Classical plane trajectories and their quantum analogs in a billiard and two spheroidal cavities
Part of the Lecture Notes in Physics book series (LNP, volume 256)
KeywordsSymmetric State Prolate Spheroid Prolate Ellipsoid Semiclassical Quantisation Oblate Case
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- 1).The litterature on the study of dynamical systems has grown tremendously in the last few years. A comprehensive survey is presented in several review articles by M.V. Berry, like: “Topics in nonlinear dynamics”, A.I.P. Conference proceedings, N.Y. (1978) 16; Les Houches, Session XXXVI (1981) North Holland, 171.Google Scholar
- 2).H.A. Erikson and E.L. Hill, Phys. Rev. 75 (1949) 29Google Scholar
- 3).K. Helfrich, Teoret. Chem. Acta (Berlin) 24 (1972) 271Google Scholar
- 4).M.V. Berry, Eur. J. Phys. 2 (1981) 91Google Scholar
- 5).P. Moon and D.E. Spencer, Field theory handbook, Springer Verlag (1961)Google Scholar
- 6).J.B. Keller and S.I. Rubinov, Ann. of Phys. 9 (1960) 24; 10 (1960) 303Google Scholar
- 7).R. Arvieu and Y. Ayant, to be published.Google Scholar
- 8).L. Landau and E. Lifshitz, Quantum Mechanics (MIR 1974) ch. VII-§-49Google Scholar
- 9).K.W. Ford, D.L. Hill, M. Wakano and J.A. Wheeler, Ann. of Phys. 7 (1959) 239Google Scholar
- 10).F. Brut and J. Carbonell, private communication.Google Scholar
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