Introduction to quantum mechanics
著者
書誌事項
Introduction to quantum mechanics
Longman Scientific & Technical , Wiley, 1989
- : us
- : uk
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注記
Bibliography: p. 694-695
Includes index
内容説明・目次
内容説明
This volume discusses the principles of non-relativistic quantum mechanics, featuring a variety of approximation methods and the application of these methods to simple systems occuring in atomic, nuclear and solid state physics. In conclusion the authors discuss some of the difficulties that arise in the interpretation of quantum theory. Problem sets are provided to cover the most important topics and so help the student to monitor his understanding of the theory.
目次
- Part 1 Origins of quantum theory: the Compton effect
- the Stern-Gerlach experiment
- De Broglie's hypothesis. Part 2 The wave function and the Heisenberg uncertainty principle. Part 3 The Schrodinger equation and the Ehrenfest theorem. Part 4 One-dimensional examples. Part 5 The formalism of quantum mechanics. Part 6 Angular momentum. Part 7 The Schrodinger equation in three dimensions. Part 8 Approximation methods for stationary problems. Part 9 Approximation methods for time-dependent problems. Part 10 Several and many particle systems. Part 11 The interaction of quantum systems with radiation. Part 12 The interaction of quantum systems with external electrical and magnetic fields. Part 13 Quantum collision theory. Part 14 Quantum statistics. Part 15 Further applications of quantum mechanics: the van der Waals interaction. Part 16 Measurement and interpretation: the Einstein Rosen Podolsky paradox
- Bell's theorem. Appendix: Fourier integrals and the Dirac delta function
- WKB connection formulae.
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