Exact Solution of the relativistic Schroedinger equation for the central potential

Abstract

A set of exact solutions of the relativistic Schroedinger equation for central potential ) , where a and b are parameters of the given potential are to be obtained by using a suitable ansatz. For each solution, a separate relation interrelating the parameters of the potential and the orbital angular momentum quantum no. . The eigenfunctions obtained here are normalizable. The fractional power potential is relevant in connection with quark model of hadrons and some other branches of physics like particle and nuclear physics.