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Secondary accretion of dark matter in intermediate mass-ratio inspirals: dark-matter dynamics and gravitational-wave phase

Secondary accretion of dark matter in intermediate mass-ratio inspirals: dark-matter dynamics and gravitational-wave phase
Secondary accretion of dark matter in intermediate mass-ratio inspirals: dark-matter dynamics and gravitational-wave phase
When particle dark matter is bound gravitationally around a massive black hole in sufficiently high densities, the dark matter will affect the rate of inspiral of a secondary compact object that forms a binary with the massive black hole. In this paper, we revisit previous estimates of the impact of dark-matter accretion by black-hole secondaries on the emitted gravitational waves. We identify a region of parameter space of binaries for which estimates of the accretion were too large (specifically, because the dark-matter distribution was assumed to be unchanging throughout the process, and the secondary black hole accreted more mass in dark matter than that enclosed within the orbit of the secondary). To restore consistency in these scenarios, we propose and implement a method to remove dark-matter particles from the distribution function when they are accreted by the secondary. This new feedback procedure then satisfies mass conservation, and when evolved with physically reasonable initial data, the mass accreted by the secondary no longer exceeds the mass enclosed within its orbital radius. Comparing the simulations with accretion feedback to those without this feedback, including feedback leads to a smaller gravitational-wave dephasing from binaries in which only the effects of dynamical friction are being modeled. Nevertheless, the dephasing can be hundreds to almost a thousand gravitational-wave cycles, an amount that should allow the effects of accretion to be inferred from gravitational-wave measurements of these systems.
2470-0010
Nichols, David A.
6b6ea720-fe76-4ae0-9db8-4e2877bceb64
Wade, Benjamin A.
b8fb5854-10b4-4ff6-87ed-2f3ae6825986
Grant, Alexander M.
497961d0-19ca-42dc-b989-8125d7842bfa
Nichols, David A.
6b6ea720-fe76-4ae0-9db8-4e2877bceb64
Wade, Benjamin A.
b8fb5854-10b4-4ff6-87ed-2f3ae6825986
Grant, Alexander M.
497961d0-19ca-42dc-b989-8125d7842bfa

Nichols, David A., Wade, Benjamin A. and Grant, Alexander M. (2023) Secondary accretion of dark matter in intermediate mass-ratio inspirals: dark-matter dynamics and gravitational-wave phase. Physical Review D, 108 (12), [124062]. (doi:10.1103/PhysRevD.108.124062).

Record type: Article

Abstract

When particle dark matter is bound gravitationally around a massive black hole in sufficiently high densities, the dark matter will affect the rate of inspiral of a secondary compact object that forms a binary with the massive black hole. In this paper, we revisit previous estimates of the impact of dark-matter accretion by black-hole secondaries on the emitted gravitational waves. We identify a region of parameter space of binaries for which estimates of the accretion were too large (specifically, because the dark-matter distribution was assumed to be unchanging throughout the process, and the secondary black hole accreted more mass in dark matter than that enclosed within the orbit of the secondary). To restore consistency in these scenarios, we propose and implement a method to remove dark-matter particles from the distribution function when they are accreted by the secondary. This new feedback procedure then satisfies mass conservation, and when evolved with physically reasonable initial data, the mass accreted by the secondary no longer exceeds the mass enclosed within its orbital radius. Comparing the simulations with accretion feedback to those without this feedback, including feedback leads to a smaller gravitational-wave dephasing from binaries in which only the effects of dynamical friction are being modeled. Nevertheless, the dephasing can be hundreds to almost a thousand gravitational-wave cycles, an amount that should allow the effects of accretion to be inferred from gravitational-wave measurements of these systems.

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Accepted/In Press date: 16 November 2023
Published date: 22 December 2023
Additional Information: Funding Information: D. A. N. and B. A. W. acknowledge support from the NSF Grants No. PHY-2011784 and No. PHY-2309021. A. M. G. acknowledges the support of the Royal Society under Grant No. RF\ERE\221005. The authors thank Scott Hughes for pointing out Ref. . They also acknowledge Research Computing at The University of Virginia for providing computational resources and technical support that have contributed to the results reported within this publication. Publisher Copyright: © 2023 American Physical Society.

Identifiers

Local EPrints ID: 486075
URI: http://eprints.soton.ac.uk/id/eprint/486075
ISSN: 2470-0010
PURE UUID: 7c251bd8-eedd-4041-89cd-b2d7c27d784b

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Date deposited: 09 Jan 2024 17:30
Last modified: 17 Mar 2024 06:45

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Contributors

Author: David A. Nichols
Author: Benjamin A. Wade
Author: Alexander M. Grant

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