High-resolution resonant portraits of a single-planet white dwarf system
Dimitri Veras, Nikolaos Georgakarakos, Ian Dobbs-Dixon

TL;DR
This study uses high-performance computing and semi-analytical methods to analyze how mean motion resonances influence asteroid stability during stellar evolution, revealing key resonances that can destabilize or stabilize asteroid orbits around white dwarfs.
Contribution
It introduces a combined computational and semi-analytical approach to quantify resonant stability and effects during stellar evolution, focusing on a single-planet system with asteroids.
Findings
Resonant instability can be predicted using main-sequence parameters.
Certain resonances efficiently destabilize or stabilize asteroid orbits.
Specific resonances like 4:1, 3:1, and 2:1 are key in white dwarf pollution.
Abstract
The dynamical excitation of asteroids due to mean motion resonant interactions with planets is enhanced when their parent star leaves the main sequence. However, numerical investigation of resonant outcomes within post-main-sequence simulations is computationally expensive, limiting the extent to which detailed resonant analyses have been performed. Here, we combine the use of a high-performance computer cluster and the general semianalytical libration width formulation of Gallardo et al. (2021) in order to quantify resonant stability, strength and variation instigated by stellar evolution for a single-planet system containing asteroids on both crossing and non-crossing orbits. We find that resonant instability can be accurately bound with only main-sequence values by computing a maximum libration width as a function of asteroid longitude of pericentre. We also quantify the relative…
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