论文标题

半独立二进制中的积聚磁盘的全球MHD模型

Stratified Global MHD Models of Accretion Disks in Semi-Detached Binaries

论文作者

Pjanka, Patryk, Stone, James M.

论文摘要

我们介绍了由Roche Lobe溢出喂养的吸积盘(包括垂直分层)的第一个全球磁流失动力学(MHD)模拟,以研究螺旋减震器,磁化磁不稳定性(MRI)的作用,以及吸积流在磁盘结构和进化中的结果。我们的模型包括对气体热力学的简单处理,在磁盘的内边缘$ m _ {\ rm in} $为5和10。我们发现质量积聚率在所有时间尺度上都有很大差异,只有马赫5模型达到了清晰的准定位状态。对于10马赫,该模型经历了磁性驱动的磁性积聚事件,该事件发生在二进制的$ \ sim10 $轨道周期的时间尺度上。两种模型都表现出相对于二元平面倾斜的螺旋冲击,其位置和倾斜度迅速变化。但是,这些冲击在赤道平面中的时间平均位置非常适合简单的线性模型。磁盘中的MRI湍流会产生环形磁场模式(蝴蝶图),在某些情况下,这些模式可能是由于与螺旋结构的相互作用所致。尽管我们的许多结果与本地研究非常吻合,但我们发现某些功能(最著名的是与螺旋冲击有关的功能)只能在此处研究的全球模型中捕获。因此,尽管全球研究在计算上仍然保持昂贵(即使是理想化的模型),但它们是必不可少的(以及对辐射传输和磁盘热力学的更复杂的处理),以增进我们对二元系统增生的理解。

We present results of the first global magnetohydrodynamic (MHD) simulations of accretion disks fed by Roche lobe overflow, including vertical stratification, in order to investigate the roles of spiral shocks, magnetorotational instability (MRI), and the accretion stream on disk structure and evolution. Our models include a simple treatment of gas thermodynamics, with orbital Mach numbers at the inner edge of the disk $M_{\rm in}$ of 5 and 10. We find mass accretion rates to vary considerably on all time scales, with only the Mach 5 model reaching a clear quasi-stationary state. For Mach 10, the model undergoes an outside-in magnetically-driven accretion event occurring on a time scale of $\sim10$ orbital periods of the binary. Both models exhibit spiral shocks inclined with respect to the binary plane, with their position and inclination changing rapidly. However, the time-averaged location of these shocks in the equatorial plane is well-fit by simple linear models. MRI turbulence in the disk generates toroidal magnetic field patterns (butterfly diagrams) that are in some cases irregular, perhaps due to interaction with spiral structure. While many of our results are in good agreement with local studies, we find some features (most notably those related to spiral shocks) can only be captured in global models such as studied here. Thus, while global studies remain computationally expensive -- even as idealized models -- they are essential (along with more sophisticated treatment of radiation transport and disk thermodynamics) for furthering our understanding of accretion in binary systems.

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