Consistent Treatment of Muons in Binary Neutron Star Mergers
Henrique Gieg, Ramon Jaeger, Maximiliano Ujevic, Tim Dietrich

TL;DR
This paper introduces advanced numerical simulations of binary neutron star mergers that include muons and their reactions, assessing their impact on astrophysical outcomes and neutrino interactions.
Contribution
It develops a comprehensive treatment of muons and muonic reactions in neutron star merger simulations, employing novel neutrino rate calculations and a two-timescale approach.
Findings
Muon inclusion slightly alters ejecta properties, reducing mass by up to 17%.
Remnant evolution and outflow characteristics are largely unaffected by muons.
Neutrino-matter equilibration is effectively modeled with the new two-timescale method.
Abstract
We present a set of numerical-relativity binary neutron star merger simulations incorporating muons and muonic reactions for two baseline baryonic equations-of-state. In order to investigate the possible impact of muons and muonic weak reactions, we treat neutrinos with a gray (energy-independent) truncated moments scheme and an implicit-explicit time integrator. Newly computed neutrino rates are employed within the full kinematics approach for a set of relevant reactions, and pair-processes are modeled via opacities computed using reaction kernels, that allow a consistent treatment of neutrino interaction rates. We find that equilibration between matter and radiation is successfully captured by a novel two timescales approach. Of astrophysical interest is the general agreement between our muonic and non-muonic results regarding the remnant evolution, disk and outflow properties.…
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