In this study, a conventional quantum mechanics in which the potential function is not specified but replaced by specifying four parameters Wilson-Racah orthogonal polynomials in the energy and physical parameter space was presented. The wave function is written as a bounded sum of elements of a complete basis with these polynomials as expansion coefficients. By... Continue here
The work examined some Coulomb-type potentials under the influence of magnetic field potential and some select thermodynamic functions. The combination of the chosen Coulomb-type potentials and the magnetic field formed the generalized potentials which were put into the time independent radial Schrodinger equation and solution for the energy eigenvalues obtained... Continue here