We study a perturbation of the hydrogen atom by small homogeneous static electric and magnetic fields in a specific mutual alignment with angle approximately pi/3 which results in the 12 resonance of the linearized Keplerian n-shell approximation. The bifurcation diagram of the classical integrable approximation has for most such field configurations the same typical structure that we describe. The structure of the corresponding quantum energy spectrum, which we describe in detail, is in certain ways an analogue of the well-known degeneracy found by Herrick [Phys. Rev. A 26, 323 (1982)] for the quadratic Zeeman effect.</p
The hydrogen atom perturbed by sufficiently small homogeneous static electric and magnetic fields of...
The hydrogen atom perturbed by sufficiently small homogeneous static electric and magnetic fields of...
The classical Hamiltonian describing the hydrogen atom in the presence of a static magnetic field of...
We study a perturbation of the hydrogen atom by small homogeneous static electric and magnetic field...
We study a perturbation of the hydrogen atom by small homogeneous static electric and magnetic field...
We consider perturbations of the hydrogen atom by sufficiently small homogeneous static electric and...
We consider perturbations of the hydrogen atom by sufficiently small homogeneous static electric and...
We consider perturbations of the hydrogen atom by sufficiently small homogeneous static electric and...
We consider perturbations of the hydrogen atom by sufficiently small homogeneous static electric and...
We consider perturbations of the hydrogen atom by sufficiently small homogeneous static electric and...
We consider perturbations of the hydrogen atom by sufficiently small homogeneous static electric and...
We consider perturbations of the hydrogen atom by sufficiently small homogeneous static electric and...
The hydrogen atom perturbed by sufficiently small homogeneous static electric and magnetic fields of...
We return to the Keplerian or n-shell approximation to the hydrogen atom in the presence of weak sta...
The hydrogen atom perturbed by sufficiently small homogeneous static electric and magnetic fields of...
The hydrogen atom perturbed by sufficiently small homogeneous static electric and magnetic fields of...
The hydrogen atom perturbed by sufficiently small homogeneous static electric and magnetic fields of...
The classical Hamiltonian describing the hydrogen atom in the presence of a static magnetic field of...
We study a perturbation of the hydrogen atom by small homogeneous static electric and magnetic field...
We study a perturbation of the hydrogen atom by small homogeneous static electric and magnetic field...
We consider perturbations of the hydrogen atom by sufficiently small homogeneous static electric and...
We consider perturbations of the hydrogen atom by sufficiently small homogeneous static electric and...
We consider perturbations of the hydrogen atom by sufficiently small homogeneous static electric and...
We consider perturbations of the hydrogen atom by sufficiently small homogeneous static electric and...
We consider perturbations of the hydrogen atom by sufficiently small homogeneous static electric and...
We consider perturbations of the hydrogen atom by sufficiently small homogeneous static electric and...
We consider perturbations of the hydrogen atom by sufficiently small homogeneous static electric and...
The hydrogen atom perturbed by sufficiently small homogeneous static electric and magnetic fields of...
We return to the Keplerian or n-shell approximation to the hydrogen atom in the presence of weak sta...
The hydrogen atom perturbed by sufficiently small homogeneous static electric and magnetic fields of...
The hydrogen atom perturbed by sufficiently small homogeneous static electric and magnetic fields of...
The hydrogen atom perturbed by sufficiently small homogeneous static electric and magnetic fields of...
The classical Hamiltonian describing the hydrogen atom in the presence of a static magnetic field of...