Dipole transitions and Stark effect in the charge-dyon system
Levon Mardoyan, Armen Nersessian, Hayk Sarkisyan, Vahagn Yeghikyan
TL;DR
This paper investigates the dipole transitions and Stark effects in a charge-dyon system modeled by the MICZ-Kepler system, revealing how the linear and quadratic Stark effects depend on quantum numbers and monopole charge.
Contribution
It provides a detailed analysis of the Stark effect in the charge-dyon system, highlighting the dependence of linear and quadratic effects on quantum and monopole numbers.
Findings
Linear Stark effect proportional to azimuth quantum number and monopole sign.
Quadratic Stark effect independent of signs of quantum and monopole numbers.
Insights into the spectral properties of charge-dyon systems.
Abstract
We consider the dipole transitions and the linear and quadratic Stark effect in the MICZ-Kepler system interpreting as a charge-dyon system. We show, that while the linear Stark effect in the ground state is proportional to azimuth quantum number(and to the sign of monopole number), the quadratic Stark effect in the ground state is independent on the signs of azimuth and monopole numbers.
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