论文标题

通过各向异性等离子体湍流驱动的3D小规模重新连接期间的能量运输

Energy transport during 3D small-scale reconnection driven by anisotropic plasma turbulence

论文作者

Rueda, Jeffersson A. Agudelo, Verscharen, Daniel, Wicks, Robert T., Owen, Christopher J., Nicolaou, Georgios, Germaschewski, Kai, Walsh, Andrew P., Zouganelis, Ioannis, Domínguez, Santiago Vargas

论文摘要

无碰撞等离子体中的能量耗散是一个长期存在的基本物理问题。尽管众所周知,磁重新连接和湍流是耦合的,并从系统大小的尺度转移到亚蛋白尺度,但能量分布和能量耗散通道的细节仍然很了解。特别是,由于湍流级联反应而发生的三维(3D)小规模重新连接相关的能量传递和运输尚不清楚。我们使用明确的完全动力学粒子代码来模拟3D小规模的磁重新连接事件,以各向异性和alfvénic衰减的湍流形成。我们确定一个高度动态和不对称的重新连接事件,涉及两个重新连接通量绳索。我们使用基于Boltzmann方程的两流体方法来研究与重新连接事件相关的空间能量转移,并将两流体能量方程中的功率密度项与标准的基于标准的能量阻尼,加热和耗散代理进行比较。我们的发现表明,电子大量流量比动能密度更有效地传输热能密度。此外,在我们的湍流重新连接事件中,能量密度的转移主要由等离子体压缩。这与动荡的电流表和动荡的重新连接事件一致,但与层层重新连接不一致。

Energy dissipation in collisionless plasmas is a longstanding fundamental physics problem. Although it is well known that magnetic reconnection and turbulence are coupled and transport energy from system-size scales to sub-proton scales, the details of the energy distribution and energy dissipation channels remain poorly understood. Especially, the energy transfer and transport associated with three dimensional (3D) small-scale reconnection that occurs as a consequence of a turbulent cascade is unknown. We use an explicit fully kinetic particle-in-cell code to simulate 3D small scale magnetic reconnection events forming in anisotropic and Alfvénic decaying turbulence. We identify a highly dynamic and asymmetric reconnection event that involves two reconnecting flux ropes. We use a two-fluid approach based on the Boltzmann equation to study the spatial energy transfer associated with the reconnection event and compare the power density terms in the two-fluid energy equations with standard energy-based damping, heating and dissipation proxies. Our findings suggest that the electron bulk flow transports thermal energy density more efficiently than kinetic energy density. Moreover, in our turbulent reconnection event, the energy-density transfer is dominated by plasma compression. This is consistent with turbulent current sheets and turbulent reconnection events, but not with laminar reconnection.

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