Large-scale Evolution of Seconds-long Relativistic Jets from Black Hole-Neutron Star Mergers

TL;DR

This paper presents detailed numerical simulations of black hole-neutron star mergers, revealing the conditions for jet formation, evolution, and implications for short gamma-ray bursts, including the effects of magnetic fields and disk dynamics.

Contribution

It introduces the first comprehensive simulations tracking BH-NS mergers from pre-merger to large distances, exploring magnetic configurations and jet behaviors.

Findings

Jets can be launched shortly after merger with initial poloidal magnetic fields.

Jet power remains constant until the disk becomes magnetically arrested, then declines as t^{-2}.

High initial magnetization persists at large distances, affecting prompt emission.

Abstract

We present the first numerical simulations that track the evolution of a black hole-neutron star (BH-NS) merger from pre-merger to $r\gtrsim10^{11}\,{\rm cm}$. The disk that forms after a merger of mass ratio $q=2$ ejects massive disk winds ($3-5\times10^{-2}\,M_{\odot}$). We introduce various post-merger magnetic configurations and find that initial poloidal fields lead to jet launching shortly after the merger. The jet maintains a constant power due to the constancy of the large-scale BH magnetic flux until the disk becomes magnetically arrested (MAD), where the jet power falls off as $L_j\sim t^{-2}$. All jets inevitably exhibit either excessive luminosity due to rapid MAD activation when the accretion rate is high or excessive duration due to delayed MAD activation compared to typical short gamma-ray bursts (sGRBs). This provides a natural explanation for long sGRBs such as GRB 211211A but also raises a fundamental challenge to our understanding of jet formation in binary mergers. One possible implication is the necessity of higher binary mass ratios or moderate BH spins to launch typical sGRB jets. For post-merger disks with a toroidal magnetic field, dynamo processes delay jet launching such that the jets break out of the disk winds after several seconds. We show for the first time that sGRB jets with initial magnetization $\sigma_0>100$ retain significant magnetization ($\sigma\gg1$) at $r>10^{10}\,{\rm cm}$, emphasizing the importance of magnetic processes in the prompt emission. The jet-wind interaction leads to a power-law angular energy distribution by inflating an energetic cocoon whose emission is studied in a companion paper.