In this work, we investigate the behaviour of Dirac particles in a class of Gödel-type space-
time backgrounds in the presence of non-minimal coupling of the gravitational field with …

Abstract The Tietz-Hua potential is modified by the inclusion of D_ e\left (C_ h-1 1-C_ he^-b_
h\left (r-r_ e\right)\right) be^-b_ h\left (r-r_ e\right) D e C h-1 1-C he-bhr-rebe-bhr-re term to …

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

The effects of temperature and upper bound vibrational quantum number on the
thermodynamic properties of Mobius square plus generalized Yukawa potential model are …

The Pekeris approximate scheme is introduced to deal with the centrifugal term in a Dirac
equation with the deformed Hylleraas plus Woods-Saxon (DHWS) potential model. The …

We study the total transmission of quantum particles satisfying the Klein-Gordon equation
through a potential barrier based on the classical wave propagation theory. We deduce an …

The scattering and bound states of relativistic spinless particles with position-dependent
mass are investigated in the framework of the improved Frost-Musulin potential, which is …

A solution of the radial Schrödinger equation for an improved Tietz potential function was
obtained using the concept of the supersymmetric approach. The energy equation obtained …

The relativistic solutions of the Klein‐Gordon equation comprising an interaction of the
generalized inversely quadratic Yukawa potential mixed linearly with the hyperbolic …

In this article, we investigate the relativistic quantum dynamics of a scalar particle without
any potentials in (1+ 2)-dimensions Gurses space–time (Gurses, 1994), a perfect fluid …