Pauli equation for non-Abelian dyons in moduli space

Undertaking the study of behaviour of an extended dyon moving in the genera lized electromagnetic field of another non-Abelian dyon in moduli space, Di rac'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 ene rgy 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 s pin in the system of two non-Abelian dyons perceptibly modifies the energy eigenvalues and eigenfunctions of bound states of the system.