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Structure and Instability of the Ionization Fronts around Moving Black Holes

Published 12 Mar 2020 in astro-ph.GA and astro-ph.HE | (2003.05625v2)

Abstract: In this paper we focus on understanding the physical processes that lead to stable or unstable ionization fronts (I-fronts) observed in simulations of moving black holes (BHs). The front instability may trigger bursts of gas accretion, rendering the BH significantly more luminous than at steady-state. We perform a series of idealized three dimensional radiation hydrodynamics simulations resolving the I-fronts around BHs of mass MBHM_\mathrm{BH} and velocity v∞v_\infty accreting from a medium of density nHn_\mathrm{H}. The I-front, with radius RIR_\mathrm{I}, transitions from D-type to R-type as the BH velocity becomes larger than a critical value vR∼40 km/sv_\mathrm{R}\sim 40\,\mathrm{km/s}. The D-type front is preceded by a bow-shock of thickness ΔRI\Delta R_\mathrm{I} that decreases as v∞v_\infty approaches vRv_\mathrm{R}. We find that both D-type and R-type fronts can be unstable given the following two conditions: i) for D-type fronts the shell thickness must be $\Delta R_\mathrm{I}/R_\mathrm{I}&lt;0.05$ (i.e., v∞≳20 km/sv_\infty \gtrsim 20\,\mathrm{km/s}.), while no similar restriction holds for R-type fronts; ii) the temperature jump across the I-front must be $T_\mathrm{II}/T_\mathrm{I}&gt;3$. This second condition is satisfied if $T_\mathrm{I}&lt;5000\,\mathrm{K}$ or if nH MBH≳10<sup>6 M⊙ cm<sup>−3n_\mathrm{H}\,M_\mathrm{BH} \gtrsim 10<sup>6\,M_\odot\,\mathrm{cm<sup>{-3}}. Due to X-ray pre-heating typically TI∼10<sup>4 KT_\mathrm{I} \sim 10<sup>4\,\mathrm{K}, unless the D-type shell is optically thick to X-rays, which also happens when nH MBHn_\mathrm{H}\,M_\mathrm{BH} is greater than a metallicity-dependent critical value. We thus conclude that I-fronts around BHs are unstable only for relatively massive BHs moving trough very dense molecular clouds. We briefly discuss the observational consequences of the X-ray luminosity bursts likely associated with this instability.

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