內容簡介

THE previous edition of this volume was the last book on which I worked together with my teacher L. D. Landau. The revision and expansion that we then carried out was very considerable, and affected every chapter.
For the third edition, naturally, much less revision was needed. Nevertheless, a fair amount of new material has been added, including some more problems, and relating both to recent research and to earlier results that have now become of greater significance.
 

目錄

From the Preface to the first English edition
Preface to the second English edition
Preface to the third Russian edition
Editor’’s Pretace to the Iburth Russian edition
Notation
Ⅰ. THE BASIC CONCEPTS OF QUANTUM MECHANICS
　1. The uncertainty principlc
　2. The principle of superposition
　3. Operators
　4. Addition and multiplication of operators
　5. The continuous spectrum
　6. The passage to the limiting case of classical mechanica
　7. The wave function and measurements
Ⅱ. ENERGY AND MOMENTUM
　8.The Hamiltonian operator
　9. The differentiation of operators with respect to time
　10. Stationary states
　11. Matrices
　12. Transformation of matrices
　13. The Heisenberg representation of operators
　14. The density matrix
　15. Momentum
　16. Uncertainty relations
Ⅲ. SCHRODINGER’’S EQUATION
　17 Schrodinger’’s equation
　18. The fundamental properties of Schrodinger’’s equation
　19. The current density
　20. The variational principle
　21. General properties of motion in one dimension
　22. The potential well
　23. The linear oscillator
　24. Motion in a homogeneous field
　25. The transmission coefficient
Ⅳ. ANGULAR MOMENTUM
26. Angular momentum
27. Eigenvalues of the angular momcntum
28. Eigenfunctions of the angular momentum
　29.Matrix elements of vectors
　30.Parity of a state
　31.Addition of angular momenta
Ⅴ. MOTION IN A CENTRALLY SYMMETRIC FIELD
　32. Motion in a centrally symmetric field
　33. Spherical waves
　34. Resolution of a plane wave
　35. Fall of a particle to the centre
　36. Motion in a Coulomb field (spherical polar coordinates)
　37. Motion in a Coulomb field (parabolic coordinates)
　VI. PERTURBATION THEORY
　38. Perturbations indcpendent of time
　39. The secular equation
　40. Perturbations depending on time
　41. Transitions under a perturbation acting for a finite time
　42. Transitions under the action of a periodic perturbation
　43. Transitions in the continuous spectrum
　44. The uncertainty relation for energy
　45. Potential energy as a perturbation
Ⅶ. THE QUASI-CLASSICAL CASE
　46. The wave function in the quasi-classical case
　47. Boundary conditions in the quasi-classical case
　48. Bohr and Sommerfeld’’s quantization rule
　49. Quasi-classical motion in a centrally symmetric field
　50. Penetration through a potential barricr
　51. Calculation of the quasi-classical matrix elements
　52. The transition probability in the quasi-classical case
　53. Transitions under the action of adiabatic perturbations
Ⅷ SPIN
　54. Spin
　55. The spin operator
　56. Spinors
　57. The wave functions of particles with arbitrary spin
　58. The operator of finite rotations
　59. Partial polarization of particles
　60. Time reversal and Kramers’’ theorem
Ⅸ. IDENTITY QF PARTICLES
　61. The principle of indistinguishability of similar particles
　62. Exchangc interaction　
　……
Ⅹ THE ATOM
Ⅺ THE DIATOMIC MOLECULE
XII THE THEORY OF SYMMETRY
XIII POLYATOMIC MOLECULES
XV MOTION IN A MAGNETIC FIELD
XVI NUCLEAR STRUCTURE
XVII. ELASTIC COLLISIONS
XVIII INELASTIC COLLISIONS
MATHEMATICAL APPENDICES
Index
看更多
網路書店 類別 折扣 價格
  1. 博客來網路書店
    新書
    87折
    $449