首页> 外文期刊>The Astrophysical Journal. Letters >SUPPRESSION OF ELECTRON THERMAL CONDUCTION IN THE HIGH beta INTRACLUSTER MEDIUM OF GALAXY CLUSTERS
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SUPPRESSION OF ELECTRON THERMAL CONDUCTION IN THE HIGH beta INTRACLUSTER MEDIUM OF GALAXY CLUSTERS

机译:银团簇的高β诱变介质中电子热传导的抑制

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摘要

Understanding the thermodynamic state of the hot intracluster medium (ICM) in a galaxy cluster requires knowledge of the plasma transport processes, especially thermal conduction. The basic physics of thermal conduction in plasmas with ICM-like conditions has yet to be elucidated, however. We use particle-in-cell simulations and analytic models to explore the dynamics of an ICM-like plasma (with small gyroradius, large mean free path, and strongly sub-dominant magnetic pressure) driven by the diffusive heat flux associated with thermal conduction. Linear theory reveals that whistler waves are driven unstable by electron heat flux, even when the heat flux is weak. The resonant interaction of electrons with these waves then plays a critical role in scattering electrons and suppressing the heat flux. In a 1D model where only whistler modes that are parallel to the magnetic field are captured, the only resonant electrons are moving in the opposite direction to the heat flux, and the electron heat flux suppression is small. In 2D or more, oblique whistler modes also resonate with electrons moving in the direction of the heat flux. The overlap of resonances leads to effective symmetrization of the electron distribution function and a strong suppression of heat flux. The results suggest that thermal conduction in the ICM might be strongly suppressed, possibly to negligible levels.
机译:要了解星系团簇中热的团簇内介质(ICM)的热力学状态,需要了解等离子体传输过程,尤其是热传导。但是,尚未阐明具有ICM样条件的等离子体中热传导的基本物理原理。我们使用细胞内颗粒模拟和分析模型来探索由与热传导相关的扩散热通量驱动的类似ICM的等离子体(具有小的回旋半径,大的平均自由程和强烈的次要磁压)的动力学。线性理论表明,即使热通量微弱,惠斯勒波也会被电子热通量驱动而不稳定。因此,电子与这些波的共振相互作用在散射电子和抑制热通量方面起着至关重要的作用。在仅捕获与磁场平行的惠斯勒模式的一维模型中,仅谐振电子沿与热通量相反的方向移动,并且电子热通量抑制很小。在2D或更高的频率下,倾斜的惠斯勒模式还会与沿热通量方向移动的电子产生共振。共振的重叠导致电子分布函数的有效对称和对热通量的强烈抑制。结果表明,ICM中的热传导可能会受到强烈抑制,甚至可以忽略不计。

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