Vacuum Electromagnetic Counterparts of Binary Black-Hole Mergers
Philipp M\"osta, Carlos Palenzuela, Luciano Rezzolla, Luis Lehner,, Shin'ichirou Yoshida, Denis Pollney

TL;DR
This paper models electromagnetic emission from binary black hole mergers in a magnetic field, finding the EM signals are weak, high-frequency, and unlikely to be directly observable alongside gravitational waves, but may influence accretion processes indirectly.
Contribution
It provides the first systematic analysis of EM counterparts to binary black hole mergers using Einstein-Maxwell equations with realistic magnetic fields.
Findings
EM radiation closely mirrors gravitational wave signals in phase and amplitude.
Electromagnetic energy emission is extremely small compared to gravitational energy.
EM emission occurs at frequencies too high for current radio observations.
Abstract
As one step towards a systematic modeling of the electromagnetic (EM) emission from an inspiralling black hole binary we consider a simple scenario in which the binary moves in a uniform magnetic field anchored to a distant circumbinary disc. We study this system by solving the Einstein-Maxwell equations in which the EM fields are chosen with astrophysically consistent strengths. We consider binaries with spins aligned or anti-aligned with the orbital angular momentum and study the dependence of gravitational and EM signals with these spin configurations. Overall we find that the EM radiation in the lowest l=2, m=2 multipole accurately reflects the gravitational one, with identical phase evolutions and amplitudes that differ only by a scaling factor. We also compute the efficiency of the energy emission in EM waves and find that it is given by E^rad_EM/M ~ 10^-15 (M/10^8 M_Sun)^2…
Peer Reviews
No public reviews on file for this paper yet. If you reviewed it on a platform where reviews are public (OpenReview, ICLR, NeurIPS, ICML), you can paste yours below so the community can read it here.
Videos
No videos yet. Explain this paper in a talk, walkthrough, or lecture? Add one.
