Tidal truncation of circumplanetary disks fails above a critical disk aspect ratio
Rebecca G. Martin, Philip J. Armitage, Stephen H. Lubow, Daniel J., Price

TL;DR
This study uses numerical simulations to identify how the aspect ratio of circumplanetary disks determines whether they are tidally truncated or allow gas to escape, revealing a critical aspect ratio threshold.
Contribution
We demonstrate that the disk aspect ratio $H/R$ critically influences tidal truncation, with a threshold around 0.2, and show the independence of this process from planet mass and the impact of viscosity.
Findings
Disks with $H/R \,\lesssim\, 0.2$ are efficiently truncated.
Disks with $H/R \simeq 0.3$ can lose significant mass through outflows.
Tidal truncation conditions are independent of planet mass.
Abstract
We use numerical simulations of circumplanetary disks to determine the boundary between disks that are radially truncated by the tidal potential, and those where gas escapes the Hill sphere. We consider a model problem, in which a coplanar circumplanetary disk is resupplied with gas at an injection radius smaller than the Hill radius. We evolve the disk using the PHANTOM Smoothed Particle Hydrodynamics code until a steady-state is reached. We find that the most significant dependence of the truncation boundary is on the disk aspect ratio . Circumplanetary disks are efficiently truncated for . For , up to about half of the injected mass, depending on the injection radius, flows outwards through the decretion disk and escapes. As expected from analytic arguments, the conditions ( and Shakura-Sunyaev ) required for tidal truncation are…
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Taxonomy
TopicsAstrophysics and Star Formation Studies · Astro and Planetary Science · Stellar, planetary, and galactic studies
