Spherical collapse of dark energy with an arbitrary sound speed
Tobias Basse, Ole Eggers Bjaelde, Yvonne Y. Y. Wong

TL;DR
This paper investigates how dark energy with a constant equation of state and sound speed influences cosmic structure formation through scale-dependent clustering effects, using the spherical collapse model.
Contribution
It introduces a detailed analysis of dark energy clustering effects on structure formation, including the impact of sound speed and the Jeans scale, which is a novel approach.
Findings
Dark energy clustering induces scale-dependent effects on structure formation.
The effect is maximal for halos with mass much larger than the Jeans mass.
The mass dependence of virial density and collapse threshold can reveal dark energy dynamics.
Abstract
We consider a generic type of dark energy fluid, characterised by a constant equation of state parameter w and sound speed c_s, and investigate the impact of dark energy clustering on cosmic structure formation using the spherical collapse model. Along the way, we also discuss in detail the evolution of dark energy perturbations in the linear regime. We find that the introduction of a finite sound speed into the picture necessarily induces a scale-dependence in the dark energy clustering, which in turn affects the dynamics of the spherical collapse in a scale-dependent way. As with other, more conventional fluids, we can define a Jeans scale for the dark energy clustering, and hence a Jeans mass M_J for the dark matter which feels the effect of dark energy clustering via gravitational interactions. For bound objects (halos) with masses M >> M_J, the effect of dark energy clustering is…
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