Abstract
The results of an analytic and numerical investigation of the structure of the X line during steady state magnetic reconnection in collisionless plasma are presented. The structure of the X line essentially depends on a single dimensionless parameter F, which is a measure of the influx of plasma into the reconnection region. For small F the self‐consistent plasma current driven at the X line is small, and the magnetic fields are nearly unchanged from the initial vacuum state. With increasing F the current driven at the X line becomes large, and the dissipation region collapses in the direction of the inflow and elongates along the outflow. For sufficiently large F the velocity of the plasma ejected from the X line exceeds the local Alfvén velocity. In this regime a fast mode shock forms at the outflow end of the dissipation region which slows the high‐velocity outflow plasma to the subsonic flow characteristic of the broader outflow region. Finally, at a critical plasma flux Fc the dissipation region collapses to zero thickness; no steady solutions are found for F > Fc. By matching the energy dissipated at the neutral line with the change in global magnetic energy, a self‐consistent equation for F is derived which indicates that F always adjusts so that F ⪝ Fc. Predictions of reconnection rates and associated parameters for the geomagnetic tail are presented which are in reasonable agreement with observations.
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