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Liboff R.L. — Introductory quantum mechanics
Liboff R.L. — Introductory quantum mechanics



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Название: Introductory quantum mechanics

Автор: Liboff R.L.

Аннотация:

Careful and detailed explanations of challenging concepts, and comprehensive and up-to-date coverage in this best-selling quantum mechanics book, continue to set the standard in physics education. In this new edition, a new chapter on the revolutionary topic of of quantum computing (not currently covered in any other book at this level) and thorough updates to the rest of the book bring it up to date. For anyone interested physics or quantum mechanics.


Язык: en

Рубрика: Механика/

Статус предметного указателя: Готов указатель без номеров страниц

ed2k: ed2k stats

Год издания: 1987

Количество страниц: 672

Добавлена в каталог: 31.03.2011

Операции: Положить на полку | Скопировать ссылку для форума | Скопировать ID
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Предметный указатель
Abramowitz, N.      240
Addition theorem, for Legendre polynomials      348 531p see
Adiabatic invariant      602
Adiabatic perturbation      594 603p
Adiabatic process      62p
Adiabatic theorem      594
Airy functions      240 249p
Alkali metals      518
Alkali metals, electronic distributions for      517
Alkaline earths      518
Alpha decay, nuclear      248p
Ammonia molecule      591p
Angular momentum and rotation      328 341p 365
Angular momentum classical      9ff 26p
Angular momentum, addition of      345ff 353ff
Angular momentum, commutator relations for      311
Angular momentum, eigenstates of      326
Angular momentum, eigenvalues of      318ff
Angular momentum, Hermiticity of      317p
Angular momentum, matrices for      442ff
Angular momentum, orbital plus spin      491ff
Angular momentum, quantum      309ff
Angular momentum, uncertainty relations and      313 340p
Anharmonic oscillator      555p
Annihilation operator      183ff 438
Anticommutator      see "Jordan — Wigner anticommutation rules"
Antisymmetric operator      427
Antisymmetric state      296 512
Balmer series      40
Band gap      see "Energy bands"
Band structure      see "Energy bands
Bardeen, J.      541
Basis      419ff
Baym, G.      518
Belinfante, E      57
Bell, J.      57
Bessel functions      379p
Bessel's equation      379p 393
Bessel's inequality      106p
Beta decay      162 600p
Bethe, H. A.      58
Blackbody radiation      29ff 61p
Bloch wavefunctions      268ff 281p 283p
Bloch's theorem      269
Bogoliubov, N. N.      547
Bohm, D.      57
Bohr Atomic Model      38ff 407p 464p 532p
Bohr frequency      411
Bohr magneton      457 459
Bohr radius      39 395 406p
Bohr — Sommerfeld quantization rule      243 407p
Boltzmann distribution      58p 587 590
Boltzmann statistics      547
Born approximation      621 625p
Born approximation, standard form of      623
Born postulate      53 68
Born — Fock theorem      596
Born — Oppenheimer approximation      532
Borowitz, S.      77
Bose commutation rules      637
Bose — Einstein condensation      539
Bose — Einstein distribution      591p 638
Boson      511 535
boundary conditions      204 390 419
Box, energy representation for      430
Box, one-dimensional      86ff 555p
Box, three-dimensional (table)      393
Box, two-dimensional      294ff
Bragg reflection      277ff
Brillouin, L.      232
Broken symmetries      167
Calcium energy levels      530
Calcium P states      527
Canonical distribution      487p
Canonical transformation      440p
Canonical variables      17 440p
Cauchy sequence      95 106p
Cauchy — Schwartz inequality      106p
Causality      637
Center of mass      384 391p
Center-of-mass frame      617 621p
Central field approximation      514
Central potential      384
Charge density      405 570p
Chopped wave      149
Circulation, quantum      548
Classical trajectory      174p
Clauser, J.      58
Clebsch — Gordon coeffcients      349 352p 499
Coherent photons      589
Cold emission      247p
Column-vector representation      420
Commutator relations      124ff 140p
Commutator relations and uncertainty principle      134ff 136p 141p
Compatible operators      52 440p
Complementary variables      52 68
Complete sequence      106p 425p
Complete set of commuting operators      137ff 202 424
Complete space      106p
Complex variables      26p
Compton effect      49p
Compton effect and wavelength      50p
Conduction in solids      291ff
Conservation principle of angular momentum      166
Conservation principle of energy      164
Conservation principle of momentum      165
Conservation principle of parity      167
Constants of the motion      11 160 163
Constants, physical      642
Contact potential      36
Continuity conditions      73 390 614
Continuity equation      206
Cooper pairs      541
Cooper, L. N.      541
Coordinate representation      70 633
Coordinates cyclic      12
Coordinates generalized      3
Coordinates good      3
Coordinates, canonical      5 17
Correspondence principle      91 156 254p
Correspondence principle, angular momentum      378p
Correspondence principle, harmonic oscillator      192ff
Correspondence principle, hydrogen atom      408p
Correspondence principle, radiation law      588
Correspondence principle, rigid-sphere scattering      616
Correspondence principle, WKB method      232ff
Coulomb interaction energy      526
Coulomb potential, shielded      624
Coupled representation      347 351 437 478
covalent bond      534
Creation operator      183ff 438
Cross section, diffrential      607
Cross section, total      607
Current density      206ff 210p 368p
Current density, divergence of      376p
Cyclotron frequency      381
