Volume 60, Issue 7 pp. 1217-1221

Partial waves in the nonspherical case

T. Levitina

Corresponding Author

T. Levitina

Quantum Chemistry Group for Research in Atomic, Molecular and Solid State Physics, Uppsala University, Box 518, S-751 20 Uppsala, Sweden

Department of Numerical Methods, Computing Center of Russian Academy of Sciences, Vavilova str. 40, 117967 Moscow GSP-1, RussiaSearch for more papers by this author
E. J. Brändas

E. J. Brändas

Quantum Chemistry Group for Research in Atomic, Molecular and Solid State Physics, Uppsala University, Box 518, S-751 20 Uppsala, Sweden

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Abstract

Many quantum mechanical problems are separable in one or several of the standard classifications of general coordinate systems. The associated solution is most conveniently evaluated using expansions in Lamé wave functions. We give here some preliminary numerical results displaying the continuous distortion of an s-, p-, and d-wave spherical harmonic. The results indicate rather surprising features which may be useful in general quantum mechanical contexts. © 1996 John Wiley & Sons, Inc.

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