We study the energy levels of H2 molecules in a superstrong magnetic field (B≳10^12 G), typically found on the surfaces of neutron stars. The interatomic interaction potentials are calculated by a Hartree-Fock method with multiconfigurations assuming electrons are in the ground Landau state. Both the aligned configurations and arbitrary orientations of the molecular axis with respect to the magnetic-field axis are considered. Different types of molecular excitations are then studied: electronic excitations, aligned (along the magnetic axis) vibrational excitations, and transverse vibrational excitations (a constrained rotation of the molecular axis around the magnetic-field line). Similar results for the molecular ion H2+ are also obtained ...
Lorsque les champs magnétiques appliqués à l'atome deviennent si intenses que la force de Lorentz de...
Potential energy surfaces are obtained for singlet H<sub>3</sub><sup>+</sup> in magnetic fields of u...
We develop a simple and effective method for solving the Schrödinger equation of a hydrogen atom in ...
We study the energy levels of H_2 molecules in a superstrong magnetic field (B\go 10^{12} G), typica...
A high magnetic field, such that the distance between the Landau levels exceeds the binding energy o...
The wave function for an electron in combined Coulomb and uniform magnetic fields is expanded in obl...
The photoabsorption of atomic hydrogen in a strong static magnetic field is studied. The bound state...
A variational, study of the excited state 2sigma(g) of the H-2(+) molecular ion in a parallel config...
Excited states of the hydrogen molecule subject to a homogeneous magnetic field are investigated for...
A very simple and highly accurate method of investigating the behavior of atomic system in a strong ...
As a continuation of our previous work ({\it Phys. Rev. A68, 012504 (2003)}) an accurate study of th...
The energy levels of hydrogen and helium atoms in magnetic fields of arbitrary strength are calcula...
In this dissertation, we investigate two problems. First, atomic hydrogen in a uniform magnetic fiel...
We obtain the energy spectrum for the 14 lowest states of the hydrogen atom in a strong magnetic fie...
An earlier prescription for calculating states of hydrogen in arbitrary magnetic fields, which had b...
Lorsque les champs magnétiques appliqués à l'atome deviennent si intenses que la force de Lorentz de...
Potential energy surfaces are obtained for singlet H<sub>3</sub><sup>+</sup> in magnetic fields of u...
We develop a simple and effective method for solving the Schrödinger equation of a hydrogen atom in ...
We study the energy levels of H_2 molecules in a superstrong magnetic field (B\go 10^{12} G), typica...
A high magnetic field, such that the distance between the Landau levels exceeds the binding energy o...
The wave function for an electron in combined Coulomb and uniform magnetic fields is expanded in obl...
The photoabsorption of atomic hydrogen in a strong static magnetic field is studied. The bound state...
A variational, study of the excited state 2sigma(g) of the H-2(+) molecular ion in a parallel config...
Excited states of the hydrogen molecule subject to a homogeneous magnetic field are investigated for...
A very simple and highly accurate method of investigating the behavior of atomic system in a strong ...
As a continuation of our previous work ({\it Phys. Rev. A68, 012504 (2003)}) an accurate study of th...
The energy levels of hydrogen and helium atoms in magnetic fields of arbitrary strength are calcula...
In this dissertation, we investigate two problems. First, atomic hydrogen in a uniform magnetic fiel...
We obtain the energy spectrum for the 14 lowest states of the hydrogen atom in a strong magnetic fie...
An earlier prescription for calculating states of hydrogen in arbitrary magnetic fields, which had b...
Lorsque les champs magnétiques appliqués à l'atome deviennent si intenses que la force de Lorentz de...
Potential energy surfaces are obtained for singlet H<sub>3</sub><sup>+</sup> in magnetic fields of u...
We develop a simple and effective method for solving the Schrödinger equation of a hydrogen atom in ...