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Shankar R. — Principles of quantum mechanics
Shankar R. — Principles of quantum mechanics



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Название: Principles of quantum mechanics

Автор: Shankar R.

Аннотация:

The book begins with a very nice inroduction on the math you'r going to need, the Dirac notation (with a fine review to matrix and vector calculus using Dirac's notation), then he applies this math to a classical problem: two masses coupled with springs.
After this introduction there's a good begining (about the first half of the book) on the basics of quantum mechanics, but the second half I didn't like as much (I looked for another book: Cohen's), although it is still fine.


Язык: en

Рубрика: Физика/Квантовая механика/

Статус предметного указателя: Готов указатель с номерами страниц

ed2k: ed2k stats

Издание: 2nd edition

Год издания: 1994

Добавлена в каталог: 30.09.2005

Операции: Положить на полку | Скопировать ссылку для форума | Скопировать ID
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Предметный указатель
Perturbations, adiabatic      478
Perturbations, periodic      482
Perturbations, sudden      477
Perturbations, time-independent      451
Phase shift      546
Phase space      88
Phonons      198
photoelectric effect      111 499
photons      110 198
Photons, quantum theory of      516
Physical Hilbert space      67
Pictures, Heisenberg      147 490
Pictures, interaction (Dirac)      485
Pictures, Schr$\ddot{o}$dinger      147 484
Planck’s constant      111
Poisson brackets      92
Poisson brackets, invariance of      96
Polarizability      464
Population inversion      395
Postulates      115 211
Probability amplitude      111 121
Probability current density      166
probability density      121
Product basis      403
Projection operator      23
Propagator, Feynman’s      578
Propagator, for (classical) string      72
Propagator, for coupled masses      51
Propagator, for free particle      153
Propagator, for Gaussian packet      154
Propagator, for harmonic oscillator      615
Proper vectors      67
Pseudospin      639
Quadrupole tensor      425
Quanta      197
Quantization of energy      160
Quantum Hall Effect (QHE)      589
Radial equation in three dimensions      339
Radial equation in two dimensions      316
Radial part of wave function in three dimensions      339
Radial part of wave function in two dimensions      316
Raising operator for angular momentum      222
Raising operator for harmonic oscillator      205
Range of potential      525
Rare earth elements      371
Ray      118
Recursion relation      193
Reduced mass      86
Reduced matrix element      420
Reflection coefficient      168
Resonances      550
Rotations, generators of (classical)      100
Rotations, generators of (quantum)      308
Rotations, invariance under (classical)      100
Rotations, invariance under (quantum)      310
Runge — Lenz vector      360 422
Rutherford cross section      531
Rydberg      355
S$ matrix, partial wave      547
Scattering amplitude      527
Scattering, from step potential      167
Scattering, general theory      523
Scattering, of identical particles      560
Scattering, of two particles      555
Schr$\ddot{o}$dinger equation, equivalence to path integral      229
Schr$\ddot{o}$dinger equation, time-dependent      116 143
Schr$\ddot{o}$dinger equation, time-independent      145
Schr$\ddot{o}$dinger picture      147 484
Schwartz inequality      16
Selection rule, angular momentum      458 459
Selection rule, dipole      459
Selection rule, general      458
Shell      370
Singlet      405
Spectroscopic notation      350
Spectroscopic notation, modified      415
Spherical Bessel functions      348
Spherical Hankel functions      348
Spherical harmonics      335 336
Spherical Neumann functions      348
Spin      325 373
Spin statistics theorem      264
Spin-orbit interaction      468
Spinor      375
Spontaneous decay      517
Spontaneous emission      521
Square-well potential      164
Stark effect      459 465
Stationary states      146
Statistics      264
Statistics, determination of      269
Stem — Gerlach experiment      399
Subspaces      17
Superposition principle      117
Symmetric states      263
Symmetries, classical      98
Symmetries, quantum      279
Symmetries, spontaneous breakdown of      620
Tensor, antisymmetric ($\varepsilon_{ijk}$)      319
Tensor, Cartesian      417
Tensor, irreducible      418
Tensor, operator      417
Tensor, quadrupole      425
Tensor, second rank      418
Tensor, spherical      417
Thermal wavelength      625
Thomas factor      468 571
Thomas — Reiche — Kuhn rule      457
Time translation invariance      294
Time-ordered integral      148
Time-ordering symbol      633 651
Time-reversal symmetry      301
Top state      410
Total S basis      405
Trace      30
Transformations      29
Transformations, active      29 97 280
Transformations, canonical      92
Transformations, generator of      99 283
Transformations, identity      98
Transformations, passive      29 280 284
Transformations, point      94
Transformations, regular      97
Transformations, unitary      27
Translated state      280
Translation, finite      289
Translation, generator of      100 283
Translation, operator      280
Translational invariance, implications of      98 292
Translational invariance, in quantum theory      279
Transmission coefficient      168
Transverse relaxation time      395
Triangle inequality      116 412
Triplets      405
Tunneling      175 616
Two-particle Hilbert space      247
Uncertainty      128
Uncertainty principle, applications of      198
Uncertainty principle, derivation of      237
Uncertainty principle, energy-time      245
Uncertainty principle, physical basis of      140
Uncertainty relation      138
Unitarity bound      548
Unitary operator      27
Unitary operator, eigenvalues of      39
Unitary operator, eigenvectors of      39
Variational method      429
Vector addition coefficients      412
Vector operator      313
Vector space, axioms for      2
Vector space, basis for      6
Vector space, dimensionality of      5
Vector space, field of      2
Vector space, infinite dimensional      57
Vector space, of Hilbert      67
Vector space, subspace of      17
Vectors, components of      6
Vectors, improper      67
Vectors, inner product of      8
Vectors, norm of      9
Vectors, orthogonality of      9
Vectors, outer product of      25
Vectors, proper      67
Virial theorem      212
Virial theorem, for hydrogen      359 471
Wave functions      121
Wave-particle duality      113
Waves, interference of      108
Waves, matter      112
Waves, plane      108
Wick’s theorem      645
Wigner Eckart theorem      420
WKB approximation, and bound states      445
WKB approximation, and path integrals      438
WKB approximation, and tunneling      444
WKB approximation, introduction to      435
WKB approximation, three-dimensional      449
Yukawa potential      531
Zeemann effect      398
zero point energy      198
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