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Beard D.B. — Quantum Mechanics
Beard D.B. — Quantum Mechanics



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Название: Quantum Mechanics

Автор: Beard D.B.

Аннотация:

This book was written with the aim of providing an alternative to the postulatory approach currently used in many introductory quantum mechanics courses. Thus the first chapters are designed to familiarize the reader with the mathematical treatment and particular properties of ordinary wave motion which apply also to particle motion and have crucial importance to the subsequent development of the subject. The close relation of quantum theory to physical optics is stressed, and by use of Feynman's derivation of quantum mechanics, the wave theory for particles is made to appear as inevitable and necessary as Huygens wave theory for light.


Язык: en

Рубрика: Физика/

Статус предметного указателя: Готов указатель с номерами страниц

ed2k: ed2k stats

Год издания: 1970

Количество страниц: 309

Добавлена в каталог: 16.04.2010

Операции: Положить на полку | Скопировать ссылку для форума | Скопировать ID
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Предметный указатель
Scattering cross-sections, square well      93 94 274
Scattering cross-sections, total      264
Schottky effect      122 123
Schroedinger wave equation      59—63
Schroedinger wave equation, Feynman's derivation      59—63
Schroedinger wave equation, time-dependent      62 63
Schroedinger wave equation, time-independent      63 68 69
Secular determinant      174
Selection rules, electronic interaction in atoms      227—229
Selection rules, harmonic oscillator, spherical and linear      196—197
Selection rules, hydrogen atom      197 198
Selection rules, light waves      196 197
Selection rules, spherical harmonic wave functions      192—196
Semi-classical approximation      110—117
Separable variables      80
Shadow scattering      268
Short wavelength approximation      110—117
Sine series      17—19
Singlet state      246—247
Slater determinant      247 248
Solid state theory of metals      99—106
Spherical harmonic oscillator      150—154
Spherical harmonic wave functions, general selection rules      192—196
Spherical Hermite polynomials      154
Spherically symmetric potentials      126—129
Spin and angular momentum addition      259—260
Spin matrices      242—245
Spin states of two electron wave functions      241 242
Spin, eigenfunction      231
Spin, magnetic coupling      238—241
Spin-orbit coupling      175—178 229 230 240 241
Spontaneous emission      200
Square barrier, one dimension      85—92
square well potential      93—98
Square well potential, scattering cross-sections using the Born approximation      274
Square well potential, spherical in three-dimensions      141—145
Stem — Gerlach experiment      239 240
Superposition of states      159
Surface harmonics      see "Associated Legendre functions"
Symmetric eigenfunction      246
Symmetric eigenfunction, helium atom, first excited state      221 222
Symmetric spin state      246
Symmetry      245—249
Symmetry of eigenfunctions      231 232
Thomas theory of spin-orbit coupling      240 241
Time derivative of expectation      73—75
Transforms, Fourier      20—23
Transition lifetime against spontaneous radiation      200
Transition probability, time dependent to first-order      184—187
Transitions to or from unbound systems      203—205
triplet state      246—247
Tunnel diode      93
Uhlenbeck and Goudsmit theory of spin      240
Uncertainty      15
Uncertainty principle, Heisenberg's      41—43
Uncertainty, frequency band widths and duration of a wave      23—26
Unit matrix      242—243
Variational method      179—182
Vector addition      254—260
Vector addition, three-vector      259
Vector addition, two-vector      258—260
Velocity of a wave, group      28
Velocity of a wave, phase      28
Vibrating string      299—301
Wave equation, electromagnetic waves      2
Wave equation, Schroedinger      59—63
Wave function, particle      55 56 57
Wave function, photons      54
Wave packet      26—30
Wave packet, particle      65 66
Wave velocity, group      28
Wave velocity, phase      28
Waves in a box      1—6 see
Waves particle      64—66
Wein's law      9
Wentzel — Kramers — Brillouin approximation (WKB)      110—117
Wentzel — Kramers — Brillouin approximation (WKB), barrier penetration      121—123
Wentzel — Kramers — Brillouin approximation (WKB), connection formulas      113—116
Wentzel — Kramers — Brillouin approximation (WKB), energy levels in potential wells      116—120
Woods — Saxon Potential, energy levels in      118—120
Zeeman effect      44 240
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