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Englert B.G. (Ed) — Quantum Mechanics
Englert B.G. (Ed) — Quantum Mechanics



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Название: Quantum Mechanics

Автор: Englert B.G. (Ed)

Аннотация:

The lecture notes of Julian Schwinger's UCLA course consist of three parts corresponding to the three quarters of teaching. The first part begins with an analysis of Stern—Gerlach-type experiments which accomplishes a self-contained physical and mathematical development of the general structure of quantum kinematics. The second part proceeds from there. The response to infinitesimal time displacements yields the equations of motion. Then the Quantum Action Principle (QAP) is derived, and accepted as a fundamental principle. In a sense, the rest of part two and all of part three consist of instructive applications of the QAP.FROM THE REVIEWS: MATHEMATICAL REVIEWS "The book is packed with exercises for the reader to attempt...Anyone who works religiously through these exercises will require a thoroughly adequate command of quantum mechanics." CHOICE MAGAZINE "Editor Englert has performed a service for physicists everywhere by making available this book, which is based on Schwinger's unpublished UCLA lecture notes...There are excellent problems at the end of each chapter...This book would make an outstanding supplement and reference for a graduate quantum mechanics course. Theoretical physicists will delight in this wonderful book, which should be available in the library system of any institution with a research or graduate program in physics. Graduate students through professionals."


Язык: en

Рубрика: Физика/

Статус предметного указателя: Готов указатель с номерами страниц

ed2k: ed2k stats

Издание: 1st edition

Год издания: 2001

Количество страниц: 496

Добавлена в каталог: 17.03.2008

Операции: Положить на полку | Скопировать ссылку для форума | Скопировать ID
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Предметный указатель
TF function, initial slope      415 419 433
TF function, integrated      426
TF function, plot      415
Theory, causal      1—3 15
Theory, deterministic      1—3 15
Theory, statistically deterministic      15
Thomas — Fermi      see “TF”
Thomas, Llewellyn Hilleth      412
Thomson cross section      467 471
Thomson scattering      465—467
Thomson, Sir John Joseph      467
Three-dimensional oscillator, decay rate      470
Three-dimensional oscillator, energy eigenvalues      297
Three-dimensional oscillator, energy eigenvalues, their multiplicity      298
Three-dimensional oscillator, Hamilton operator      295
Three-dimensional oscillator, orthonormality of radial wave functions      298
Three-dimensional oscillator, radial expectation values      311—313
Three-dimensional oscillator, transition rates      470
Time      183
Time dependence of dynamical variables      196
Time dependence of probability operator      217
Time dependence, explicit      196
Time dependence, implicit      196
Time dependence, parametric      196
Time displacement      186 195
Time transformation function      204
Time transformation function and energy eigenvalues      230 234
Time transformation function and wave functions      234
Time transformation function, constant force      226
Time transformation function, driven oscillator      274 276 278
Time transformation function, free particle      224
Time transformation function, harmonic oscillator      227 271
Time transformation function, identical particles      397
Time transformation function, short times      227—229
Total mass      344
Total momentum      343
Trace      57—59 74
Trace in terms of matrix elements      58
Trace of a commutator      91
Trace of a product      59
Trace of the unit symbol      58
Trace, cyclic property of the      97
Transformation function      68
Transformation function as generating function      272
Transformation function between Hermitian and non-Hermitian variables      270
Transition matrix elements      462
Translation      183 187
Translation, infinitesimal      185
Transmitted wave      243
Transverse delta function      468
Trial wave function      257
Tritium      337
Triton      337 355
Two-body system, center-of-mass position      343
Two-body system, Hamilton operator      343
Two-body system, kinetic energy of      344
Two-body system, Lagrangian      344
Two-body system, Lagrangian, external part      345
Two-body system, Lagrangian, internal part      345
Two-body system, reduced mass      344
Two-body system, relative momentum      343
Two-body system, relative motion      345
Two-body system, relative position      343
Two-body system, relative speed      346
Two-body system, relative velocity      346
Two-body system, scattering      346—358
Two-body system, total mass      344
Two-body system, total momentum      343
Two-dimensional oscillator, energy eigenvalues      288
Two-dimensional oscillator, energy eigenvalues, their multiplicity      288
Two-dimensional oscillator, generating function for wave functions      290
Two-dimensional oscillator, Hamilton operator      288
Two-dimensional oscillator, orthonormality of radial wave functions      291 295
Two-dimensional oscillator, radial expectation values      306 333
Two-dimensional rotation      288
Two-dimensional rotation, generator of infinitesimal      289
UCLA      VIII
Uncertainty principle      110
Uncertainty relation      110 140 218 327
Uncertainty, Heisenberg’s, principle      110
Uncertainty, Heisenberg’s, relation      110
Uncertainty, states of minimal      111—114
Uncertainty, states of stationary      114—118 135
Unit symbol      32—35 50
Unit symbol, trace of      58
Unitary geometry      59—67
Unitary geometry, dimensionality of a      80
Unitary geometry, metrical relations of a      67
Unitary geometry, unit vectors of a      62
Unitary transformation      67—69
Unitary transformation of an operator function      83
Unitary transformation of operators      149
Unitary transformation of vectors      149
Unitary transformation, infinitesimal      140 149—150
Unitary transformation, infinitesimal, generator of      150 183
Unitary transformations, infinitesimal, order of      184
Unitary transformations, sequence of      140—142 164
Up-hill equation      317
VACUUM      20 385 398 400
Vacuum persistence amplitude      469
Vector potential      322 437
Vector potential for homogeneous magnetic field      322—323
Vector potential, longitudinal part      438
Vector potential, transverse part      438
Vector, left      38 43
Vector, orthonormal, set      69 71
Vector, right      38 43
Vectors, adjoint      54
Vectors, completeness relation for      37 44
Vectors, state      36—38
Vectors, unit orthogonal      37
Virial theorem      310 366
Virial theorem, Coulomb potential      310
Virial theorem, harmonic oscillator      310
Virial theorem, hydrogenic atoms      310
Volume element      293
Volume element in curvilinear coordinates      293
Volume element in spherical coordinates      296
Von Neumann equation      217
von Neumann, John      217
Wave function      46 59—63 68 69
Wave function for spin state      391
Wave function, azimuthal      291
Wave function, even      253
Wave function, hydrogenic      307
Wave function, odd      253
Wave function, radial      291
Wave function, trial      257
wave number      203
Wave number cells      447
Wave number, reduced      203
Wave vector      203
Wave, incident      243 332
Wave, photon mode function      447
Wave, plane      329
Wave, reflected      243
Wave, scattered      332
Wave, spherical      329
Wave, transmitted      243
Wave-particle duality      17
Wavelength      203
Wavelength, Compton      461 471
Wavelength, de Broglie      245
Wavelength, reduced      203
Weisskopf, Victor Frederick      451
Wentzel, Gregor      246
Weyl, Claus Hugo Hermann      110
WKB (Wentzel — Kramers — Brillouin)      246
WKB approximation      243—248 266
WKB approximation for energy eigenvalues      266 410
WKB approximation for energy eigenvalues, Langer’s correction      336
WKB approximation, linear potential      255
WKB approximation, scaled momentum in      246
WKB approximation, unified      246
Zeeman effect, normal      323
Zeeman, Pieter      323
1 2 3 4
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