Migdal A.B., Krainov V. — Approximation Methods in Quantum Mechanics :: Электронная библиотека попечительского совета мехмата МГУ

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Migdal A.B., Krainov V. — Approximation Methods in Quantum Mechanics

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Название: Approximation Methods in Quantum Mechanics

Авторы: Migdal A.B., Krainov V.

Аннотация:

This book originated in a course of lectures given by one of the authors over the last few years at the Moscow Engineering-Physics Institute. This has determined to a large extent the choice of the material and the approach.

Язык:

Рубрика: Механика/

Статус предметного указателя: Готов указатель с номерами страниц

ed2k: ed2k stats

Год издания: 1969

Количество страниц: 156

Добавлена в каталог: 22.04.2013

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Предметный указатель

Airy function      14 115
Analyticity      17
Analyticity of dielectric constant      21
Analyticity of scattering amplitude      24
Asymptotic series      59 112
Atomic photoeffect      46
Atomic units      26
Bohr quantization condition      119 120 136
Born approximation      65
Bremsstrahlung      52 55
Caustic surface      142
Charge exchange      84 95 142
Correspondence principle      28 122
Coulomb potential      18 29 37 49 94 123 129 142
Coulomb wave functions      19 47 49 67 83 94 119 130
Deformed nucleus      17 32 34 68
dielectric constant      21
Differential equations, approximate solution of      13
Diffraction angle      36 43
f-sum rule      24
Hamilton — Jacobi equation      140
Infrared catastrophe      98
Integrals, estimation of      3
Ionization of atoms      41 80
Ionization of atoms due to p decay      71 73
Ionization of atoms in nuclear reactions      76
Lamb shift      56 107 108 109
Moessbauer effect      78

Molecular vibrations      89
Moment of inertia of nucleus      17
Multiple scattering      42
Optical theorem      20
Pair creation      54
Periodic potential      105
Perturbation theory      60
Perturbation theory for adjacent levels      104
Perturbation theory in continuous spectrum      60
Perturbation theory of boundary conditions      68
Perturbation theory, adiabatic      81
Perturbation theory, sudden      71
Poincare theorem      19
Quasiclassical approximation      13 15 111
Quasiclassical approximation for scattering      140
Quasiclassical approximation in three dimensions      129
Quasiclassical approximation, accuracy of      120
Resonance effects in scattering      38
Rutherford scattering      34 68
Saddle-point method      6
Scattering amplitude      19 24
Scattering amplitude, quasiclassical      140
Spherical functions      131
Stark effect      107
Steepest descents, method of      6
Stirling formula      7
Stokes lines      115
Thomas — Fermi equation      15 138
Thomas — Fermi method      30 43 59 80 134

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