An Analytic Model of Angular Momentum Transport by Gravitational Torques: From Galaxies to Massive Black Holes
Philip F. Hopkins, Eliot Quataert (Berkeley)

TL;DR
This paper develops an analytic model for angular momentum transport in galaxies, linking large-scale gravitational torques to black hole growth, validated by simulations, and providing a new sub-grid model for cosmological simulations.
Contribution
It introduces a modified shock criterion and analytic expressions for gas inflow, improving predictions of black hole accretion rates in galaxy evolution models.
Findings
Analytic model accurately predicts gas inflow rates with 0.3 dex scatter.
Modified shock criterion captures inflow in stellar-dominated systems.
New estimate of black hole accretion rate aligns with simulation results.
Abstract
We present analytic calculations of angular momentum transport and gas inflow in galaxies, from scales of ~kpc to deep in the potential of a central black hole (BH). We compare these analytic calculations to numerical simulations and use them to develop a sub-grid model of BH growth that can be incorporated into semi-analytic models or cosmological simulations. Both analytic calculations and simulations argue that the strongest torque on gas arises when non-axisymmetric perturbations to the stellar gravitational potential produces orbit crossings and shocks in the gas. This is true both at large radii ~0.01-1 kpc, where bar-like modes dominate the non-axisymmetric potential, and at smaller radii <10 pc, where a lopsided/eccentric disk dominates. The traditional orbit crossing criterion is not always adequate to predict the locations of, and inflow due to, shocks in gas+stellar disks…
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