Bound State Solution of Dirac Equation for Generalized P?schl-Teller plus Trigomometric P?schl-Teller Non- Central Potential Using SUSY Quantum Mechanics

摘要

The bound state solution of the Dirac equation for generalized P?schlTeller and trigonometric P?schl-Teller non-central potentials was obtained using SUSY quantum mechanics and the idea of shape invariance potential. The approximate relativistic energy spectrum was expressed in the closed form. The radial and polar wave functions were obtained using raising and lowering of radial and polar operators. The orbital quantum numbers were found from the polar Dirac equation, which was solved using SUSY quantum mechanics and the idea of shape invariance.