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Gravitoelectromagnetism: Basic principles, novel approaches and their application to Electromagnetism
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This work is focused on the theory of Gravitoelectromagnetism (GEM). In the first part of this work we present a brief review of gravitoelectromagnetism, we locate and discuss all the problems which appear in this approach. We also try to avoid these problems by proposing new approaches in which we use the additional degrees of freedom of the gravitational field. In the second part of this work, we review our previous work regarding the construction of a tensorial theory, using the formalism of General Relativity, which aims to describe the true electromagnetism. We also extend this theory in order to make it more realistic. Finally in the third part of this work, we investigate the existence of gravitational invariants similar to the electromagnetic ones.
Forward citations
Cited by 2 Pith papers
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Newtonian Potential in Weyl Gravitoelectromagnetism
In Weyl gravitoelectromagnetism, the Newtonian potential is claimed to be suppressed by a factor tanh(βm/2) at finite temperature, vanishing in the hot limit.
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Diffeomorphism-Like Symmetry in Gravitoelectromagnetism
GEM with restricted gauge symmetry yields a propagator resembling the linearized GR graviton propagator, couples to matter via energy-momentum tensors, and satisfies Ward identities under consistent gauge fixing.
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