Radio emission in ultracool dwarfs: the nearby substellar triple system VHS 1256$-$1257

TL;DR

This study detects non-thermal radio emission from an ultracool M7.5 binary in a nearby triple system, revealing magnetic activity and constraining magnetic field strengths through multi-epoch radio observations.

Contribution

First detection of radio emission from the M7.5 binary in VHS 1256$-$1257, providing insights into magnetic fields and emission mechanisms in ultracool dwarfs.

Findings

Detected radio emission at X-band from the M7.5 binary

Spectral index suggests synchrotron or gyrosynchrotron radiation

Constrained magnetic field strength to kiloGauss levels

Abstract

With the purpose to investigate the radio emission of new ultracool objects, we carried out a targeted search in the recently discovered system VHS J125601.92$-$125723.9 (hereafter VHS 1256$-$1257); this system is composed by an equal-mass M7.5 binary and a L7 low-mass substellar object located at only 15.8\,pc. We observed in phase-reference mode the system VHS 1256$-$1257 with the Karl G. Jansky Very Large Array at $X$- and $L$- band and with the European VLBI Network at $L$-band in several epochs during 2015 and 2016. We discovered radio emission at $X$-band spatially coincident with the equal-mass M7.5 binary with a flux density of 60 $\mu$Jy. We determined a spectral index $\alpha = -1.1 \pm 0.3$ between 8 and 12 GHz, suggesting that non-thermal, optically-thin, synchrotron or gyrosynchrotron radiation is responsible for the observed radio emission. Interestingly, no signal is seen at $L$-band where we set a 3-$\sigma$ upper limit of 20 $\mu$Jy. This might be explained by strong variability of the binary or self-absorption at this frequency. By adopting the latter scenario and gyrosynchrotron radiation, we constrain the turnover frequency to be in the interval 5--8.5 GHz, from which we infer the presence of kG-intense magnetic fields in the M7.5 binary. Our data impose a 3-$\sigma$ upper bound to the radio flux density of the L7 object of 9 $\mu$Jy at 10\,GHz.