The Low-Mass Astrometric Binary LSR1610-0040

TL;DR

This study refines the orbital and mass estimates of the enigmatic low-mass binary LSR1610-0040, combining astrometric and radial velocity data to better understand its peculiar spectral features and system properties.

Contribution

It provides a joint fit to astrometric and radial velocity data, constraining the orbit and component masses of LSR1610-0040AB for the first time.

Findings

Orbital period of 633 days with eccentricity 0.42.

Primary mass estimated between 0.09 and 0.10 solar masses.

Secondary mass constrained between 0.06 and 0.075 solar masses.

Abstract

Even though it was discovered more than a decade ago, LSR1610-0040 remains an enigma. This object has a peculiar spectrum that exhibits some features typically found in L subdwarfs, and others common in the spectra of more massive M dwarf stars. It is also a binary system with a known astrometric orbital solution. Given the available data, it remains a challenge to reconcile the observed properties of the combined light of LSR1610-0040AB with current theoretical models of low-mass stars and brown dwarfs. We present the results of a joint fit to both astrometric and radial velocity measurements of this unresolved, low-mass binary. We find that the photocentric orbit has a period $P = 633.0 \pm 1.7$ days, somewhat longer than previous results, with eccentricity of $e = 0.42 \pm 0.03$, and we estimate that the semi-major axis of the orbit of the primary is $a_1 \approx 0.32$ AU, consistent with previous results. While a complete characterization of the system is limited by our small number of radial velocity measurements, we establish a likely primary mass range of $0.09 - 0.10 M_\odot$ from photometric and color-magnitude data. For a primary mass in this range, the secondary is constrained to be $0.06 - 0.075 M_\odot$, making a negligible contribution to the total I-band luminosity. This effectively rules out the possibility of the secondary being a compact object such as an old, low-mass white dwarf. Based on our analysis, we predict a likely angular separation at apoapsis comparable to the resolution limits of current high-resolution imaging systems. Measuring the angular separation of the A & B components would finally enable a full, unambiguous solution for the masses of the components of this system.