Potential scattering in atomic physics
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Bibliographic Information
Potential scattering in atomic physics
Plenum Press, c1977
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National Institutes of Natural Sciences Okazaki Library and Information Center図
429.5/B929111933215
Note
Bibliography: p. 131-133
Includes index
Description and Table of Contents
Description
This monograph was written while the author was a visitor at the Center for Theoretical Studies at the University of Miami, Coral Gables, Florida. The author wishes to thank Professor Behram Kursunoglu for the warm hospitality extended to him at the Center and to acknowledge the many interesting and fruitful discussions which he had with other visitors and with members of staff at the Center. Philip G. Burke v Contents 1. Introduction...1 2. Scattering by a Short-Range Potential...5 3. Scattering by a Coulomb Potential...11 4. Scattering by a Spin-Orbit Potential ..." 17 5. Scattering by One-Electron Atoms...23 6. Low-Energy Effective-Range Theory...39 7. Bound States and Resonances...55 8. Variational Methods and Bound Principles...75 9. Integral Equation Methods and the Born Approximation...97 10. Semiclassical and Eikonal Methods ...117 Appendix. The Coupling of Angular Momenta ...127 References...131 Index ...135 vii 1 Introduction In this monograph we study the scattering of a particle by a potential field with particular reference to elastic electron scat- tering by a neutral atom or by an ion.
This subject is clearly of interest in its own right as a branch of quantum mechanical scattering theory. However, it also serves as an introduction to many of the basic theoretical concepts which are used in inelastic electron scattering and ionization. Consequently this mono- graph can be viewed as an introduction to texts where these subjects are treated.
Table of Contents
1. Introduction.- 2. Scattering by a Short-Range Potential.- 3. Scattering by a Coulomb Potential.- 4. Scattering by a Spin-Orbit Potential.- 5. Scattering by One-Electron Atoms.- 6. Low-Energy Effective-Range Theory.- 7. Bound States and Resonances.- 8. Variational Methods and Bound Principles.- 9. Integral Equation Methods and the Born Approximation.- 10. Semiclassical and Eikonal Methods.- Appendix. The Coupling of Angular Momenta.- References.
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