Mahmoud Sadeghi - Department of Physics, University of Hormozgan
Fakhrodin Mohammadi - Department of Mathematics, University of Hormozgan
Niloufar Aalipour Ahmadi - Department of Physics, University of Hormozgan

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

Schrodinger equation, Hydrogen atom, Legendre wavelet, Collocation method