Post-merger evolution of a neutron star-black hole binary with neutrino transport
Francois Foucart, Evan O'Connor, Luke Roberts, Matthew D. Duez, Roland, Haas, Lawrence E. Kidder, Christian D. Ott, Harald P. Pfeiffer, Mark A., Scheel, Bela Szilagyi

TL;DR
This paper presents the first full general relativistic simulation of a black hole-neutron star merger with neutrino transport, revealing differences in neutrino emission, composition, and ejecta compared to simpler models, with implications for nucleosynthesis and electromagnetic signals.
Contribution
It introduces a novel implementation of neutrino transport in full GR simulations of black hole-neutron star mergers, providing new insights into post-merger disk evolution and ejecta properties.
Findings
Neutrino transport results in lower electron neutrino luminosity and less neutron-rich remnants.
A small amount of neutron-rich material is ejected during disk formation.
Neutrino effects influence nucleosynthesis and electromagnetic transient predictions.
Abstract
We present a first simulation of the post-merger evolution of a black hole-neutron star binary in full general relativity using an energy-integrated general relativistic truncated moment formalism for neutrino transport. We describe our implementation of the moment formalism and important tests of our code, before studying the formation phase of a disk after a black hole-neutron star merger. We use as initial data an existing general relativistic simulation of the merger of a neutron star of 1.4 solar mass with a black hole of 7 solar mass and dimensionless spin a/M=0.8. Comparing with a simpler leakage scheme for the treatment of the neutrinos, we find noticeable differences in the neutron to proton ratio in and around the disk, and in the neutrino luminosity. We find that the electron neutrino luminosity is much lower in the transport simulations, and that the remnant is less…
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Taxonomy
TopicsPulsars and Gravitational Waves Research · Gamma-ray bursts and supernovae · Cosmology and Gravitation Theories
