P. Sharma, B. D. G. Chandran, E. Quataert, I. J. Parrish
备注:
8 pages, 2 figs., submitted to the conference proceedings of "The Monster's Fiery Breath;" a follow up of arXiv:0901.4786 focusing on the general mixing properties of the ICM
The intracluster medium (ICM) is stably stratified in the hydrodynamic sense with the entropy $s$ increasing outwards. However, thermal conduction along magnetic field lines fundamentally changes the stability of the ICM, leading to the "heat-flux buoyancy instability" when $dT/dr>0$ and the "magnetothermal instability" when $dT/dr<0$. The ICM is thus buoyantly unstable regardless of the signs of $dT/dr$ and $ds/dr$. On the other hand, these temperature-gradient-driven instabilities saturate by reorienting the magnetic field (perpendicular to $\hat{\bf r}$ when $dT/dr>0$ and parallel to $\hat{\bf r}$ when $dT/dr<0$), without generating sustained convection. We show that after an anisotropically conducting plasma reaches this nonlinearly stable magnetic configuration, it experiences a buoyant restoring force that resists further distortions of the magnetic field. This restoring force is analogous to the buoyant restoring force experienced by a stably stratified adiabatic plasma. We argue that in order for a driving mechanism (e.g, galaxy motions or cosmic-ray buoyancy) to overcome this restoring force and generate turbulence in the ICM, the strength of the driving must exceed a threshold, corresponding to turbulent velocities $\gtrsim 10 -100 {km/s}$. For weaker driving, the ICM remains in its nonlinearly stable magnetic configuration, and turbulent mixing is effectively absent. We discuss the implications of these findings for the turbulent diffusion of metals and heat in the ICM.
The Matryoshka Run (II): Time Dependent Turbulence Statistics, Stochastic Particle Acceleration and Microphysics Impact in a Massive Galaxy Cluster
我们利用Matryoshka运行研究了10 $^{15}M_\odot$星系团的团内介质中结构形成驱动湍流的时间相关统计。我们调查的湍流级联在内部Mpc的压缩和不可压缩的速度分量。流动保持充分发展的湍流的近似条件,其偏离在大约涡流周转时间内稳定。即使在低质量吸积率下,湍流速度色散仍高于$700$ km s $^{-1}$,压缩能量的分数在10%和40%之间。与不可压缩湍流不同,压缩湍流的标准化和斜率在短时间尺度上易受较大变化的影响。一个主要的合并发生在红移$z\simeq0$周围,并伴随着长时间的增强湍流,归因于与物质空间聚集有关的质量吸积的时间聚集。我们测试模型的随机加速压缩模式的起源弥漫无线电发射的星系团。湍流模拟模型约束了这个复杂问题的一个重要未知数,并提出了它对难以捉摸的团内等离子体微观物理的依赖。特别是,等离子体的碰撞和耗散物理的弱冲击的具体情况影响的压缩模式的加速率具有强烈的影响的级联。在这种背景下,射电晕作为一种复杂的现象出现,在这种现象中,一系列作用于越来越小的尺度上的过程在起作用。压缩模式的随机加速度意味着无线电功率和频谱指数与合并核心距离的统计相关性,原则上都可以用无线电测量进行测试。
From Observations to Simulations: A Neural-Network Approach to Intracluster Medium Kinematics
Max-Planck-Institut für extraterrestrische Physik(马克斯·普朗克地外物理研究所);Harvard-Smithsonian Center for Astrophysics(哈佛-史密森天体物理中心);Institute of Astronomy, Madingley Road, Cambridge CB3 0HA, UK(剑桥大学天文研究所);Institute for Frontiers in Astronomy and Astrophysics, Beijing Normal University(北京师范大学前沿天文与天体物理研究所);INAF - IASF Palermo(意大利国家天体物理研究所巴勒莫分部);Department of Physics and Astronomy, University of Alabama in Huntsville(阿拉巴马大学亨茨维尔分校物理与天文学系)