Early-time thermalization of cosmic components? A hint for solving cosmic tensions

TL;DR

This paper investigates a two-fluid cosmological model with transient bulk viscosity during the matter-radiation transition, showing it can help resolve the Hubble and S8 tensions by modifying expansion and structure growth.

Contribution

It introduces a novel two-fluid model with transient bulk viscosity that impacts cosmic expansion and structure formation, addressing key cosmological tensions.

Findings

Transient bulk viscosity increases the Hubble constant around matter-radiation equality.

The model suppresses matter overdensity growth, reducing the S8 tension.

Both H0 and S8 tensions are significantly alleviated in the proposed framework.

Abstract

We study an expanding two-fluid model of non-relativistic dark matter and radiation which are allowed to interact during a certain time span and to establish an approximate thermal equilibrium. Such interaction which generates an effective bulk viscous pressure at background level is expected to be relevant for times around the transition from radiation to matter dominance. We quantify the magnitude of this pressure for dark matter particles masses within the range $1 {\rm eV} \lesssim m_{\chi} \lesssim 10 {\rm eV}$ around the matter-radiation equality epoch (i.e., redshift $z_{\rm eq}\sim 3400$) and demonstrate that the existence of a transient bulk viscosity has consequences which may be relevant for addressing current tensions of the standard cosmological model: i) the additional (negative) pressure contribution modifies the expansion rate around $z_{\rm eq}$, yielding a larger $H_0$ value and ii) large-scale structure formation is impacted by suppressing the amplitude of matter overdensity growth via a new viscous friction-term contribution to the M\'esz\'aros effect. As a result, both the $H_0$ and the $S_8$ tensions of the current standard cosmological model are significantly alleviated.