Damping of longitudinal magneto-acoustic oscillations in slowly varying coronal plasma
R. Erdelyi, K.S. Al-Ghafri, R.J. Morton

TL;DR
This study explores how cooling in coronal plasma affects magneto-acoustic wave propagation, revealing significant damping effects that align with observed oscillation damping in hot coronal loops, advancing understanding of solar plasma dynamics.
Contribution
It introduces a time-dependent model of MHD wave propagation in cooling coronal plasma, deriving analytic solutions and demonstrating damping effects absent in previous static models.
Findings
Strong damping of MHD waves linked to cooling effects
Damping is position-independent along the loop
Analytic solutions match numerical calculations
Abstract
We investigate the propagation of MHD waves in a homogenous, magnetized plasma in a weakly stratified atmosphere, representing hot coronal loops. In most of earlier studies a time-independent equilibrium is considered. Here we abandon this restriction and allow the equilibrium to develop as function of time. In particular, the background plasma is assumed to be cooling due to thermal conduction. The cooling is assumed to be on a time scale greater than the characteristic travel times of the perturbations. We investigate the influence of cooling of the background plasma on the properties of magneto-acoustic waves. The MHD equations are reduced to a 1-D system modelling magneto-acoustic modes progressing along a dynamically cooling coronal loop. A time dependent dispersion relation which describes the propagation of the magneto-acoustic waves is derived by using the WKB theory. An…
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