
Scattering, Born approximation for      159—169
Schiff, L.I.      286 302
Schroedinger wave equation      17—40
Schroedinger wave equation for molecule      290
Schroedinger wave equation for two particles      81
Schroedinger wave equation general solution of      48
Schroedinger wave equation including electromagnetic potentials      138 240
Schroedinger wave equation matrix solution of      129 130
Schroedinger wave equation quantization of      336—348
Schroedinger wave equation relativistic      306—311
Schroedinger, E.      19 122 149 306
Schwinger, J.      169 303 379
Seaborg, G.T.      269
Second quantization      336
Secular equation      126
Secular equation for degenerate perturbation theory      156
Secular equation for Stark effect      157
Selection rules      258 260—261 278
Self-adjoint      see “Matrix Hermitian”
Self-consistent fields      273—276
Shell, atomic      268
Shortley, G.H.      147 267 269 281 282 322
Slater, J.C.      274
Snyder, H.      286
Sommerfeld, A.      61 325
Spherical Bessel function      77—79
Spherical harmonic      72
spherical polar coordinates      69
Spin angular momentum      145 223—230
Spin angular momentum and statistic      223—224 354
Spin angular momentum eigenfunctions      224—225
Spin angular momentum of electrons      226—227 22 319—320
Spin angular momentum of nuclei      297
Spin-orbit energy      270 321
Spontaneous emission      249—257 387—388
Square potential barrier      92—95
square well potential      34
Square well potential energy levels      35—38 79—80
Square well potential scattering by      95n 111—114 160—168
Stark effect      156—158
Stationary state      4 28
Statistical interpretation of $\psi$      22 42
Statistical mechanics      221
Sudden approximation      211—214
Summation symbol S      128
Supplementary condition      304 375
Symmetric wave function      218
Symmetric wave function and Einstein — Bose statistics      221
Symmetric wave function and spin      224
Symmetric wave function connection with quantized field      344
Tamm, I.      202
Teller, K.      303
Thaxton, H.M.      304
Thomas — Fermi atom model      168—169 271-273
Thomas, L.H.      271 276
Tolman, R.C.      221 230 250 300
Tomonaga, S.      379
Transient disturbance      212—213
Transition probability      191—193
Transverse electromagnetic field      377
Transverse self-energy      379
Trial function      170
Trial function for excited states      171
Turning point      31
Turning point in WKB approximation      181—187
Uhlenbeck, G.K.      216
Uncertainty principle      7
Uncertainty principle and angular momentum      75
Uncertainty principle and cloud-chamber track      203
Uncertainty principle and diffraction experiment      10
Uncertainty principle and electromagnetic field measurement      373
Uncertainty principle and energy of intermediate state      199
Uncertainty principle and line breadth      257
Uncertainty principle and localization experiment      12
Uncertainty principle and lowest energy level      36 62
Uncertainty principle and transition probability      192
Uncertainty principle and velocity measurement      316
Uncertainty principle and wave packet      13—14 55
Unitary      see “Matrix unitary”
van der Wanls interaction      174—178 294
van Vleck, J.H.      135 155 159
Variation method      169—178
Variation method and self-consistent fields      274—276
Variation of constants, method of      189—199
Virtual energy level      113
Virtual energy level of deuteron      303
Volkoff, G.M.      300
Watson, G.N.      71 77 78 105 111 115 105 173 183 198 357
Wave equation      see also “Sehrodinger wave equation” 17—40
Wave function      12 15 17—40
Wave function as unitary matrix      see also “Eigenfunction” 130
Wave function for Coulomb scattering      116 119
Wave function for modified Coulomb scattering      119
Wave function harmonic oscillator      64
Wave function symmetric and antisymmetric      218
Wave function symmetric and antisymmetric connection with quantized field      344—346
Wave function, hydrogen atom      85 89
Wave functional      342
Wave packet      12—14
Wave packet expectation values for      24—27
Wave packet minimum uncertainty product      55
Wave packet motion of      54—59
Wave packet normalization of      22—24
Wave packet oscillating      67—69
Weinstein, D.H.      171
Weisskopf, V.      327
Wentzel, G.      178 329 353
Wheeler, J.A.      120
Whittaker, E.T.      71 115 133 134 17179 183 198 357
Wigner, E.      300 303 344
Wilson, E.B., Jr.      3 66 69 86 178 288-293
WKB approximation      178—187
Yost, F.L.      120
Zeeman effect      282—288
Zero-point energy of harmonic oscillator      62
Zero-point energy, of electromagnetic field      370 388
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