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ZZd?137的荷电费密子-狄喇克双子束缚态的能谱,按照它们不同的K=n+μ整数可以分为不同的线系,每个能级具有(2j+1)度简并。在均匀磁场中,由于塞曼效应,简并将完全消除。It is found that the energy spectrum of the bound states of a charged fermion and a Dirac dyon is divided into many series of spectral lines according to the different K=n + μinteger as ZZd?137. The features of the structure are discu-ssed. The Zeeman effect for the system is also discussed.







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