BOUND STATE WAVE FUNCTIONS OF CHARGED FERMION AND ABELIAN DYON AND THEIR APPLICATION

ZHANG JIAN-ZU; QI YONG-CHANG

doi:10.7498/aps.39.699

Abstract
The bound state wave functions and energy levels of the system of charged fe-rmion and abelian dyon are obtained for the dyon charge Zd dc and the totai angular momentum j≥│q│+1/2. The transition matrix elements of this system in an external electro-magnetic field, are calculated, and corresponding selection rules are obtained. In particular, it is found that the electric dipole transition △j=0 exists, which is different from hydrogen-like atom and violates the parity conservation.
Authors and contacts
ZHANG JIAN-ZU²,

QI YONG-CHANG¹

(1)山西大学物理系,太原,030006; (2)中国高等科学技术中心(世界实验室)理论物理分中心
References

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[11]	QI YONG-CHANG. STRUCTURE OF THE ENERGY SPECTRUM FOR THE BOUND STATES OF A CHARGED FERM1ON AND A DIRAC DYON WITH ZZd?137. Acta Physica Sinica, 1993, 42(4): 544-550. doi: 10.7498/aps.42.544
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Vol. 39, Issue 5 - 1990-03-05

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BOUND STATE WAVE FUNCTIONS OF CHARGED FERMION AND ABELIAN DYON AND THEIR APPLICATION

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BOUND STATE WAVE FUNCTIONS OF CHARGED FERMION AND ABELIAN DYON AND THEIR APPLICATION

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