Three-Dimensional Magnetic Reconnection

TL;DR

This paper reviews recent advances in understanding three-dimensional magnetic reconnection, highlighting its key characteristics, effects of resistivity, and implications for energy release in astrophysical phenomena.

Contribution

It provides new insights into 3D magnetic reconnection mechanisms, including detailed analysis of resistive effects and magnetic topology evolution through experiments.

Findings

Reconnection can occur with or without nulls and is driven by counter rotating flows.

Decreasing resistivity increases energy release and prolongs interaction duration.

Multiple energy release sites can occur simultaneously during reconnection.

Abstract

The importance of magnetic reconnection as an energy release mechanism in many solar, stellar, magnetospheric and astrophysical phenomena has long been recognised. Reconnection is the only mechanism by which magnetic fields can globally restructure, enabling them to access a lower energy state. Over the past decade, there have been some major advances in our understanding of three-dimensional reconnection. In particular, the key characteristics of 3D magnetohydrodynamic (MHD) reconnection have been determined. For instance, 3D reconnection (i) occurs with or without nulls, (ii) occurs continuously and continually throughout a diffusion region and (iii) is driven by counter rotating flows. Furthermore, analysis of resistive 3D MHD magnetic experiments have revealed some intriguing effects relating to where and how reconnection occurs. To illustrate these new features, a series of constant-resistivity experiments, involving the interaction of two opposite-polarity magnetic sources in an overlying field, are considered. Such a simple interaction represents a typical building block of the Sun's magnetic atmosphere. By following the evolution of the magnetic topology, we are able to explain where, how and at what rate the reconnection occurs. Remarkably there can be up to five energy release sites at anyone time (compared to one in the potential case) and the duration of the interaction increases (more than doubles) as the resistivity decreases (by a factor of 16). The decreased resistivity also leads to a higher peak ohmic dissipation and more energy being released in total, as a result of a greater injection of Poynting flux.