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Three-dimensional magneto-hydrodynamic simulations of the formation of the inner torus in black hole accretion flows

机译:黑洞积积流内环面形成的三维磁流体动力学模拟

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We present the results of formation of the inner torus in black hole accretion flows obtained from three dimensional magneto-hydrodynamic simulations. We focus on the dependence of numerical results on the gas temperature supplied from the outer region. General relativisitc effects are taken into account using the pseudo-Newtonian potential. We ignore the radiative cooling of the accreting gas. The initial state is a torus threaded by a weak azimuthal magnetic field.rnWe found that mass accretion rate and the mass outflow rate strongly depend on the temperature of the initial torus. In the cool model, a constant angular momentum inner torus is formed around 4—8r_s where r_s is the Schwarzschild radius. This radius is near the maximum radius of the radial epyciclic frequency. This inner torus deforms itself from a circle to a crescent quasi-periodically. During this deformation, the mass accretion torus returns to a circular shape and starts the next cycle. The time interval of this deformation is caused by the magnetic dynamo activitis driven by MRI. When the magnetic energy released, magnetic pressure driven outflows blow from the inner torus.rnPower spectral density (PSD) of the time variation of the mass accretion rate in the coolo model has a low frequency peak around 10Hz when we assumed a 10M_⊙ black hole. The PSD of the hot model is flat in 1 - 30Hz. The slope of the PSD in the cool model is steeper than than in the hot model in 30 — 100Hz.
机译:我们介绍了从三维磁流体动力学模拟获得的黑洞积积流中内部圆环的形成结果。我们关注数值结果对外部区域提供的气体温度的依赖性。使用伪牛顿势能考虑了一般的relativisitc效应。我们忽略了吸收气体的辐射冷却。初始状态是由弱方位角磁场穿过的圆环。rn我们发现质量累积率和质量流出率很大程度上取决于初始圆环的温度。在凉爽的模型中,恒定的角动量内环面形成在4-8r_s左右,其中r_s是Schwarzschild半径。该半径接近径向周向频率的最大半径。该内部圆环将其自身从圆形变形为准周期性的月牙形。在此变形过程中,吸积环将恢复为圆形并开始下一个循环。这种变形的时间间隔是由MRI驱动的磁振动引起的。当释放出磁能时,磁压力驱动的流出物从内部圆环吹出。rn当我们假设一个10M_⊙黑洞时,coolo模型中质量累积速率的时间变化的功率谱密度(PSD)在10Hz附近有一个低频峰值。 。热模型的PSD在1-30Hz处平坦。在30 — 100Hz时,冷模型中PSD的斜率比热模型中的PSD陡。

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