The Stark effect in the charge-dyon system

Abstract

The linear Stark effect in the MIC-Kepler problem describing the interaction of charged particle with Dirac's dyon is considered. It is shown that constant homogeneous electric field completely removes the degeneracy of the energy levels on azimuth quantum number

6 pages

References in corpus (4)

• Relation of the oscillator and Coulomb systems on spheres and pseudospheres
• (Super)Oscillator on CP(N) and Constant Magnetic Field
• A note on quantum Bohlin transformation
• Park--Tarter Matrix for a Dyon--Dyon System

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• MICZ Kepler Systems in Noncommutative Space and Duality of Force Laws
• Non-Commutative Corrections to the MIC-Kepler Hamiltonian
• Two--center quantum MICZ--Kepler system and the Zeeman effect in the charge-dyon system
• Dipole transitions and Stark effect in the charge-dyon system
• Generalizations of MICZ-Kepler system
• Generalized MICZ-Kepler systems on three-dimensional sphere and hyperboloid
• Spin 1 particle in the magnetic monopole potential, nonrelativistic approximation. Minkowski and Lobachevski spaces