Bound states of a more general exponential screened Coulomb potential

Abstract

An alternative approximation scheme has been used in solving the Schrodinger equation to the more general case of exponential screened Coulomb potential, V(r)=-(a/r)\[1+(1+br)e^{-2br}]. The bound state energies of the 1s, $2s, and 3s-states, together with the ground state wave function are obtained analytically upto the second perturbation term.

14 pages

References in corpus (2)

• A perturbative treatment for the bound states of the Hellmann potential
• A perturbative treatment for the exponential-cosine-screened Coulomb potential

Cited by in corpus (2)

• Exact Solution of the Klein-Gordon Equation for the PT-Symmetric Generalized Woods-Saxon Potential by the Nikiforov-Uvarov Method
• An alternative simple solution of the sextic anharmonic oscillator and perturbed Coulomb problems