Evolution of fast magnetoacoustic pulses in randomly structured coronal plasmas

TL;DR

This study uses numerical simulations to analyze how fast magnetoacoustic pulses evolve in randomly structured coronal plasmas, revealing their dispersive behavior and potential for solar atmospheric diagnostics.

Contribution

It introduces a detailed model of fast MHD pulse propagation in structured media, highlighting the effects of randomness on pulse evolution and seismological applications.

Findings

Random structuring causes amplitude attenuation and broadening of pulses.

Narrow pulses may split or narrow further, broad pulses tend to maintain shape.

Linear and nonlinear pulses decay at different rates, with nonlinear decaying exponentially.

Abstract

Magnetohydrodynamic waves interact with structured plasmas and reveal the internal magnetic and thermal structures therein, thereby having seismological applications in the solar atmosphere. We investigate the evolution of fast magnetoacoustic pulses in randomly structured plasmas, in the context of large-scale propagating waves in the solar atmosphere. We perform one dimensional numerical simulations of fast wave pulses propagating perpendicular to a constant magnetic field in a low-$\beta$ plasma with a random density profile across the field. Both linear and nonlinear regimes are considered. We study how the evolution of the pulse amplitude and width depends on their initial values and the parameters of the random structuring. A randomly structured plasma acts as a dispersive medium for a fast magnetoacoustic pulse, causing amplitude attenuation and broadening of the pulse width. After the passage of the main pulse, secondary propagating and standing fast waves appear in the plasma. Width evolution of both linear and nonlinear pulses can be well approximated by linear functions; however, narrow pulses may have zero or negative broadening. This arises because a narrow pulse is prone to splitting, while a broad pulse usually deviates less from their initial Gaussian shape and form ripple structures on top of the main pulse. A linear pulse decays at almost a constant rate, while a nonlinear pulse decays exponentially. A pulse interacts most efficiently with a random medium which has a correlation length of about half of its initial pulse width. The development of a detailed model of a fast MHD pulse propagating in highly structured medium substantiates the interpretation of EIT waves as fast magnetoacoustic waves. Evolution of a fast pulse provides us with a novel method to diagnose the sub-resolution filamentation of the solar atmosphere.