2021
DOI: 10.1038/s41550-021-01514-w
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Microlensing mass measurement from images of rotating gravitational arcs

Abstract: Introductory paragraph, referencedGravitational microlensing [1] is a powerful technique for measuring the mass of isolated, faint or non-luminous objects in the Milky Way [2,3]. In most cases however, additional observations to the photometric light curve are required to measure accurately the mass of the microlens. Long-baseline optical/infrared interferometry provides a new and efficient way to deliver such independent constraints [4,5,6,7], as it was recently demonstrated by first interferometric observati… Show more

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Cited by 18 publications
(16 citation statements)
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“…However, in the case of an individual event, the complete solution of the event, that is, computation of the lens mass and its distance, can only be achieved if the angular Einstein radius θ E is measured indirectly; for example through a finite source effect in single (Zub et al 2011;Yoo et al 2004) or binary lenses (Alcock et al 2001b;An et al 2002), or directly using highangular-resolution imaging and interferometry (e.g. Kozłowski et al 2007;Dong et al 2019;Cassan et al 2022) or astrometric microlensing (e.g. Sahu et al 2014Sahu et al , 2017Kains et al 2017;Rybicki et al 2018;Sahu et al 2022;Lam et al 2022).…”
Section: Timescale Distributionsmentioning
confidence: 99%
“…However, in the case of an individual event, the complete solution of the event, that is, computation of the lens mass and its distance, can only be achieved if the angular Einstein radius θ E is measured indirectly; for example through a finite source effect in single (Zub et al 2011;Yoo et al 2004) or binary lenses (Alcock et al 2001b;An et al 2002), or directly using highangular-resolution imaging and interferometry (e.g. Kozłowski et al 2007;Dong et al 2019;Cassan et al 2022) or astrometric microlensing (e.g. Sahu et al 2014Sahu et al , 2017Kains et al 2017;Rybicki et al 2018;Sahu et al 2022;Lam et al 2022).…”
Section: Timescale Distributionsmentioning
confidence: 99%
“…As the telescope moves in the image plane in the focal region of a stellar gravitational lens, the intensity pattern changes, yielding either of the four distributions. These expressions may be used to model the temporally evolving morphology of an Einstein ring that is formed on the image sensor (e.g., Cassan et al 2022). They can also be used to process imaging data and to recover parameters of interest regarding the lens and the source.…”
Section: Image Formation In the Strong Interference Regionmentioning
confidence: 99%
“…An alternative to finite-source effects, namely, precise mass-distance relations, can be obtained by high-resolution imaging, which works in a complementary way to the annual parallax, as it privileges fast-moving lenses (Bhattacharya et al 2018), but requires sufficiently bright lenses; otherwise, only the upper limits can be obtained. Measurements of θ E have been recently obtained by interferometry (Dong et al 2019;Cassan et al 2021), which may open very interesting perspectives for very bright sources. Finally, the astrometric detection of the centroid motion provides an alternative channel for space missions (Klüter et al 2020;Sahu et al 2022;Lam et al 2022).…”
Section: High-precision Mass Measurements By Microlensingmentioning
confidence: 99%