A simple description of the spectrum of confined hydrogen atom is obtained in terms of an scheme involving interpolation between the expressions for large and small values of the confining radius. Satisfactory agreement is shown to exist between the eigen energies thus calculated and exact values. The scheme is extended for helium and lithium. With the simulation of interaction between the electrons by a screened nuclear charge, some energy levels are deduced for the confined helium and lithium
We have analysed the properties of a hydrogen atom at the focus of a confining, prolate ellipsoid. T...
AbstractA method for calculating the interatomic forces between isolated hydrogens and their host me...
An accurate variational calculation has been performed for the ground-state-energy values of confine...
This thesis is about the numerical approximation of the spectrum of the confined hydrogen atom. The ...
The effect of high pressures on an atom is frequently simulated by enclosing the atom in an impenet...
ABSTRACT: The direct variational method is used to estimate some interesting physical properties of ...
It is shown that the energy of a hydrogen-like atom confined inside a spherical cavity of radius, R,...
The energy eigenfunctions of a confined hydrogen atom have a simple coalescence property near the ce...
The properties of hydrogen confined endohedrally at the geometrical centre of a spherical, attractiv...
A model for describing the ground and excited states of a hydrogen atom (or amolecule) confined to a...
In this thesis, we investigate physical properties of various atomic systems such as hydrogen, heli...
The problem of a particle confined in a spherical cavity is studied with the Dirac equation. A hard ...
The diffusion Monte Carlo method with symmetry-based state selection is used to calculate the quantu...
A new model of electronic confinement in atoms and molecules is presented. This is based on the elec...
The energies of the ground state and of the first three S-1 excited states of helium-like atoms with...
We have analysed the properties of a hydrogen atom at the focus of a confining, prolate ellipsoid. T...
AbstractA method for calculating the interatomic forces between isolated hydrogens and their host me...
An accurate variational calculation has been performed for the ground-state-energy values of confine...
This thesis is about the numerical approximation of the spectrum of the confined hydrogen atom. The ...
The effect of high pressures on an atom is frequently simulated by enclosing the atom in an impenet...
ABSTRACT: The direct variational method is used to estimate some interesting physical properties of ...
It is shown that the energy of a hydrogen-like atom confined inside a spherical cavity of radius, R,...
The energy eigenfunctions of a confined hydrogen atom have a simple coalescence property near the ce...
The properties of hydrogen confined endohedrally at the geometrical centre of a spherical, attractiv...
A model for describing the ground and excited states of a hydrogen atom (or amolecule) confined to a...
In this thesis, we investigate physical properties of various atomic systems such as hydrogen, heli...
The problem of a particle confined in a spherical cavity is studied with the Dirac equation. A hard ...
The diffusion Monte Carlo method with symmetry-based state selection is used to calculate the quantu...
A new model of electronic confinement in atoms and molecules is presented. This is based on the elec...
The energies of the ground state and of the first three S-1 excited states of helium-like atoms with...
We have analysed the properties of a hydrogen atom at the focus of a confining, prolate ellipsoid. T...
AbstractA method for calculating the interatomic forces between isolated hydrogens and their host me...
An accurate variational calculation has been performed for the ground-state-energy values of confine...