Symmetry plays a fundamental role in physics. The quasi-degeneracy between single-
particle orbitals (n, l, j= l+ 1/2) and (n− 1, l+ 2, j= l+ 3/2) indicates a hidden symmetry in …

Nuclear structure models built from phenomenological mean fields, the effective nucleon–
nucleon interactions (or Lagrangians), and the realistic bare nucleon–nucleon interactions …

Within the framework of non-relativistic quantum mechanics via the Nikiforov-Uvarov (NU)
method, we obtained the energy eigenvalues and the corresponding normalized …

By using the wave function ansatz method, we study the energy eigenvalues and wave
function for any arbitrary m-state in two-dimensional Schrödinger wave equation with …

We present a simple formula for finding bound state solution of any quantum wave equation
which can be simplified to the form of Ψ''(s)+(k_1-k_2s) s (1-k_3s) Ψ'(s)+(As^ 2+ Bs+ C) s^ 2 …

We present a more general form of the Schrödinger equation in curved space by introducing
the magnetic fields. Further, we solve the non-relativistic wave equation with the radial …

In this study, we present the relativistic and non‐relativistic solutions of the Dirac equation
with the spin symmetry for the generalized Cornell potential (GCP) using the wave function …

In this work, the thermodynamic properties of the nitrogen have been theoretically studied
and compared with experimental data. To this end, we have solved the Dirac equation with …

We investigate the influence of a screw dislocation on the energy levels and the
wavefunctions of an electron confined in a two-dimensional pseudoharmonic quantum dot …

We address the behavior of the Dirac equation with the Killingbeck radial potential including
the external magnetic and Aharonov-Bohm (AB) flux fields. The spin and pseudo-spin …