Journal of Physics: Theories and Applications
Vol 1, No 1 (2017): Journal of Physics: Theories and Applications

Analytical solution of energy eigen value, eigen function and angular wave function of Dirac equation with Rosen Morse plus Rosen Morse potential in terms of Romanovski polynomials for exact spin symmetry

Ihtiari Prasetyaningrum (Postgraduate Student of Physics Department Sebelas Maret University)
C Cari (Physics Department Sebelas Maret University)
A Suparmi (Physics Department Sebelas Maret University)

Article Info

Publish Date
08 Mar 2017

Abstract

The energy eigenvalues and eigenfunctions of Dirac equation for Rosen Morse plus Rosen Morse potential are investigated numerically in terms of finite Romanovsky Polynomial. The bound state energy eigenvalues are given in a closed form and corresponding eigenfunctions are obtained in terms of Romanovski polynomials. The energi eigen value is solved by numerical method with Matlab 2011.

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Journal Info
Journal of Physics: Theories and Applications
Website

Abbrev

jphystheor-appl

Publisher

Universitas Sebelas Maret

Subject

Education Materials Science & Nanotechnology Physics

Description

Journal of Physics: Theories and Applications (cited as J. Phys.: Theor. Appl.) is a peer-reviewed and open access journal, which is published twice a year by Physics Department, Sebelas Maret University. The journal is designed to serve researchers, developers, professionals, graduate students and ...