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BONDI-HOYLE ACCRETION IN A TURBULENT MEDIUM

机译:湍流介质中的邦迪-孔Y积

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The Bondi-Hoyle formula gives the approximate accretion rate onto a point particle accreting from a uniform medium. However, in many situations accretion onto point particles occurs from media that are turbulent rather than uniform. In this paper we give an approximate solution to the problem of a point particle accreting from an ambient medium of supersonically turbulent gas. Accretion in such media is bimodal, at some points resembling classical Bondi-Hoyle flow, and in other cases being closer to the vorticity-dominated accretion flows recently studied by Krumholz, McKee, & Klein. Based on this observation, we develop a theoretical prediction for the accretion rate and confirm that our predictions are highly consistent with the results of numerical simulations. The distribution of accretion rates is lognormal, and the mean accretion rate in supersonically turbulent gas can be substantially enhanced above the value that would be predicted by a naive application of the Bondi-Hoyle formula. However, it can also be suppressed by the vorticity, just as Krumholz, McKee, & Klein found for non-supersonic vorticity-dominated flows. Magnetic fields, which we have not included in these models, may further inhibit accretion. Our results have significant implications for a number of astrophysical problems, ranging from star formation to the black holes in galactic centers. In particular, there are likely to be significant errors in results that assume that accretion from turbulent media occurs at the unmodified Bondi-Hoyle rate or that are based on simulations that do not resolve the Bondi-Hoyle radius of accreting objects.
机译:Bondi-Hoyle公式给出了从均匀介质中积聚的点粒子的近似积聚率。但是,在许多情况下,湍流而不是均匀的介质会积聚在点颗粒上。在本文中,我们给出了一种解决方案,即从超音速湍流气体的环境介质中积聚点粒子。这种介质中的吸积是双峰的,在某些方面类似于经典的邦迪-霍伊尔流动,而在另一些情况下,则更接近于克鲁姆霍尔兹,麦基和克莱因最近研究的以涡度为主的吸积流。基于此观察结果,我们对吸积率进行了理论预测,并确认我们的预测与数值模拟的结果高度一致。吸积率的分布是对数正态分布的,并且超声湍流气体中的平均吸积率可以大大提高,超过天真的应用邦迪-霍伊尔公式所能预测的值。但是,也可以通过涡旋来抑制它,就像Krumholz,McKee和Klein发现非超声速涡旋为主的流动一样。我们未包含在这些模型中的磁场可能会进一步抑制积聚。我们的结果对许多天体物理问题具有重大影响,从恒星形成到银河系中心的黑洞不等。特别是,假设湍流介质以未修改的邦迪-霍伊尔速率发生吸积或基于无法解决吸积物体的邦迪-霍伊尔半径的模拟的结果中,可能会出现重大错误。

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