Gravitational Instability in Radiation Pressure Dominated Backgrounds
Todd A. Thompson

TL;DR
This paper analyzes how radiation pressure and radiative diffusion influence gravitational instabilities, revealing conditions under which radiation either stabilizes or destabilizes self-gravitating media, with implications for astrophysical environments like starbursts and galaxy clusters.
Contribution
It provides a detailed theoretical framework for understanding gravitational instability in radiation pressure dominated media, including new growth timescales and regimes based on diffusion rates.
Findings
Slow diffusion leads to a diffusive instability with a growth timescale independent of scale.
Rapid diffusion results in classical Jeans instability unaffected by radiation.
Applications include starburst galaxies, AGN disks, and cosmic ray diffusion in galaxy clusters.
Abstract
I consider the physics of gravitational instabilities in the presence of dynamically important radiation pressure and gray radiative diffusion, governed by a constant opacity, kappa. For any non-zero radiation diffusion rate on an optically-thick scale, the medium is unstable unless the classical gas-only isothermal Jeans criterion is satisfied. When diffusion is "slow," although the dynamical Jeans instability is stabilized by radiation pressure on scales smaller than the adiabatic Jeans length, on these same spatial scales the medium is unstable to a diffusive mode. In this regime, neglecting gas pressure, the characteristic timescale for growth is independent of spatial scale and given by (3 kappa c_s^2)/(4 pi G c), where c_s is the adiabatic sound speed. This timescale is that required for a fluid parcel to radiate away its thermal energy content at the Eddington limit, the…
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