The masses of stars and planets can be measured dynamically in binary systems. For an unresolved binary, time series astrometry orbital parameters, but it cannot provide the component masses, because we observe only the motion of the system's photocentre. However, as a star's luminosity is related to its mass, the observable photometry of both components together provides information on the system's mass. reveals the Here we describe a method to determine the individual component masses of an unresolved binary using the astrometric orbit together with three-band photometry from , are less precise, although half are more than 25% precise. Interestingly, adding either infrared photometry or spectroscopic orbits from . Interstellar extinction likewise has little impact this sample. We provide a catalogue of our mass estimates. This work shows that reasonably precise masses can be obtained for stars and sub-stellar objects using just the We used a mass--flux relation fitted from stellar isochrone models for each band to infer the unknown flux ratio. This enables our method to identify near-equal-mass stellar binaries, which are expected to be the dominant source of false-positive exoplanet candidates, without the need for additional follow-up. Using a likelihood approach, we sampled the posterior probability distribution over the stellar parameters, marginalising over system age and metallicity. We applied this to 20,000 systems with a main-sequence primary within 300,pc of the Sun using data from the Data Release 3 non-single star catalogue. Primary masses can be determined with a precision (1σ posterior width) of 10--20% in 90% of cases. Secondary masses, which extend down to planetary-mass objects does not change the mass estimates significantly (less than 4% and 1%, respectively) for many astrometry and photometry.
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Bailer-Jones et al. (Tue,) studied this question.
synapsesocial.com/papers/69c37afeb34aaaeb1a67cff1 — DOI: https://doi.org/10.1051/0004-6361/202659004/pdf
C.A.L. Bailer-Jones
Max Planck Institute for Astronomy
L. Kreidberg
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