By employing the improved Greene–Aldrich approximation scheme to deal with the
centrifugal term, we solve approximately the Klein–Gordon equation with the improved …

By employing the Pekeris-type (or a new improved approximation) to deal with the (pseudo
or) centrifugal term, we solve the Klein–Gordon and Dirac equations with equally mixed …

In this study, the Klein–Gordon equation for the newly proposed generalized Morse potential
(GMP) was solved using the newly proposed Nikiforov–Uvarov-functional analysis (NUFA) …

By employing the concept of conformable fractional Nikiforov–Uvarov (NU) method, we
solved the fractional Schrödinger equation with the Morse potential in one dimension. The …

The supersymmetric approach is employed to calculate any ℓ-state solutions of the Klein–
Gordon equation in the non-relativistic limit of potential V with a combined potential by using …

By using the basic supersymmetric quantum mechanics concepts and formalism, the energy
eigenvalue equation and the corresponding wave function of the Klein–Gordon equation …

Abstract We solve the Klein–Gordon equation with the Morse potential energy model to
obtain the relativistic bound state energy equation in D spatial dimensions. We find that the …

An approximate analytic solution of the Klein–Gordon equation with equal vector and scalar
Morse potential for the arbitrary angular momentum values is presented. The corresponding …

In this article, we carried out a comprehensive study of the analytical solutions of the 2D
Schrödinger equation for a new Morse interacting potential. Using Nikiforov–Uvarov method …

The parametric Nikiforov–Uvarov approach and the Greene–Aldrich approximation scheme
were used to achieve approximate analytical solutions to the Schrödinger equation …