We studied the hydrogen atom as a system of two quantum particles in different confinement conditions; a spherical-impenetrable-wall cavity and a fullerene molecule cage. The motion refers to the center of spherical cavities and the Schrödinger equation is solved by means of a generalized Sturmian function expansion in spherical coordinates. The solutions present different properties from the ones described by the many models found in the literature, where the proton is fixed in space and only the electron is considered as a quantum particle. Our results show that the position of the proton (i.e. the center of mass of the H atom) is very sensitive to the confinement condition, and could vary substantially from one state to another, from bei...
Hydrogen is the lightest of gases and possesses the lowest density. However at ambient temperature a...
We present a neutron-scattering study of the quantum dynamics of molecular hydrogen trapped inside s...
A muonic hydrogen-like atom is formed when replacing the electron in it by a negative muon $$\mu ^-$...
We study the hydrogen atom confined to a spherical box with impenetrable walls but, unlike earlier p...
The exact solution to the problem of a hydrogen atom confined in a spherical well (CHA) is discussed...
The problem of a particle confined in a spherical cavity is studied with the Dirac equation. A hard ...
The properties of hydrogen confined endohedrally at the geometrical centre of a spherical, attractiv...
[[abstract]]We solve the relativistic equation for a hydrogenlike ion located at the center of a sph...
We study the coupled rotation-vibration levels of a hydrogen molecule in a confining potential with ...
A model for describing the ground and excited states of a hydrogen atom (or amolecule) confined to a...
For two external spherical tips with equal positive charges, the ground state of a hydrogen molecule...
Abstract: Variational perturbation theory was used to solve the Schrödinger equation for a hydrogen ...
We have analysed the properties of a hydrogen atom at the focus of a confining, prolate ellipsoid. T...
We study the coupled rotation-vibration levels of a hydrogen molecule in a confining potential with ...
It is shown that the energy of a hydrogen-like atom confined inside a spherical cavity of radius, R,...
Hydrogen is the lightest of gases and possesses the lowest density. However at ambient temperature a...
We present a neutron-scattering study of the quantum dynamics of molecular hydrogen trapped inside s...
A muonic hydrogen-like atom is formed when replacing the electron in it by a negative muon $$\mu ^-$...
We study the hydrogen atom confined to a spherical box with impenetrable walls but, unlike earlier p...
The exact solution to the problem of a hydrogen atom confined in a spherical well (CHA) is discussed...
The problem of a particle confined in a spherical cavity is studied with the Dirac equation. A hard ...
The properties of hydrogen confined endohedrally at the geometrical centre of a spherical, attractiv...
[[abstract]]We solve the relativistic equation for a hydrogenlike ion located at the center of a sph...
We study the coupled rotation-vibration levels of a hydrogen molecule in a confining potential with ...
A model for describing the ground and excited states of a hydrogen atom (or amolecule) confined to a...
For two external spherical tips with equal positive charges, the ground state of a hydrogen molecule...
Abstract: Variational perturbation theory was used to solve the Schrödinger equation for a hydrogen ...
We have analysed the properties of a hydrogen atom at the focus of a confining, prolate ellipsoid. T...
We study the coupled rotation-vibration levels of a hydrogen molecule in a confining potential with ...
It is shown that the energy of a hydrogen-like atom confined inside a spherical cavity of radius, R,...
Hydrogen is the lightest of gases and possesses the lowest density. However at ambient temperature a...
We present a neutron-scattering study of the quantum dynamics of molecular hydrogen trapped inside s...
A muonic hydrogen-like atom is formed when replacing the electron in it by a negative muon $$\mu ^-$...