论文标题
黑孔积聚流的两流体模型:粒子加速度和圆盘结构
A two-fluid model for black-hole accretion flows: particle acceleration and disc structure
论文作者
论文摘要
围绕黑色孔的热,微弱的对流为主的积聚是在积聚盘中站立冲击波时相对论颗粒加速的理想位置。先前的工作表明,冲击加速过程可以足够有效,可以为观察到的无线电高活性星系中观察到的强大流出供电,例如M87。但是,先前尚未考虑由相对论颗粒的压力施加的动力学效应(反反应)对流动的流动,并且这种效应可能会对盘结构产生重大影响。我们通过开发一个新的两流体模型来重新检查问题,以用于增生光盘的结构,该模型包括相对论颗粒压力的动态效应,并结合了背景(热)气体的压力。新模型类似于超新星驱动的冲击波中宇宙射线加速度的两流体模型。作为模型的一部分,我们还开发了一组新的冲击跳转条件,这些条件与流体动力保护方程式一起解决,以确定积聚盘的结构。解决方案包括在盘中加速的相对论粒子驱动的冲击半径处形成了一个轻度的相对论流出(JET)。我们的主要结论之一是,在新的两流体积聚模型的背景下,不存在全球光滑(无震动)解决方案,并且光盘必须始终包含站立冲击波,至少在此处考虑的Inviscid情况下。
Hot, tenuous advection-dominated accretion flows around black holes are ideal sites for the Fermi acceleration of relativistic particles at standing shock waves in the accretion disc. Previous work has demonstrated that the shock-acceleration process can be efficient enough to power the observed, strong outflows in radio-loud active galaxies such as M87. However, the dynamical effect (back-reaction) on the flow, exerted by the pressure of the relativistic particles, has not been previously considered, and this effect can have a significant influence on the disc structure. We reexamine the problem by developing a new, two-fluid model for the structure of the accretion disc that includes the dynamical effect of the relativistic particle pressure, combined with the pressure of the background (thermal) gas. The new model is analogous to the two-fluid model of cosmic ray acceleration in supernova-driven shock waves. As part of the model, we also develop a new set of shock jump conditions, which are solved along with the hydrodynamic conservation equations to determine the structure of the accretion disc. The solutions include the formation of a mildly relativistic outflow (jet) at the shock radius, driven by the relativistic particles accelerated in the disc. One of our main conclusions is that in the context of the new two-fluid accretion model, global smooth (shock-free) solutions do not exist, and the disc must always contain a standing shock wave, at least in the inviscid case considered here.