The energy levels of the Klein–Gordon equation in hyper-radial space under the Deng-Fan
potential energy function are studied by the SWKB and WKB approximation methods. We …

Based on the improved Rosen-Morse oscillator for describing the internal vibration of a
molecule, we establish an explicit representation of molar entropy for gaseous substances …

We solve the D-dimensional Klein–Gordon equation with a newly proposed generalized
hyperbolic potential model, under the condition of equal scalar and vector potentials. The …

The N-radial Schrödinger equation is analytically solved by using the SUSYQM method, in
which the heavy-quarkonia potential is introduced at finite temperature and baryon chemical …

The dissociation energy and equilibrium bond length as explicit parameters are used to
establish an improved five-parameter exponential-type potential energy model for diatomic …

By employing the dissociation energy and the equilibrium internuclear distance for a
diatomic molecule as explicit parameters, we construct an improved Pöschl–Teller potential …

Based on the modified Rosen-Morse oscillator in the description of the internal vibration of a
molecule, we propose an explicit representation of molar enthalpy for gaseous diatomic …

In this study, we investigate the thermodynamic and optical properties of some diatomic
molecules modelled by Kratzer potential under external magnetic field and topological …

In this paper, we employed the quasi-particle (QP) Debye mass at finite baryonic chemical
potential which can be used in the medium modified heavy quark potential to solve the N …

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) …