A standard perturbation calculation is performed for a set of q degenerate states whose perturbation is a strongly localized impurity. The free-electron approximation and the LCAO approximation for the electron states are considered. The calculation which seems not to have been done before shows that there is precisely no change in the energy for q — 1 states but a strong shift of energy for one state. This effect is fully independent of the size of the perturbation potential providing the perturbation calculation is applicable. At the same time the wave function corresponding to the shifted state is not a damped state but a simple superposition of the unperturbed band states. For a crystal having a spherical shape it can be shown that the ...
In the case of quasi-degeneracy, i.e., when there are states close in energy to the state considered...
Les méthodes théoriques utilisées avec succès pour l'étude de la structure de bande dans le volume d...
A perturbative scaling theory for calculating static thermodynamic properties of arbitrary local imp...
The displaced charge Δρ at distance r from a localized perturbation V in an inhomogeneous degenerate...
Since approximately 1950 an increasing portion of experimental solid state physics research has been...
AbstractThe displaced charge Δρ at distance r from a localized perturbation V in an inhomogeneous de...
The perturbations in the electronic density of a metal by two impurity atoms are studied. On a schem...
On présente la formulation générale du problème des états électroniques localisés sur la base des fo...
We discuss three related but distinct problems involving the dynamics of electronic excitations in c...
Abstract. In this article, we consider quantum crystals with defects in the reduced Hartree-Fock fra...
The case of a single impurity substituted in an otherwise ordered antiferromagnetic crystal is consi...
An analytical expression to calculate the photoionization cross-section of isotropic defects or impu...
The theory of crystalline state described in preceding papers is considered as a zeroth‐order approx...
[[abstract]]The fine structure of the energy levels for a hydrogenic impurity located in the center ...
Graduation date: 2005Immersion energies for an impurity in a homogeneous electron gas with a uniform...
In the case of quasi-degeneracy, i.e., when there are states close in energy to the state considered...
Les méthodes théoriques utilisées avec succès pour l'étude de la structure de bande dans le volume d...
A perturbative scaling theory for calculating static thermodynamic properties of arbitrary local imp...
The displaced charge Δρ at distance r from a localized perturbation V in an inhomogeneous degenerate...
Since approximately 1950 an increasing portion of experimental solid state physics research has been...
AbstractThe displaced charge Δρ at distance r from a localized perturbation V in an inhomogeneous de...
The perturbations in the electronic density of a metal by two impurity atoms are studied. On a schem...
On présente la formulation générale du problème des états électroniques localisés sur la base des fo...
We discuss three related but distinct problems involving the dynamics of electronic excitations in c...
Abstract. In this article, we consider quantum crystals with defects in the reduced Hartree-Fock fra...
The case of a single impurity substituted in an otherwise ordered antiferromagnetic crystal is consi...
An analytical expression to calculate the photoionization cross-section of isotropic defects or impu...
The theory of crystalline state described in preceding papers is considered as a zeroth‐order approx...
[[abstract]]The fine structure of the energy levels for a hydrogenic impurity located in the center ...
Graduation date: 2005Immersion energies for an impurity in a homogeneous electron gas with a uniform...
In the case of quasi-degeneracy, i.e., when there are states close in energy to the state considered...
Les méthodes théoriques utilisées avec succès pour l'étude de la structure de bande dans le volume d...
A perturbative scaling theory for calculating static thermodynamic properties of arbitrary local imp...