Gravitational Analog of Faraday's Law via Torsion and a Metric with an Antisymmetric Part

TL;DR

This paper demonstrates that incorporating torsion and an antisymmetric metric component in gravity allows for a formulation analogous to Faraday's law in electromagnetism.

Contribution

It introduces a novel gravitational analog of Faraday's law by utilizing torsion and antisymmetric metric components, expanding the theoretical framework of gravity.

Findings

Established a gravitational analog of Faraday's law.

Linked torsion and antisymmetric metric parts to electromagnetic-like phenomena.

Provided a new perspective on gravitational theories with antisymmetric structures.

Abstract

In this paper we show that in the presence of torsion and a metric with an antisymmetric part one can construct a gravitational analog of Faraday's law of electromagnetism.