1. Astrometric Microlensing by Primordial Black Holes with The Roman Space Telescope
- Author
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Fardeen, James, McGill, Peter, Perkins, Scott E, Dawson, William A, Abrams, Natasha S, Lu, Jessica R, Ho, Ming-Feng, and Bird, Simeon
- Subjects
astro-ph.GA - Abstract
Primordial Black Holes (PBHs) could explain some fraction of dark matter andshed light on many areas of early-universe physics. Despite over half a centuryof research interest, a PBH population has so far eluded detection. The mostcompetitive constraints on the fraction of dark matter comprised of PBHs($f_{\rm DM}$) in the $(10^{-9}-10)M_{\odot}$ mass-ranges come from photometricmicrolensing and bound $f_{\rm DM}\lesssim10^{-2}-10^{-1}$. With the advent ofthe Roman Space Telescope with its sub-milliarcsecond (mas) astrometriccapabilities and its planned Galactic Bulge Time Domain Survey (GBTDS),detecting astrometric microlensing signatures will become routine. Comparedwith photometric microlensing, astrometric microlensing signals are sensitiveto different lens masses-distance configurations and contains differentinformation, making it a complimentary lensing probe. At sub-mas astrometricprecision, astrometric microlensing signals are typically detectable at largerlens-source separations than photometric signals, suggesting a microlensingdetection channel of pure astrometric events. We use a Galactic simulation topredict the number of detectable microlensing events during the GBTDS via thispure astrometric microlensing channel. We find that the number of detectableevents peaks at $\approx 10^{3} f_{\rm DM}$ for a population of $ 1 M_{\odot}$PBHs and tapers to $\approx 10f_{\rm DM}$ and $\approx 100f_{\rm DM}$ at$10^{-4}M_{\odot}$ and $10^{3}M_{\odot}$, respectively. Accounting for thedistinguishability of PBHs from Stellar lenses, we conclude the GBTDS will besensitive and PBH population at $f_{\rm DM}$ down to $\approx10^{-1}-10^{-3}$for $(10^{-1}-10^{2})M_{\odot}$ likely yielding novel PBH constraints.
- Published
- 2023