Splashback Shells of Cold Dark Matter Halos
Philip Mansfield, Andrey V. Kravtsov, and Benedikt Diemer

TL;DR
This paper introduces SHELLFISH, an algorithm that accurately identifies and characterizes splashback shells in dark matter halos from single snapshot density data, revealing new insights into their properties and shapes.
Contribution
The paper presents the SHELLFISH algorithm for identifying splashback shells in individual halos and provides the first detailed measurements of their properties and dependencies.
Findings
Splashback radius decreases with higher mass accretion rates.
Splashback radius also decreases with increasing peak height $ u_{200m}$.
Splashback shells are generally non-ellipsoidal and oval in shape.
Abstract
The density field in the outskirts of dark matter halos is discontinuous due to a caustic formed by matter at its first apocenter after infall. In this paper, we present an algorithm to identify the "splashback shell" formed by these apocenters in individual simulated halos using only a single snapshot of the density field. We implement this algorithm in the code SHELLFISH (SHELL Finding In Spheroidal Halos) and demonstrate that the code identifies splashback shells correctly and measures their properties with an accuracy of for halos with more than 50,000 particles and mass accretion rates of . Using SHELLFISH, we present the first estimates for several basic properties of individual splashback shells, such as radius, , mass, and overdensity, and provide fits to the distribution of these quantities as functions of ,…
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