Eigenvalues and Functions for a Modified Coulomb Potential

摘要

The Schrodinger equation for a single electron in the field of a point charge Z2e and of a charge Z1e distributed uniformly over a concentric sphere of radius R is solved numerically for various values of the parameters Alpha = Z1/Z2 and X = Z2R. The energy eigenvalues for the 2s, 2p, 3s, 3p, 3d states are tabulated for Alpha = -0.75(0.25)1.0 and X = 0(2)20. (Author)