Oscillatory reconnection as a plasma diagnostic in the solar corona
Konstantinos Karampelas, James A. McLaughlin, Gert J. J. Botha,, St\'ephane R\'egnier

TL;DR
This paper investigates how the period of oscillatory reconnection in the solar corona depends on plasma properties, deriving an empirical formula to use this process as a diagnostic tool for coronal seismology.
Contribution
It provides the first quantitative relation linking oscillatory reconnection period to magnetic field, density, and temperature in the solar corona.
Findings
Period inversely proportional to magnetic field strength.
Period proportional to the square root of plasma temperature.
Empirical formula for oscillatory reconnection period derived.
Abstract
Oscillatory reconnection is a relaxation process in magnetised plasma, with an inherent periodicity that is exclusively dependent on the properties of the background plasma. This study focuses on the seismological prospects of oscillatory reconnection in the solar corona. We perform three sets of parameter studies (for characteristic coronal values of the background magnetic field, density and temperature) using the PLUTO code to solve the fully compressive, resistive MHD equations for a 2D magnetic X-point. From each parameter study, we derive the period of the oscillatory reconnection. We find that this period is inversely proportional to the characteristic strength of the background magnetic field and the square root of the initial plasma temperature, while following a square root dependency upon the equilibrium plasma density. These results reveal an inverse proportionality between…
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Taxonomy
TopicsSolar and Space Plasma Dynamics
