The charge-dyon bound system in the spherical quantum well

Abstract

The spherical wave functions of charge-dyon bounded system in a rectangular spherical quantum dot of infinitely and finite height are calculated. The transcendent equations, defining the energy spectra of the systems are obtained. The dependence of the energy levels from the wall sizes is found.

8 pages, 5 figures

References in corpus (7)

• A note on quantum Bohlin transformation
• ``Charge-Dyon" System As The Reduced Oscillator
• Quantum oscillator and a bound system of two dyons
• Park--Tarter Matrix for a Dyon--Dyon System
• Oscillator as a hidden non-Abelian monopole
• Antibrackets and non-Abelian equivariant cohomology
• Quantum oscillator as 1D anyon

Cited by in corpus (4)

• The generalized MIC-Kepler system
• Spheroidal analysis of the generalized MIC-Kepler system
• 3D Oscillator and Coulomb Systems reduced from Kahler spaces
• Dipole transitions and Stark effect in the charge-dyon system