Relativistic theory of superpotentials for a nonhomogeneous spatially isotropic medium

Details Relativistic theory of superpotentials for a nonhomogeneous spatially isotropic medium Relativistic theory of superpotentials for a nonhomogeneous spatially isotropic medium

Nov 1992

adsabs.harvard.edu/cgi-bin/nph-data_query?bibcode=1992gregr..24.1143h&link_type=abstract

General Relativity and Gravitation, Volume 24, Issue 11, pp.1143-1168

Computer Science

Scientific paper

This work deals with the relativistic, coordinate invariant theory of electromagnetic wave propagation in a nonhomogeneous medium that is spatially isotropic with respect to the generalized 4-velocity. The existence of a new superpotential for the electromagnetic field is established. The governing field equation for the superpotential is derived via a generalized Lorentz gauge condition for the electromagnetic potential and two new tensor identities involving the curvature tensor. The new field equation takes a simple form which reveals the effect of non-rigidity, rotation, acceleration, and incomplete material isotropy with respect to the Fermi frames as well as curvature and nonhomogeneous material properties.

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