Alternative solution of the bohr-mottelson equation in minimal length effect for cotangent potential using the hypergeometric method

Abstract

Abstract The rigid deformed nucleus of minimal length effect is investigated using the Bohr-Mottelson equation that influenced by Cotangent potential. The Bohr-Mottelson equation of minimal length effect is solved by Hypergeometric method to obtain the energy spectrum and wave function. The energy spectrum is calculated by using Matlab software. The wave function is expressed in the Hypergeometric term. The result shown that, the energy spectrum is increased caused existence of minimal length effect.