The Information-Theoretic Treatment of Spinless Particles with the Assorted Diatomic Molecular Potential

The relativistic solutions of the Klein-Gordon equation comprising an interaction of the generalized inversely quadratic Yukawa potential mixed linearly with the hyperbolic Schiöberg molecular potential is achieved employing the idea of parametric Nikiforov-Uvarov and the Greene-Aldrich approximatio...

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Main Author: Muhammad Roshanzamir
Format: Article
Language:English
Published: Wiley 2022-01-01
Series:Advances in High Energy Physics
Online Access:http://dx.doi.org/10.1155/2022/6621156
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author Muhammad Roshanzamir
author_facet Muhammad Roshanzamir
author_sort Muhammad Roshanzamir
collection DOAJ
description The relativistic solutions of the Klein-Gordon equation comprising an interaction of the generalized inversely quadratic Yukawa potential mixed linearly with the hyperbolic Schiöberg molecular potential is achieved employing the idea of parametric Nikiforov-Uvarov and the Greene-Aldrich approximation scheme. The energy spectra and the corresponding normalized wave functions are derived regarding the hypergeometric function in a closed form for arbitrary ℓ-state. Numerical results of the energy eigenvalue are proposed. Moreover, special circumstances of this potential are reviewed, and their energy eigenvalues were assessed. Subsequently, the Tsallis entropy and Rényi entropy both in position and momentum spaces are defined under the desired potential. The impacts of these entropies on the angular momentum quantum number are explored in detail.
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series Advances in High Energy Physics
spelling doaj-art-9e334c1d13e24454ab049406581caf8b2025-02-03T01:08:58ZengWileyAdvances in High Energy Physics1687-73652022-01-01202210.1155/2022/6621156The Information-Theoretic Treatment of Spinless Particles with the Assorted Diatomic Molecular PotentialMuhammad Roshanzamir0Division of Elementary Particles and Field TheoryThe relativistic solutions of the Klein-Gordon equation comprising an interaction of the generalized inversely quadratic Yukawa potential mixed linearly with the hyperbolic Schiöberg molecular potential is achieved employing the idea of parametric Nikiforov-Uvarov and the Greene-Aldrich approximation scheme. The energy spectra and the corresponding normalized wave functions are derived regarding the hypergeometric function in a closed form for arbitrary ℓ-state. Numerical results of the energy eigenvalue are proposed. Moreover, special circumstances of this potential are reviewed, and their energy eigenvalues were assessed. Subsequently, the Tsallis entropy and Rényi entropy both in position and momentum spaces are defined under the desired potential. The impacts of these entropies on the angular momentum quantum number are explored in detail.http://dx.doi.org/10.1155/2022/6621156
spellingShingle Muhammad Roshanzamir
The Information-Theoretic Treatment of Spinless Particles with the Assorted Diatomic Molecular Potential
Advances in High Energy Physics
title The Information-Theoretic Treatment of Spinless Particles with the Assorted Diatomic Molecular Potential
title_full The Information-Theoretic Treatment of Spinless Particles with the Assorted Diatomic Molecular Potential
title_fullStr The Information-Theoretic Treatment of Spinless Particles with the Assorted Diatomic Molecular Potential
title_full_unstemmed The Information-Theoretic Treatment of Spinless Particles with the Assorted Diatomic Molecular Potential
title_short The Information-Theoretic Treatment of Spinless Particles with the Assorted Diatomic Molecular Potential
title_sort information theoretic treatment of spinless particles with the assorted diatomic molecular potential
url http://dx.doi.org/10.1155/2022/6621156
work_keys_str_mv AT muhammadroshanzamir theinformationtheoretictreatmentofspinlessparticleswiththeassorteddiatomicmolecularpotential
AT muhammadroshanzamir informationtheoretictreatmentofspinlessparticleswiththeassorteddiatomicmolecularpotential