Davisson — Germer experiment      45
de Broglie hypothesis      44
de Broglie wavelength      44 46
de Broglie wavelength, and WKB method      232
de Broglie wavelength, electron      48p
de Broglie wavelength, proton      48p
Degeneracy      131ff 139 590
Degeneracy of hydrogen energies      399 408p
Degeneracy quantum      547p
Degeneracy symmetry      298 302
Degeneracy, accidental      298 300p
Degeneracy, exchange      294
Degenerate perturbation theory      560 565
Degrees of freedom      5
Delta function      see "Dirac delta function"
Density of states      60p 62p 591p
Density operator      482
Density operator and equation of motion      483 604p
Determinism      51
Deuterium molecule      344p 535 538p 539p
Deuterium molecule, nuclear component wavefunction for      537
Deuterium molecule, rotational modes of      535
Deuteron      265p 392p
DeWitt, B.      70
Diagonal matrices      422 434p
Diagonalization      421 44lp
Diagonalization of submatrix      561
diamond      292
Dicke, R. H.      486
Diffaction      304p
Dipole radiation      412
Dirac delta function      70ff 155
Dirac delta function in Cartesian coordinates      639
Dirac delta function in cylindrical coordinates      641
Dirac delta function in spherical coordinates      640
Dirac equation      156
Dirac notation      93ff
Distribution function      541
Doppler shift      547p
Drift velocity      see "Velocity drift"
Dumbbell, rigid      see "Rotator rigid"
effective mass      271
Effective potential      387 388
Ehrenfest's principle      58 166
Einstein A and В coeffcients      586
Einstein — Podolsky — Rosen paradox      489p
Einstein, photoelectric theory of      34
Electronic distributions in atoms, table of      516
energy bands      275 283p 520p 574 575p
energy gaps      274ff 547
Energy operator      67 103 436
Ensemble      109
Ensemble, average      109 483
entropy      61p 540
Equipartition hypothesis      59p
Estle, T.      517
Exchange binding      532
Exchange energy      526
Exchange operator      476 510 514p
Exchange symmetry      510
Excitations in liquid helium      545
Exclusion principle      35 204 512 517 523 539
expectation value      73
Expectation value time development of      159ff
Fermi energy      35 62p 293
Fermi energy of copper      63p
Fermi energy of sodium      63p
Fermi sea      36
Fermi — Dirac distribution      638
Fermi's golden rule      see "Golden rule"
Fermi, E.      584
Fermion      511
Feshbach, H.      575
Feynman, R.      77 461 545
Fine structure      see "Hydrogen atom"
Fine-structure constant      41p 51p 501
Fleischmann, H. H.      369
Fock, V.      596
Forbidden domain      24ff
Forbidden domain, central potential of      388 389
Fraga, S.      518
Frauenfelder, H.      167
Free particle in Cartesian coordinates      359ff
Free particle in spherical coordinates      365ff
Free-particle propagator      152 157p
Freedman, S.      58
Frohlich, H.      542
Function space      95
Function space, complete      95 106p
Function space, linear      95
Gasiorowicz, S.      532
Gaussian distribution      75
Gaussian wave packet      151 158p
Germanium      292
Goertzel, G.      271 375
Goffan, C.      96
Golden Rule      583
Golden rule and Born approximation      621
Goldstein, H.      17
Good quantum numbers      138 440p 479p
Good variables      138
Goodstein, D. L.      545
Gordon, J. P.      589
Gottfried, K.      70 330
Gradshteyn, I. S.      398
Gravitation      36p 400p
Green's theorem      370p
Group property      429p
Halogens      518 548p
Hamilton's equations      11 12 17 22p
Hamiltonian classical      12ff 16 49p
Hamiltonian perturbation      550
Hamiltonian quantum      67 380 383 466
harmonic oscillator      179ff 415p
Harmonic oscillator in electric field      60lp
Harmonic oscillator in energy representation      437ff
Harmonic oscillator in momentum space      199ff
Harmonic oscillator, excited states of      189
Harmonic oscillator, ground state of      188
Harmonic oscillator, matrices of      437ff
Harmonic oscillator, representation of radiation field      592p
Harmonic oscillator, spectrum of      186
Harmonic oscillator, two-dimeasional      300ff 564
Harmonic perturbation      579
Harmonic perturbation and Born approximation      621
Harris, E. G.      410
Heat capacity of liquid helium      543
Heavy hydrogen      406p see
Heisenberg's uncertainty relation      51ff 136p
Heisenberg's uncertainty relation for energy-time      581
Heisenberg's uncertainty relation for temperature-space      540 546p
Helium      523ff
Helium II      543 548p
Helium, ionization energy of      527
Helium, isotope of      545
Helium, singly ionized      406p
Henley, E.      167
Hermite polynomials      189 195p 382
Hermite's equation      189 198p
Hermitian adjoint      101 427
Hermitian operators      100 104ff
Hidden variables      57
High-frequency limit      582
Hilbert space      94ff 334 341p
Hilbert space, superposition principle and      113ff
hole      293 548p
Huang, K.      487
Hund's rules      520
Hydrogen atom      8 394ff 601p
Hydrogen atom, eigenenergies of      40 400
Hydrogen atom, eigenstates of      400
Hydrogen atom, fine-structure      501
Hydrogen atom, ground-state      401
Hydrogen atom, radial wavefunction of      394 403
Hydrogen chloride molecule, rotational modes of      325p
Hydrogen chloride molecule, vibrational modes of      325p
Hydrogen chloride, rotational modes of      325p
Hydrogen chloride, vibrational modes of      185 325p
hydrogen molecule      532ff
Hydrogen molecule, nuclear component wavefunction of      537
Hydrogen molecule, potential of      534
Hydrogen molecule, rotational modes of      539p
Hydrogenic atoms      394
Ideal gas      61p
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