# Quenching low-mass satellite galaxies: evidence for a threshold ICM density

## TL;DR

This study investigates how the dense intra-cluster medium influences the quenching of low-mass satellite galaxies, revealing a threshold ICM density where rapid quenching occurs due to ram pressure stripping.

## Contribution

It provides the first direct observational evidence of a threshold ICM density triggering rapid quenching in low-mass satellite galaxies, supported by a simple analytic model.

## Key findings

- Quenched fraction increases sharply beyond a certain ICM density threshold.
- A broken power-law describes the relation between quenched fraction and ICM density.
- Ram pressure stripping explains the rapid quenching at high ICM densities.

## Abstract

We compile a sample of SDSS galaxy clusters with high-quality Chandra X-ray data to directly study the influence of the dense intra-cluster medium (ICM) on the quenching of satellite galaxies. We study the quenched fractions of satellite galaxies as a function of ICM density for low- ($10^9 \lesssim M_\star \lesssim 10^{10}\,\mathrm{M_\odot}$), intermediate- ($10^{10} \lesssim M_\star \lesssim 10^{10.5}\,\mathrm{M_\odot}$), and high-mass ($M_\star \gtrsim 10^{10.5}\,\mathrm{M_\odot}$) satellite galaxies with $>\!3000$ satellite galaxies across 24 low-redshift ($z < 0.1$) clusters. For low-mass galaxies we find evidence for a broken powerlaw trend between satellite quenched fraction and local ICM density. The quenched fraction increases modestly at ICM densities below a threshold before increasing sharply beyond this threshold toward the cluster center. We show that this increase in quenched fraction at high ICM density is well matched by a simple, analytic model of ram pressure stripping. These results are consistent with a picture where low-mass cluster galaxies experience an initial, slow-quenching mode driven by steady gas depletion, followed by rapid quenching associated with ram pressure of cold-gas stripping near (one quarter of the virial radius, on average) the cluster center.