Dynamical ejecta from precessing neutron star-black hole mergers with a hot, nuclear-theory based equation of state
Francois Foucart, Dhruv Desai, Wyatt Brege, Matthew D. Duez, Daniel, Kasen, Daniel A. Hemberger, Lawrence E. Kidder, Harald P. Pfeiffer, Mark A., Scheel

TL;DR
This paper presents simulations of precessing neutron star-black hole mergers using a nuclear-theory based equation of state, analyzing the effects on ejecta properties and improving numerical methods.
Contribution
It introduces the first simulations of precessing NS-BH mergers with a realistic, hot, nuclear-theory based equation of state and an improved mesh-refinement algorithm.
Findings
Remnant and ejecta masses are consistent with simpler models.
Ejecta velocity differences are explained by composition assumptions.
Updated velocity estimates account for low-density, cold material effects.
Abstract
Neutron star-black hole binaries are among the strongest sources of gravitational waves detectable by current observatories. They can also power bright electromagnetic signals (gamma-ray bursts, kilonovae), and may be a significant source of production of r-process nuclei. A misalignment of the black hole spin with respect to the orbital angular momentum leads to precession of that spin and of the orbital plane, and has a significant effect on the properties of the post-merger remnant and of the material ejected by the merger. We present a first set of simulations of precessing neutron star-black hole mergers using a hot, composition dependent, nuclear-theory based equation of state (DD2). We show that the mass of the remnant and of the dynamical ejecta are broadly consistent with the result of simulations using simpler equations of state, while differences arise when considering the…
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