Rank-3 Moment Closures in General Relativistic Neutrino Transport
Sherwood Richers

TL;DR
This paper evaluates the accuracy of analytic moment closures in general relativistic neutrino transport, introduces a new Monte Carlo code for assessment, and finds significant violations of closure assumptions affecting simulation accuracy.
Contribution
It presents SedonuGR, an open-source Monte Carlo code, to assess and improve moment closure assumptions in relativistic neutrino transport simulations.
Findings
Analytic closures are strongly violated at disk-polar interfaces.
Moment-based neutrino annihilation rate calculations are accurate within ~20%.
MEFD, Levermore, and Janka 2 closures perform reasonably across different metrics.
Abstract
Many modern simulations of accretion disks use moment-based methods for radiation transport to determine the thermal evolution of the disk and the properties of the ejected matter. The popular M1 scheme evolves the rank-0 and rank-1 moments requires an analytic approximation for the rank-2 and higher tensors. We present the open-source Monte Carlo steady-state general-relativistic neutrino transport code SedonuGR, which we use to asses fundamental analytic closure assumptions, quantify proposed closure errors, and test an extension of the MEFD closure to the rank-3 moment. We demonstrate that the fundamental assumptions employed in all analytic closures are strongly violated. This violation is most evident at the interface between the equatorial disk and the evacuated polar regions. Finally, we calculate the neutrino momentum and energy deposition rate from neutrino pair annihilation,…
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