Quantum Mechanics
The English translation of Osnovy kvantovol mekhaniki has been made from the third and fourth Russian editions. These contained a number of important additions and changes as compared with the first two editions. The main additions concern collision theory, and applications of quantum mechanics to t...
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Format: | eBook |
Language: | English |
Published: |
Dordrecht
Springer Netherlands
1964, 1964
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Edition: | 1st ed. 1964 |
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Online Access: | |
Collection: | Springer Book Archives -2004 - Collection details see MPG.ReNa |
Table of Contents:
- I. Foundations of Quantum Theory
- II. Foundations of Quantum Mechanics
- III. Representation of Mechanical Quantities by Operators
- IV. Change of State with Time
- V. Change of Mechanical Quantities with Time
- VI. The Relation Between Quantum Mechanics, Classical Mechanics and Optics
- VII. Basic Theory of Representations
- VIII. Theory of the Motion of Microparticles in a Field of Potential Forces
- IX. Motion of a charged Microparticle in an Electromagnetic Field
- X. Intrinsic Angular Momentum and Magnetic Moment of the Electron. Spin
- XI. Perturbation Theory
- XII. Simple Applications of Perturbation Theory
- XIII. Collision Theory
- XIV. Theory of Quantum Transitions
- XV. Emission, Absorption and Scattering of Light by Atomic Systems
- XVI. The Passage of Microparticles Through Potential Barriers
- XVII. The Many-Body Problem
- XVIII. Simple Applications of the Theory of Motion of Many Bodies
- XIX. Systems of Identical Microparticles
- XX. Second Quantisation and Quantum Statistics
- XXI. Multi-Electron Atoms
- XXII. Formation of Molecules
- XXIII. Magnetic Phenomena
- XXIV. The Atomic Nucleus
- XXV. Conclusion
- Appendices
- I. The Fourier transformation
- II. Eigenfunctions when there is degeneracy
- III. Orthogonality and normalisation of eigenfunctions of the continuous spectrum. The ?-function
- IV. The significance of commutability of operators
- VI. Hamilton’s equations
- VII. Schrödinger’s equation and the equations of motion in curvilinear co-ordinates
- VIII. Conditions on the wave function
- IX. The solution of the oscillator equation
- X. An electron in a uniform magnetic field
- XI. Jacobi co-ordinates
- References