Excitation of decay-less transverse oscillations of coronal loops by random motions
A.N. Afanasyev, T. Van Doorsselaere, V.M. Nakariakov

TL;DR
This study proposes that decay-less transverse oscillations of coronal loops are excited by random, broadband footpoint motions, explaining their observed multi-harmonic and quasi-monochromatic properties through a resonant eigenmode excitation mechanism.
Contribution
The paper introduces a new model demonstrating how random footpoint motions can excite multiple harmonics of coronal loop oscillations, aligning with recent observations.
Findings
Eigenmodes of loops are excited by random footpoint motions.
The model reproduces the observed multi-harmonic structure of decay-less oscillations.
Resonant excitation explains the quasi-monochromatic nature of observed oscillations.
Abstract
The relatively large-amplitude decaying regime of transverse oscillations of coronal loops has been known for two decades and interpreted in terms of MHD kink modes of cylindrical plasma waveguides. Recent observational analysis has revealed the so-called decay-less small-amplitude oscillations, with a multi-harmonic structure being detected. Several models have been proposed to explain them. In particular, decay-less oscillations have been described in terms of standing kink waves driven with continuous monoperiodic motions of loop footpoints, in terms of a simple oscillator model of forced oscillations due to harmonic external force, and as a self-oscillatory process due to the interaction of a loop with quasi-steady flows. However, an alternative mechanism is needed to explain the simultaneous excitation of several longitudinal harmonics of the oscillation. We study the mechanism of…
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