Abstract
Undertaking the study of behaviour of an extended dyon moving in the generalized electromagnetic field of another non-Abelian dyon in moduli space, Dirac's equation has been solved for energy eigenvalues and it has been shown that spin momentum of an interacting non-Abelian dyon behaves as extra energy source. Introducing suitable spinors, the Pauli equation for a spin-1/2 non-Abelian dyon moving in the field of another non-Abelian dyon has been solved in moduli space and it has been shown that ad hoc introduction of spin in the system of two non-Abelian dyons perceptibly modifies the energy eigenvalues and eigenfunctions of bound states of the system.
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Purohit, P.P., Pandey, V.P. & Rajput, B.S. Pauli Equation for Non-Abelian Dyons in Moduli Space. International Journal of Theoretical Physics 40, 1327–1339 (2001). https://doi.org/10.1023/A:1017540124448
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DOI: https://doi.org/10.1023/A:1017540124448