2017
DOI: 10.1093/mnras/stx1986
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General relativistic numerical simulation of sub-Keplerian transonic accretion flows on to black holes: Schwarzschild space–time

Abstract: We study time evolution of sub-Keplerian transonic accretion flows onto black holes using a general relativistic numerical simulation code. We perform simulations in Schwarzschild spacetime. We first compare one-dimensional simulation results with theoretical results and validate the performance of our code. Next, we present results of axisymmetric, two-dimensional simulation of advective flows. We find that even in this case, for which no complete theoretical analysis is present in the literature, steady stat… Show more

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Cited by 13 publications
(8 citation statements)
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“…Numerical study also supports this view as the accretion flow enters in to the black hole supersonically (Chakrabarti & Molteni 1995;Lanzafame et al 1998;? ;Giri & Chakrabarti 2013;Suková & Janiuk 2015;Kim et al 2017). Moreover, the above assertions are also endorsed observationally for several black hole candidates as well (Smith et al 2001(Smith et al , 2002Wu et al 2002;Yu et al 2004;Smith et al 2007;Cambier & Smith 2013;Debnath et al 2014;Iyer et al 2015;Nandi et al 2018).…”
Section: Introductionmentioning
confidence: 68%
“…Numerical study also supports this view as the accretion flow enters in to the black hole supersonically (Chakrabarti & Molteni 1995;Lanzafame et al 1998;? ;Giri & Chakrabarti 2013;Suková & Janiuk 2015;Kim et al 2017). Moreover, the above assertions are also endorsed observationally for several black hole candidates as well (Smith et al 2001(Smith et al , 2002Wu et al 2002;Yu et al 2004;Smith et al 2007;Cambier & Smith 2013;Debnath et al 2014;Iyer et al 2015;Nandi et al 2018).…”
Section: Introductionmentioning
confidence: 68%
“…To show the effects of dragging of frames due to spin of the black hole, we run the same case twice: For the Kerr (a = 0.95) and the Schwarzschild (a = 0) geometries and then take the difference in density distribution in the two cases. We injected matter with radial velocity 0.02288 and sound speed 0.08053 at rout = 200 (Kim et al 2017). However, for Schwarzschild black hole case, the inner boundary is placed at rin = 2.1 and for Kerr black hole, rin = 1.5.…”
Section: Two Dimensional Bondi Accretion Flowmentioning
confidence: 99%
“…All the above-mentioned simulation works addressed the accretion flow behavior around a non-rotating black hole by relying on pseudo-Newtonian potential. Recently, general relativistic highresolution shock-capturing simulation code was used to study the scenario in Schwarzschild (Kim et al 2017) and Kerr (Kim et al 2019) space-time which further established the formation of a standing shock in hydrodynamic (HD) flow around a non-rotating as well as rotating black hole in full general relativistic treatment. However, till now there has been only one work taking into account different magnitudes of magnetic field strength in such flows in the presence of standing shocks (Okuda et al 2019).…”
Section: Introductionmentioning
confidence: 99%