Quaternionic Formulation of Gravito-Dyonic Field Equations

ABSTRACT: Defining the quaternion in terms of Pauli spin matrices we have reformulated the generalized wave function, generalized four-potential, generalized current, Lorentz force equation of motion associated with gravito-dyons in simple and compact quaternion notations. It has been shown that quaternionic form of generalized potential generalized current and Lorentz force equation of motion not only compact and simple but also remain invariant under quaternion transformations and as such the theory is manifestly covariant. Generalized Maxwell-Dirac equation, generalized field tensor and continuity equation have also been reformulated by means of consistent quaternion notation in simple and compact forms. It has been shown that the reformulation of quantum equations by means of quaternions of gravito-dyons reproduces the theory of gravitational mass in the absence of Heavisidian mass gravito-dyons