Exact solution of Klein-Gordon equation for generalized asymmetrical Hartmann potentials
Author(s): LI Zhong-Yong, GUO Jian-You
Pages: 231-235
Year: 2008 Issue: 1
Journal: JOURNAL OF ATOMIC AND MOLECULAR PHYSICS
Keyword: generalized asymmetrical Hartmann potential; Klein Gordon equation; bound states;
Abstract: Under the condition of an equal mixing of vector and scalar potentials, we have solved exactly the Klein Gordon equation in an asymmetrical generalized Hartmann potential. With the boundary conditions of bound states, we have obtained the corresponding energy spectrum via an expression and wave functions in terms of hypergeometric functions.
Pages: 231-235
Year: 2008 Issue: 1
Journal: JOURNAL OF ATOMIC AND MOLECULAR PHYSICS
Keyword: generalized asymmetrical Hartmann potential; Klein Gordon equation; bound states;
Abstract: Under the condition of an equal mixing of vector and scalar potentials, we have solved exactly the Klein Gordon equation in an asymmetrical generalized Hartmann potential. With the boundary conditions of bound states, we have obtained the corresponding energy spectrum via an expression and wave functions in terms of hypergeometric functions.
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