English

Influence of baryons on spatial distribution of matter: higher order correlation functions

Cosmology and Nongalactic Astrophysics 2015-06-05 v1

Abstract

Baryonic physical processes could leave non-negligible imprint on cosmic matter distribution pattern. Series of high precision simulation data sets with identical initial condition are employed for count-in-cell (CIC) analysis, including one N-body dark matter run, one with adiabatic gas only and one with dissipative processes. Variances and higher order correlation functions of dark matter and gas are estimated. It is found that baryon physical processes mainly affected dark matter distribution at scales less than 1h11h^{-1}Mpc. In comparison with the pure dark matter run, adiabatic process alone strengthens variance of dark matter by \sim 10% at scale 0.1h10.1h^{-1}Mpc, while SnS_ns of dark matter deviate from pure dark matter case only mildly at a few percentages. Dissipative gas run does not differ much to the adiabatic run in dark matter variance, but renders significantly different SnS_n parameters of dark matter, bringing about more than 10% enhancement to S3S_3 at 0.1h10.1h^{-1}Mpc and z=0z=0. Distribution patterns of gas in two hydrodynamical simulations are prominently different. Variance of gas at z=0z=0 decreases by 30\sim 30% in adiabatic simulation while by 60\sim 60% in non-adiabatic simulation at 0.1h10.1h^{-1}Mpc, the attenuation is weaker at larger scales but still obvious at 10h1\sim 10h^{-1}Mpc. SnS_n parameters of gas are biased upward at scales <4h1< \sim 4h^{-1}Mpc, dissipative processes give 84\sim 84% promotion at z=0z=0 to S3S_3 at 0.1h10.1h^{-1}Mpc against the moderate 7\sim 7% in adiabatic simulation. The clustering segregation we observed between gas and dark matter could have intricate implication on modeling galaxy distribution and relevant cosmological application demanding fine details of matter distribution in strongly nonlinear regime.

Keywords

Cite

@article{arxiv.1205.5137,
  title  = {Influence of baryons on spatial distribution of matter: higher order correlation functions},
  author = {Xiaojun Zhu and Jun Pan},
  journal= {arXiv preprint arXiv:1205.5137},
  year   = {2015}
}

Comments

10 pages, 5 figs; submitted to RAA