Neutron star-black hole mergers with a nuclear equation of state and neutrino cooling: Dependence in the binary parameters
Francois Foucart, M. Brett Deaton, Matthew D. Duez, Evan O'Connor,, Christian D. Ott, Roland Haas, Lawrence E. Kidder, Harald P. Pfeiffer, Mark, A. Scheel, and Bela Szilagyi

TL;DR
This study explores neutron star-black hole mergers with realistic physics, revealing significant unbound neutron-rich ejecta, hot accretion disks, and implications for gamma-ray bursts and r-process nucleosynthesis.
Contribution
It presents the first detailed simulations of such mergers incorporating a nuclear equation of state and neutrino cooling, highlighting the dependence on binary parameters.
Findings
Large amounts of unbound neutron-rich material are produced.
The accretion disk cools and becomes neutron-rich over time.
Mergers are promising sources for short gamma-ray bursts and r-process elements.
Abstract
We present a first exploration of the results of neutron star-black hole mergers using black hole masses in the most likely range of , a neutrino leakage scheme, and a modeling of the neutron star material through a finite-temperature nuclear-theory based equation of state. In the range of black hole spins in which the neutron star is tidally disrupted (), we show that the merger consistently produces large amounts of cool (), unbound, neutron-rich material (). A comparable amount of bound matter is initially divided between a hot disk () with typical neutrino luminosity , and a cooler tidal tail. After a short period of rapid protonization of the disk lasting , the accretion disk cools down under…
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