A Simple Condition for Sustained Super-Eddington Black Hole Growth
Jarrett Lawrence Johnson, Phoebe R. Upton Sanderbeck

TL;DR
This paper identifies a simple condition under which black holes can grow continuously at super-Eddington rates, explaining rapid early universe growth and the scarcity of highly Eddington-limited quasars.
Contribution
It introduces a straightforward criterion for sustained super-Eddington accretion, linking it to the Eddington fraction and radiation efficiency, with implications for cosmological models.
Findings
Super-Eddington accretion occurs when $f_{Edd} > 2/\epsilon$.
Black holes can grow rapidly without radiation halting infall.
This growth mode explains early supermassive black hole formation.
Abstract
One of the most pressing questions in cosmology is how the black holes (BHs) powering quasars at high redshift grow to supermassive scales within a billion years of the Big Bang. Here we show that sustained super-Eddington accretion can be achieved for BHs with Eddington fractions > 2/, where is the efficiency with which radiation is generated in the accretion process. In this regime, the radiation carries too little momentum to halt the accretion flow and the infalling gas traps the radiation. The BH growth then proceeds unimpeded until the gas supply is exhausted, in contrast to accretion at lower rates which is limited by the radiation generated in the accretion process. The large gas supply available in massive high-redshift quasar host galaxies may be readily accreted onto seed BHs via this supply-limited mode of accretion, providing an…
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