Eigenfunctions and eigenvalues for Woods--Saxon potential

Authors:

JANAVIČIUS Arvydas Juozapas, JURGAITIS Donatas

AMS Classification:

00A71, 34E10, 00A79

Keywords:

differential equation, integral equations, perturbation theory

Abstract:

In this paper, the analytical solution of the Schr\"{o}dinger equation for the Woods-Saxon potential is obtained. The obtained solutions can be used for bound states calculations in the one-particle model of nucleus. Also, analytical eigenfunctions can be introduced like unperturbed solutions in potential representation method.

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Janavicius-Jurgaitis-07-pdf.pdf

Vol. 2 (10), 2007