Variability in Short Gamma-ray Bursts: Gravitationally Unstable Tidal Tails
Eric R. Coughlin, C. J. Nixon, Jennifer Barnes, Brian D. Metzger, R., Margutti

TL;DR
This paper investigates how gravitational instability in tidal tails from neutron star mergers can lead to knot formation, causing variability in gamma-ray burst lightcurves, supported by analytical and hydrodynamical simulations.
Contribution
It introduces a linear stability analysis predicting knot formation in tidal tails and confirms these predictions with hydrodynamical simulations, linking tail instability to GRB variability.
Findings
Tidal tails are gravitationally unstable if $\\gamma \ge 5/3$.
Knots form with predictable spacing and number along the tails.
Knots' return causes variability in GRB lightcurves.
Abstract
Short gamma-ray bursts are thought to result from the mergers of two neutron stars or a neutron star and stellar mass black hole. The final stages of the merger are generally accompanied by the production of one or more tidal "tails" of ejecta, which fall back onto the remnant-disc system at late times. Using the results of a linear stability analysis, we show that if the material comprising these tails is modeled as adiabatic and the effective adiabatic index satisfies , then the tails are gravitationally unstable and collapse to form small-scale knots. We analytically estimate the properties of these knots, including their spacing along the tidal tail and the total number produced, and their effect on the mass return rate to the merger remnant. We perform hydrodynamical simulations of the disruption of a polytropic (with the polytropic and adiabatic indices …
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