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arXiv 1104.1003astro-ph.HE
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X型中性点的相对论性磁重联

Relativistic magnetic reconnection at X-type neutral points

Yasufumi Kojima, Junpei Oogi, Yugo E. Kato

摘要:

本文研究了二维X点附近磁扰动振荡阻尼的相对论效应。在考虑位移电流的情况下,我们研究了阿尔文速度接近光速的极端磁化系统的新特性。最小阻尼模式的频率计算使用线性化的相对论MHD方程的Lundquist数S和磁化参数$σ$的宽范围。这些时间尺度在大电阻极限中接近恒定值:振荡时间变为光交叉时间的几倍,与$σ$无关,并且衰减时间与$σ$成比例,因此对于高磁化系统而言更长。

英文摘要:

Relativistic effects in the oscillatory damping of magnetic disturbances near two-dimensional X-points are investigated. By taking into account displacement current, we study new features of extremely magnetized systems, in which the Alfvén velocity is almost the speed of light. The frequencies of the least-damped mode are calculated using linearized relativistic MHD equations for wide ranges of the Lundquist number S and the magnetization parameter $σ$. These timescales approach constant values in the large resistive limit: the oscillation time becomes a few times the light crossing time, irrespective of $σ$, and the decay time is proportional to $σ$ and therefore is longer for a highly magnetized system.

机构、总结、中文摘要均由AI分析而来,可能存在错误,请以论文正文为准。

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