The Nonrelativistic Ground State Energy Spectra of Potential Counting Coulomb and Quad-ratic Terms in Non-commutative Two Dimensional Real Spaces and Phases

A novel theoretical study for the exact solvability of nonrelativistic quantum spectrum systems for potential containing coulomb and quadratic terms is discussed used both Boopp’s shift method and standard perturbation theory in both noncommutativity two dimensional real space and phase (NC-2D: RSP...

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Main Author: Abdelmadjid Maireche
Format: Article
Language:English
Published: Sumy State University 2016-03-01
Series:Журнал нано- та електронної фізики
Subjects:
Online Access:http://jnep.sumdu.edu.ua/download/numbers/2016/1/articles/jnep_2016_V8_01021.pdf
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author Abdelmadjid Maireche
author_facet Abdelmadjid Maireche
author_sort Abdelmadjid Maireche
collection DOAJ
description A novel theoretical study for the exact solvability of nonrelativistic quantum spectrum systems for potential containing coulomb and quadratic terms is discussed used both Boopp’s shift method and standard perturbation theory in both noncommutativity two dimensional real space and phase (NC-2D: RSP), it has been observed that the exact corrections for the ground states spectrum of studied potential was depended on two infinitesimals parameters and which plays an opposite rolls, and we have also constructed the corresponding noncommutative anisotropic Hamiltonian.
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series Журнал нано- та електронної фізики
spelling doaj-art-2d8d2b0fc6e942e9bc45163ea4b1e5c92025-08-20T02:24:04ZengSumy State UniversityЖурнал нано- та електронної фізики2077-67722016-03-018101021-101021-6The Nonrelativistic Ground State Energy Spectra of Potential Counting Coulomb and Quad-ratic Terms in Non-commutative Two Dimensional Real Spaces and PhasesAbdelmadjid Maireche0Laboratory of Physics and Chemical Materials, Physics Department, Sciences faculty, University of M’sila, M’sila, AlgeriaA novel theoretical study for the exact solvability of nonrelativistic quantum spectrum systems for potential containing coulomb and quadratic terms is discussed used both Boopp’s shift method and standard perturbation theory in both noncommutativity two dimensional real space and phase (NC-2D: RSP), it has been observed that the exact corrections for the ground states spectrum of studied potential was depended on two infinitesimals parameters and which plays an opposite rolls, and we have also constructed the corresponding noncommutative anisotropic Hamiltonian.http://jnep.sumdu.edu.ua/download/numbers/2016/1/articles/jnep_2016_V8_01021.pdfPotential containing coulomb and quadratic termsNoncommutative space and phaseBoopp’s shift metho
spellingShingle Abdelmadjid Maireche
The Nonrelativistic Ground State Energy Spectra of Potential Counting Coulomb and Quad-ratic Terms in Non-commutative Two Dimensional Real Spaces and Phases
Журнал нано- та електронної фізики
Potential containing coulomb and quadratic terms
Noncommutative space and phase
Boopp’s shift metho
title The Nonrelativistic Ground State Energy Spectra of Potential Counting Coulomb and Quad-ratic Terms in Non-commutative Two Dimensional Real Spaces and Phases
title_full The Nonrelativistic Ground State Energy Spectra of Potential Counting Coulomb and Quad-ratic Terms in Non-commutative Two Dimensional Real Spaces and Phases
title_fullStr The Nonrelativistic Ground State Energy Spectra of Potential Counting Coulomb and Quad-ratic Terms in Non-commutative Two Dimensional Real Spaces and Phases
title_full_unstemmed The Nonrelativistic Ground State Energy Spectra of Potential Counting Coulomb and Quad-ratic Terms in Non-commutative Two Dimensional Real Spaces and Phases
title_short The Nonrelativistic Ground State Energy Spectra of Potential Counting Coulomb and Quad-ratic Terms in Non-commutative Two Dimensional Real Spaces and Phases
title_sort nonrelativistic ground state energy spectra of potential counting coulomb and quad ratic terms in non commutative two dimensional real spaces and phases
topic Potential containing coulomb and quadratic terms
Noncommutative space and phase
Boopp’s shift metho
url http://jnep.sumdu.edu.ua/download/numbers/2016/1/articles/jnep_2016_V8_01021.pdf
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