Energetics and 3-D Structure of Elementary Events in Solar Coronal Heating
G. Einaudi, R.B. Dahlburg, I. Ugarte-Urra, J.W. Reep, A.F. Rappazzo,, and M. Velli

TL;DR
This study uses 3-D MHD simulations and clustering algorithms to analyze small-scale heating events in the solar corona, revealing their properties, energies, and spatial distribution, advancing understanding of coronal heating mechanisms.
Contribution
It introduces a detailed numerical analysis of elementary coronal heating events, characterizing their properties and energies using novel clustering techniques.
Findings
Elementary events have energies from 10^18 to 10^21 ergs.
Events last less than 100 seconds, some up to 200 seconds.
Emission results from superposition of many elementary events.
Abstract
Parker (1972) first proposed that coronal heating was the necessary outcome of an energy flux caused by the tangling of coronal magnetic field lines by photospheric flows. In this paper we discuss how this model has been modified by subsequent numerical simulations outlining in particular the substantial differences between the "nanoflares" introduced by Parker and "elementary events", defined here as small-scale spatially and temporally isolated heating events resulting from the continuous formation and dissipation of field-aligned current sheets within a coronal loop. We present numerical simulations of the compressible 3-D MHD equations using the HYPERION code. We use two clustering algorithms to investigate the properties of the simulated elementary events: an IDL implementation of a Density-Based Spatial Clustering of Applications with Noise (DBSCAN) technique; and our own Physical…
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