Lower-Hybrid Drift Instability and Macroscopic Flow of Colliding Magnetized Plasmas
Mikhail Malkov, Vladimir Sotnikov

TL;DR
This paper analytically investigates the microscopic instabilities and macroscopic flow patterns in colliding magnetized plasmas, relevant to laboratory and astrophysical contexts, focusing on flow instabilities and flow structure near stagnation zones.
Contribution
It provides an exact solution for Buneman-type dispersion and models the flow and instability characteristics in colliding plasma flows, advancing understanding of reconnection and transport phenomena.
Findings
Exact solution for Buneman instability dispersion relation.
Characterization of flow instabilities near stagnation line.
Calculation of plasma flow stream function in collision region.
Abstract
Microscopic instability and macroscopic flow pattern resulting from colliding plasmas are studied analytically in support of laboratory experiments. The plasma flows are assumed to stream radially from two separate centers. In a quasi-planar (2D) geometry, they may arise from an Ohmic explosion of two parallel wires, but similar configurations emerge from other outflows, e.g., colliding winds in binary star systems. One objective of this paper is to characterize the flow instabilities developing near the flow stagnation line. An exact solution for the Buneman-type dispersion equation is obtained without conventional simplifications. The unstable wave characteristics are key to anomalous resistivity that determines the reconnection rate of opposite magnetic fields transported with each flow toward the stagnation zone. The second objective of the paper is to calculate the stream function…
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