Numerical study of the radial Schrodinger Equation for Hydrogen atom using Legendre wavelet

Abstract

This paper deals with the Legendre wavelet (LW) collocation <br /> method for the numerical solution of the radial Schrodinger <br /> equation for hydrogen atom. Energy eigenvalues for the hydrogen <br /> bound system is derived -13.6 eV. Numerical results of the ground <br /> state modes of wave function for the hydrogen R(r) or the electron <br /> probability density function, has been presented. The numerical <br /> results have been compared to the other existing method and exact solution.