Perturbative correction terms to electromagnetic self-force due to metric perturbation : astrophysical and cosmological implications
Arnab Sarkar, Amna Ali, Salah Nasri

TL;DR
This paper investigates how metric perturbations, due to gravitational radiation, influence the electromagnetic self-force on charged particles in curved spacetime, revealing additional correction terms with significant astrophysical and cosmological implications.
Contribution
It introduces new perturbative correction terms to electromagnetic self-force caused by metric perturbations, extending previous models and analyzing their significance in various astrophysical scenarios.
Findings
Additional perturbative terms are generated in electromagnetic self-force due to metric perturbations.
These terms can be significant in certain astrophysical and cosmological contexts.
The study discusses conditions under which these perturbative effects are important.
Abstract
We consider the equation of motion of a charged particle or a charged compact object in curved space-time, under the reaction of electromagnetic radiation and also consider a physical situation such that the charged particle or compact object emits gravitational radiation, thereby gravitational radiation reaction also acts on it. We investigate the effect of this metric perturbation i.e. the gravitational radiation on the electromagnetic self-force. We show that, besides the interaction terms derived by P. Zimmerman and E. Poisson (Phys. Rev. D 90, 084030, 2014), additional perturbative terms are generated, which are linear in metric perturbation and are generated due to perturbation of the electromagnetic self-force by the metric perturbation. We discuss the conditions of significance of these perturbative terms and also the interaction terms with respect to the gravitational…
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