Solutions of Relativistic Klein-Gordon Equation with Equal Scalar and Vector Shifted Hulthen plus Angle Dependent Potential

Abstract

We have solved approximately the relativistic Klein-Gordon equation under the special case of equal scalar and vector shifted Hulthen plus angle dependent potential using the  parametric form of NIkiforov-Uvarov method.  The energy eigenvalues and the corresponding  wave functions expressed in terms of a Jacobi polynomial are obtained. The effect of  the angle dependent part on the radial solution is also discussed. We have also discussed few special cases of this potential.

Keywords: relativistic Klein-Gordon equation, shifted Hulthen, angle dependent potential, parametric Nikiforov-Uvarov method, centrifugal term.

PACS: 03.65Ge; 03.65.Pm; 03.65.Fd; 03.65.-w.