Author:
Suparmi A,dan C Cari Dyah Ayu Dianawati
Abstract
Abstract
Hypergeometric method was used to obtain the solution of Klein-Gordon equation with q-deformed quantum mechanics for Coulomb potential. By introduction the new variable and parameters in the Klein-Gordon equation, then Klein-Gordon equation reduced to the second order differential equation of Hypergeometric function. From the solution of the Hypergeometric differential equation, the energy and wave function equations were obtained analytically. The energy was numerically calculated by Matlab R2013a software and the first three wave function was obtained. The result shows that the decrease of quantum deformation caused the increase of the energy eigen value, and the increase of quantum number caused the increase of the energy eigen value too.
Subject
General Physics and Astronomy
Cited by
2 articles.
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