2022ApJ...926L..28B


Query : 2022ApJ...926L..28B

2022ApJ...926L..28B - Astrophys. J., 926, L28-L28 (2022/February-3)

Constraints on Compact Dark Matter from Gravitational Wave Microlensing.

BASAK S., GANGULY A., HARIS K., KAPADIA S., MEHTA A.K. and AJITH P.

Abstract (from CDS):

If a significant fraction of dark matter is in the form of compact objects, they will cause microlensing effects in the gravitational wave signals observable by LIGO and Virgo. From the nonobservation of microlensing signatures in the binary black hole events from the first two observing runs and the first half of the third observing run, we constrain the fraction of compact dark matter in the mass range 102-105 M ☉ to be less than ≃50%-80% (details depend on the assumed source population properties and the Bayesian priors). These modest constraints will be significantly improved in the next few years with the expected detection of thousands of binary black hole events, providing a new avenue to probe the nature of dark matter.

Abstract Copyright: © 2022. The Author(s). Published by the American Astronomical Society.

Journal keyword(s): Dark matter - Gravitational waves - Gravitational microlensing

Simbad objects: 17

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Number of rows : 17
N Identifier Otype ICRS (J2000)
RA
ICRS (J2000)
DEC
Mag U Mag B Mag V Mag R Mag I Sp type #ref
1850 - 2026
#notes
1 GrW 170814 GWE 03 11.0 -44 57           ~ 157 0
2 NAME Eridanus II G 03 44 21.1 -43 32 00           ~ 216 0
3 GrW 170817 GWE 13 09 48.0850 -23 22 53.343           ~ 2683 0
4 GrW 170202 GWE ~ ~           ~ 4 0
5 GrW 170403 GWE ~ ~           ~ 9 0
6 GrW 170608 GWE ~ ~           ~ 127 0
7 GrW 170818 GWE ~ ~           ~ 75 0
8 GrW 151012 grv ~ ~           ~ 162 1
9 GrW 151226 GWE ~ ~           ~ 275 1
10 GrW 170121 GWE ~ ~           ~ 8 0
11 GrW 170304 GWE ~ ~           ~ 8 0
12 GrW 170425 GWE ~ ~           ~ 5 0
13 GrW 170727 GWE ~ ~           ~ 8 0
14 GrW 150914 GWE ~ ~           ~ 674 1
15 GrW 170823 GWE ~ ~           ~ 69 0
16 GrW 151216 GWE ~ ~           ~ 8 0
17 GrW 170104 GWE ~ ~           ~ 186 1

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