17 citations · 32 across the 6 of their papers we have counts for
7 papers
Relativistic bound-state solutions for a non-central Schi{ö}berg-type hyperbolic potential with double ring-shaped angular terms
Shakir. M. Nagiyev, Vatan H. Badalov
Singular interactions can reshape quantum spectra by changing admissible wavefunction domains. In this study, we investigate this mechanism in the Klein--Gordon equation for a non-…
Thermodynamic Properties of Diatomic Molecules from the Frost-Musulin Potential
Mohammadjavad Parsanasab, Reza Khordad, Meysam Asadipour +2
In this study, we present a quantum-statistical analysis of H and LiH diatomic molecules within the Frost--Musulin potential framework. By combining the analytical bound-state…
Dirac Equation Solution with Generalized tanh-Shaped Hyperbolic Potential: Application to Charmonium and Bottomonium Mass Spectra
V. H. Badalov, A. I. Ahmadov, E. A. Dadashov +1
In this study, we present an analytical solution of the Dirac equation in a generalized tanh-shape hyperbolic potential, which allows us to unify various well-known quantum potenti…
Spectra of Heavy Quarkonia in a Magnetized-Hot Medium in the Framework of Fractional Non-relativistic Quark Model
M. Abu-shady, A. I. Ahmadov, H. M. Fath-Allah +1
In the fractional nonrelativistic potential model, the decomposition of heavy quarkonium in a hot magnetized medium is investigated. The analytical solution of the fractional radia…
The bound state solutions of the -dimensional Schrödinger equation for the Woods-Saxon potential
V. H. Badalov
In this work, the analytical solutions of the -dimensional Schrödinger equation are studied in great detail for the Wood-Saxon potential by taking advantage of the Pekeris appro…
Bound states of the -dimensional Schrödinger equation for the generalized Woods-Saxon potential
V. H. Badalov, B. Baris, K. Uzun
In this paper, the approximate analitical solutions of the hyper-radial Schrödinger equation are obtained for the generalized Wood-Saxon potential by implementing the Pekeris appro…
Analytical solutions of the -dimensional Schrödinger equation with the Woods-Saxon potential for arbitrary state
V. H. Badalov, H. I. Ahmadov
In this work, the analytical solution of the hyper-radial Schrödinger equation for the spherical Woods-Saxon potential in D dimensions is presented. In our calculations, we have ap…