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Park D. — Introduction to the Quantum Theory (Pure & Applied Physics)
Park D. — Introduction to the Quantum Theory (Pure & Applied Physics)

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Название: Introduction to the Quantum Theory (Pure & Applied Physics)

Автор: Park D.

Аннотация:

This book is designed to be used by students taking a course in quantum mechanics or quantum theory. The prerequisites for this text are calculus and modern physics. The text has formal presentation, suitable for junior and senior levels, but is particularly appropriate for graduate level courses. It has been revised in response to changes and new work in the fields of physics. The text is separated into two parts - theory and applications. The instructor has the option of either interspersing the theory sections with the applications, teaching the book in the order presented or leaving out the applications altogether. A solutions manual is available.


Язык: en

Рубрика: Физика/

Статус предметного указателя: Готов указатель с номерами страниц

ed2k: ed2k stats

Издание: 2nd

Год издания: 1974

Количество страниц: 640

Добавлена в каталог: 14.02.2015

Операции: Положить на полку | Скопировать ссылку для форума | Скопировать ID
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Предметный указатель
Absorption of radiation      377 398
Accelerated coordinate system      629
Addition of angular momenta, spin plus orbital      189—195
Addition of angular momenta, two spins      185—189
Adiabatic demagnetization      564
Adiabatic transitions      300 563
Admissible functions      222
Alpha decay      433—441
Angular momentum, addition      185—195
Angular momentum, commutation relations      159 161 168
Angular momentum, J scheme      190
Angular momentum, LS scheme      190
Anharmonic oscillator      115 291
Anticommutator      74
Arbitrariness of A and V      250 312 656
Associated Laguerre function      460
Associated Legendre functions      634—637
Band structure      288 444—453
Bohr's microscope      51
Bohr's theory of the hydrogen atom      11—17
Boltzmann distribution      551
Bond, chemical      496—508
Born approximation      328 337 348
Born approximation, validity      337
Bose — Einstein condensation      589—593
Bose — Einstein statistics      418 570
Bound states, number      241
Bound states, origin      25
Bra      142
Center of mass      219 317
Chemical bonding      496—508
Chladni plate      211 269
Cloud chamber tracks      343—346
Coleman — Glashow formula      522
Commutator of two operators      66
Commutator of two operators, identities involving      68
Complementarity      58
Completeness      621
complex numbers      613—617
Compton effect      8
Conductivity      450—453
Configuration space      72
Conservation of energy      66
Constants, physical      661
Continuity, equation      63 651
Coodinate representation      41
Coordinate systems, center-of-mass      317
Coordinate systems, laboratory      317
Correspondence principle      13 113—115 385
Coulomb field, bound states      221—231 455—478
Coulomb field, scattering      316 330 423
Crystal field      277—280
Crystal field, electronic states      278
Current vector      62 95
Curvilinear coordinates      156
De Broglie pronunciation      18
De Broglie waves      18—20 102
Debye specific heat formula      585
Debye temperature      584
Degeneracy      207—216
Degeneracy in quantum statistics      577 598
Degeneracy, accidental      209 216
Degeneracy, removal by a perturbation      211 269 278
Degeneracy, symmetry      209 216
Delta function      91 298 620 622
Demagnetization, adiabatic      564
Density of states      324 378 588
Deuteron      234 358 525
Deuteron, binding energy      235 525
Deuteron, Hulthen potential      239 242 541
Deuteron, photodissociation      535—541
Deuteron, square-well potential      234—238
Diamagnetism      280
Diffraction, electron      18
Diffraction, helium atoms      20
Diffraction, light      4
Dirac equation      62
Dirac notation      140—143
Displacement, electric      650
Displacement, operator      148 150
Double potential well      116—123
effective mass      447 603
Effective-range approximation      356 527
Ehrenfest's theorems      70 247
Eigenfunctions      80 135—140
Eigenstates      79
Eigenvalues      80 126 128
Einstein coefficients      380 427
Electric displacement      650
Electric field, defined      649
Electric field, effect on hydrogen atom      275 292
Electric polarization      650
Electromagnetic field, energy content      653
Electromagnetic field, equations      654
Electrons in a metal      603
Electrons, paramagnetism      608
Electrons, particle nature      10
Electrons, wave nature      17—25
Emission of radiation, forbidden transitions      388 393—398
Emission of radiation, induced      427
Emission of radiation, selection rules      388—398
Emission of radiation, spontaneous      378 427
energy bands      287
Energy, conservation of      66 307
Ensemble averages      550
Ensemble, Canonical      543 557
Ensemble, microcanonical      568
entropy      542 549 572
Equation of continuity      63 651
Equilibrium, thermodynamic      546
Exchange force      122 496
Exclusion principle      417 429 570
Expansion in terms of eigenfunctions      137
expectation values      34—45 64
Expectation values and classical averages      114 134
Expectation values for interacting particle      62
Expectation values, time dependence      64
Fermi level      604
Fermi — Dirac statistics      418 570 596
Field, electric      649
Field, electromagnetic      654
Field, magnetic      247 261 651
Final-state interactions      539
Forces in quantum mechanics      496—512
Forces, dispersion      509
Forces, van der Waals      508—512
Fourier integral      620
Fourier series      618
Free energy (Helmholtz)      550
g factor      254
Gauge      250 312 656
Geiger — Nuttall law      440
Gell-Mann mass formula      519 522
Generating function      131 639 640
Gibbs paradox      553
Golden Rule      300
Group velocity      21 47
gyromagnetic ratio      15 161 170 252 311
Hadron      202
Hamiltonian operator      61
