English

Decoding the Early Universe: Exploring a Merger Scenario for the High-Redshift Cluster JKCS041 using Numerical Models

Astrophysics of Galaxies 2024-02-22 v1

Abstract

JKCS041 (z=1.8z=1.8) is one of the most distant galaxy cluster systems known, seen when the Universe was less than 4 billion years old. Recent Sunyaev-Zeldovich (SZ) observations show a temperature decrement that is less than expected based on mass estimates of the system from X-ray, weak gravitational lensing and galaxy richness measurements. In this paper we seek to explain the observables - in particular the low SZ decrement and single SZ peak, the projected offset between the X-ray and SZ peaks of \approx220 kpc, the gas mass measurements and the lensing mass estimate. We use the GAMER-2 hydrodynamic code to carry out idealized numerical simulations of cluster mergers and compare resulting synthetic maps with the observational data. The observations are not well reproduced by an isolated cluster, while instead they are when considering cluster mergers viewed a few tenths of a Gyr after first core passage. A range of merger scenarios is consistent with the observations, but parts of parameter space can be ruled out, and generically some kind of merger process is necessary to reproduce the offset between the SZ and X-ray peaks. In particular, a total mass of \approx2×1014M\times 10^{14} M_\odot, mass ratio of \approx2:3, gas fraction of 0.050.10.05-0.1 and Navarro, Frenk and White (NFW) mass density profile concentration cc\approx5 for both components are scenarios that are consistent with the observational data.

Keywords

Cite

@article{arxiv.2402.13334,
  title  = {Decoding the Early Universe: Exploring a Merger Scenario for the High-Redshift Cluster JKCS041 using Numerical Models},
  author = {Sharon Felix and Antareep Gogoi and Kaitlyn Shavelle and Brandon Sike and Lindsay King and Stefano Andreon and Urmila Chadayammuri and John ZuHone and Charles Romero},
  journal= {arXiv preprint arXiv:2402.13334},
  year   = {2024}
}

Comments

11 Pages and 11 figures

R2 v1 2026-06-28T14:55:02.732Z