Stability and convergence of nuclear detonations in white dwarf collisions
Peter Anninos, David Cruz-Lopez, Brighten Jiang, Emanuel Gordis

TL;DR
This study examines the numerical stability and convergence of thermonuclear detonations in white dwarf collisions, establishing resolution and parameter bounds for accurate simulation of nuclear products and energy release.
Contribution
It introduces specialized geometric gridding and mesh strategies for simulating white dwarf collisions and defines parameter bounds for stable, convergent detonation modeling.
Findings
Grid resolutions of 5 km or better are needed for <10% uncertainty in energy and products.
Limiter parameters significantly affect the stability and convergence of detonation simulations.
Results are applicable across various white dwarf compositions and collision scenarios.
Abstract
We investigate the numerical stability of thermonuclear detonations in 1D accelerated reactive shocks and 2D binary collisions of equal mass, magnetized and unmagnetized white dwarf stars. To achieve high resolution at initiation sites, we devised geometric gridding and mesh velocity strategies specially adapted to the unique requirements of head-on collisional geometries, scenarios in which one expects maximum production of iron-group products. We study effects of grid resolution and the limiting of temperature, energy generation, and reactants for different stellar masses, separations, magnetic fields, initial compositions, detonation mechanisms, and limiter parameters across a range of cell sizes from 1 to 100 km. Our results set bounds on the parameter space of limiter amplitudes for which both temperature and energy limiting procedures yield consistent and monotonically convergent…
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Taxonomy
TopicsNuclear physics research studies · earthquake and tectonic studies · Gamma-ray bursts and supernovae