Harmonic functions      638
Heisenberg indeterminacy      50 55 75
Heisenberg scattering theory      361
Heisenberg, W.      1
Helium, excited states      415 489—492
Helium, ground state      414 480—488
Helium, liquid      594
Helium, nuclear motion      492
Helium, spectrum      411 480
Hermite polynomials      131
Hermitian domain      73
Hermitian operator      70—75 135—157
Hermitian products      74
Hermiticity      73 223
Holes      452
Hydrogen atom      221—231 455—478
Hydrogen atom, energy levels      11—17 461 470
Hydrogen atom, excited states      225
Hydrogen atom, fine structure      463—472
Hydrogen atom, orbital magnetic moment      228 467
Hydrogen atom, radiative transitions      383
Hydrogen atom, Stark effect      275 283 292
Hydrogen atom, Zeeman effect      472—478
Hydrogen molecule-ion      496—507
Hydrogen molecule-ion, binding energy      502
Hyperbolic functions      617
Hypercharge      202 366 513
Ideal gas      551 576
Ideal gas, entropy      553
Ideal gas, equation of state      553 576
Ideal measurements      59 81 88
Identical particles      403—430
Identical particles, scattering      419
Identical particles, wave function      404—411 416
Indeterminacy      47—55 75—79
Insensitivity of thermodynamic functions      561
Interactions, strong      198 202
Interactions, weak      203
Invariance      147
Invariance, Galilean      624—629
Invariance, gauge      250 312
Isospin      196—206 516
Isospin and elementary particles      201—206 366
Isospin and nuclear reactions      200
Isospin, conservation      199 202
Jacobian      499
Ket      142
Lande g factor      254
Laplacian operator in spherical coordinates      631
Larmor precession      14—17 161 281
LCAO approximation      498
Legendre polynomials      635
Legendre polynomials, addition formula      646
Legendre polynomials, associated functions      634
Legendre polynomials, normalized      643
Legendre polynomials, orthogonality relations      640
Legendre polynomials, recurrence relations      639
Legendre polynomials, special values      641
Light, emission from atoms      378—388
Light, particle nature      6
Light, wave nature      3
Lorentz condition      654
Magnetic field      651
Magnetic field, effect on a hydrogen atom      15 472
Magnetic field, electronic motion      247
Magnetic field, gauge transformation      250
Magnetic field, representation by a vector potential      247 654
Magnetic field, Zeeman effect      15 251 255 472
Magnetic flux, quantization      260
Magnetic resonance      182—185
Many-particle systems      217 416
Many-particle systems, wave functions      416
Matrix element      140 286 297 300
Matrix element, operator      140 169
Matter waves      17
Maxwell's equations      5 654
Maxwell's velocity distribution      555
Measurement, ideal      59 81 88
Molecule, diatomic, energy states      243
Moment, electric      283 308
Moment, magnetic      252 309
Momentum operator      41 83
Momentum operator, representation      41
Momentum operator, wave function      39—44
Muonic atom      268 488
Neutron-proton interaction      524—541
Neutron-proton interaction, bound state      234 358
Neutron-proton interaction, effective ranges and scattering lengths      530
Neutron-proton interaction, scattering      358 526—531
Neutron-proton interaction, virtual state      529
Neutrons, scattering by $H_{2}$      521—535
Neutrons, scattering by protons      358 526—531
Neutrons, scattering by protons at thermal energies      531
Neutrons, spin      534
Newton's first law      45
Newton's second law      69
Normalization      31 66
Normalization of angular functions      166 643
Normalization of deuteron wave function      238
Normalization of harmonic oscillator wave function      129
Normalization of WKB wave function      112
notations      658
Numbers, complex      613—617
Operators      43
Operators, heimitian      70—75
operators, shift      128 163 539
Optical theorem      340 351 368
Orthogonality of associated Legendre functions      640
Orthogonality of harmonic oscillator wave functions      132
Orthogonality, theorem      135
Orthonormal functions      136
Oscillator, anharmonic      115 291
Oscillator, harmonic algebraic solution      127—132
Oscillator, harmonic algebraic solution in two dimensions      211
Oscillator, harmonic algebraic solution, analytic solution      123—127
Oscillator, harmonic algebraic solution, completeness      622
Oscillator, harmonic algebraic solution, radiation from      381 393
Oscillator, harmonic algebraic solution, table of eigenfunctions      126
Oscillator, harmonic algebraic solution, WKB solution      134
Other solution      457
Parity      151
Parseval's theorem      621
Partition function      548
Partition function, paramagnetic system      556
Paschen — Back effect      473 477
Pauli exclusion principle      417 429
Pauli matrices      174
Pauli quantum statistics      567
Pauli theory of spin paramagnetism      608
Periodic potential, allowed and forbidden energies      444
Periodic potential, effective mass of particle      447
Periodic potential, wave function      442
Perturbation theory      262—308
Perturbation theory, degenerate states      269—282
Perturbation theory, first order      266—282
Perturbation theory, nonstationary states      294—308
Perturbation theory, periodic force      306
Perturbation theory, Schroedinger's      285—289
Perturbation theory, second order      283 289 303
Perturbation theory, stationary states      262—294
Perturbation theory, symmetry      272
Phase shift      349
Phase space      325
phase velocity      20
Phonon      583
photoelectric effect      7 398
Photoelectric effect for deuterons      535—541
Photoelectric effect for hydrogen      398—402
Photon      6—10 425 580
Photon, wave function      32 376 426
Plane waves      24 647
Polarizability, electric      283 292
Polarization of light      5 37 390
Potential, chemical      555 575 589 597
Potential, Coulomb      221 255
Potential, double well      116—123
Potential, grand      574
Potential, harmonic      123
Potential, Hulthen      239 242 541
Potential, periodic      442—450
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