双中心量子MICZ --Kepler系统和电荷-双子系统中的塞曼效应
Two--center quantum MICZ--Kepler system and the Zeeman effect in the charge-dyon system
摘要：
考虑量子双中心MICZ-Kepler系统的极限情况，当其中一个相互作用中心位于无穷远处时，系统中出现均匀的电场和磁场.新兴的系统承认分离变量的薛定谔方程，是可积的经典水平。本文计算了普通MICZ-Kepler系统的无扰谱的一阶修正。特别地，分析了线性塞曼效应和MICZ项的影响。考虑了该系统在量子点中的可能实现。
英文摘要：
The quantum two-center MICZ--Kepler system is considered in the limit when one of the interaction centers is situated at infinity, which leads to homogeneous electric and magnetic fields appearing in the system. The emerging system admits separation of variables in the Schrödinger equation and is integrable at the classical level. The first order corrections to the unperturbed spectrum of the ordinary MICZ--Kepler system are calculated. Particularly, the linear Zeeman--effect and effects of MICZ-terms are analyzed. The possible realizations of the system in some quantum dots are considered.
机构、总结、中文摘要均由AI分析而来，可能存在错误，请以论文正文为准。
