© 2018, Vinca Inst Nuclear Sci. All rights reserved. A propagation numerical method for determining energy eigenvalues and eigen wave functions for hydrogen atom in constant and uniform electric field is described in this paper. Solution is presented for 3-D Schroedinger equation in natural parabolic co-ordinate system. Criteria for accepting eigenvalues are introduced, and results are compared with previous papers
Many contemporary problems in theoretical atomic, molecular, and optical physics involve the solutio...
A great variety of numerical methods have been employed to solve the Schroedinger equation, the basi...
The quantum mechanical wave function of an object under a certain potential is determined by the Sch...
A propagation numerical method for determining energy eigenvalues and eigen wave functions for hy...
In this paper, the radial Schrödinger equation for central Coulomb potential using numerical Runge-K...
An approximation-free, numerically efficient algorithm is presented for the Hamiltonian eigenstates ...
This thesis is about the numerical approximation of the spectrum of the confined hydrogen atom. The ...
The O(4) supersymmetry of the hydrogen atom is utilized to construct a complete basis using only the...
The research computed the energy levels and radial wave functions of the Hydrogen Atom. The method ...
A new way of solving the spectral problem for description of electronic excitations is demonstrated ...
A simple method is presented here for solving the wave mechanical problem of the hydrogen atom. The ...
In this article we derive the solution to the Schrödinger's equation in one dimension for a simple e...
We develop a simple and effective method for solving the Schrödinger equation of a hydrogen atom in ...
We have analysed some local properties of the energy eigenfunctions of a hydrogen atom in a magnetic...
AbstractTheshooting methodis a numerically effective approach to solving certain eigenvalue problems...
Many contemporary problems in theoretical atomic, molecular, and optical physics involve the solutio...
A great variety of numerical methods have been employed to solve the Schroedinger equation, the basi...
The quantum mechanical wave function of an object under a certain potential is determined by the Sch...
A propagation numerical method for determining energy eigenvalues and eigen wave functions for hy...
In this paper, the radial Schrödinger equation for central Coulomb potential using numerical Runge-K...
An approximation-free, numerically efficient algorithm is presented for the Hamiltonian eigenstates ...
This thesis is about the numerical approximation of the spectrum of the confined hydrogen atom. The ...
The O(4) supersymmetry of the hydrogen atom is utilized to construct a complete basis using only the...
The research computed the energy levels and radial wave functions of the Hydrogen Atom. The method ...
A new way of solving the spectral problem for description of electronic excitations is demonstrated ...
A simple method is presented here for solving the wave mechanical problem of the hydrogen atom. The ...
In this article we derive the solution to the Schrödinger's equation in one dimension for a simple e...
We develop a simple and effective method for solving the Schrödinger equation of a hydrogen atom in ...
We have analysed some local properties of the energy eigenfunctions of a hydrogen atom in a magnetic...
AbstractTheshooting methodis a numerically effective approach to solving certain eigenvalue problems...
Many contemporary problems in theoretical atomic, molecular, and optical physics involve the solutio...
A great variety of numerical methods have been employed to solve the Schroedinger equation, the basi...
The quantum mechanical wave function of an object under a certain potential is determined by the Sch...