Directly observing continuum emission from self-gravitating spiral waves

• Published in: Monthly notices of the Royal Astronomical Society Vol. 458; no. 1; pp. 306 - 318
• Main Authors: Hall, Cassandra, Forgan, Duncan, Rice, Ken, Harries, Tim J., Klaassen, Pamela D., Biller, Beth
• Format: Journal Article
• Language: English
• Published: London Oxford University Press 01.05.2016
• Subjects: Accretion disks; Amplitudes; Arrays; Disks; Extrasolar planets; Gravitation; Gravity; Mathematical models; Monte Carlo methods; Monte Carlo simulation; Radio telescopes; Spirals; Star & galaxy formation; protoplanetary discs; stars: pre-main-sequence; planets and satellites: formation; radiative transfer
• ISSN: 0035-8711; 1365-2966
• DOI: 10.1093/mnras/stw296

We use a simple, self-consistent, self-gravitating semi-analytic disc model to conduct an examination of the parameter space in which self-gravitating discs may exist. We then use Monte Carlo radiative transfer to generate synthetic Atacama Large Millimeter/submillimeter Array (ALMA) images of these self-gravitating discs to determine the subset of this parameter space in which they generate non-axisymmetric structure that is potentially detectable by ALMA. Recently, several transition discs have been observed to have non-axisymmetric structure that extends out to large radii. It has been suggested that one possible origin of these asymmetries could be spiral density waves induced by disc self-gravity. We use our simple model to see if these discs exist in the region of parameter space where self-gravity could feasibly explain these spiral features. We find that for self-gravity to play a role in these systems typically requires a disc mass around an order of magnitude higher than the observed disc masses for the systems. The spiral amplitudes produced by self-gravity in the local approximation are relatively weak when compared to amplitudes produced by tidal interactions, or spirals launched at Lindblad resonances due to embedded planets in the disc. As such, we ultimately caution against diagnosing spiral features as being due to self-gravity, unless the disc exists in the very narrow region of parameter space where the spiral wave amplitudes are large enough to produce detectable features, but not so large as to cause the disc to fragment.