Stokes Diagnostics of Magneto-Acoustic Wave Propagation in the Magnetic Network on the Sun

TL;DR

This paper investigates magneto-acoustic wave propagation in the Sun's magnetic network using numerical simulations, proposing Stokes-V asymmetries as a diagnostic tool to detect and analyze wave modes and mode conversion.

Contribution

It introduces a method to synthesize spectra from simulations to identify wave signatures and suggests using Stokes-V asymmetries for observational diagnostics of wave propagation.

Findings

Wave signatures are detectable with high spatial resolution.

Different viewing angles can reveal various wave modes.

Stokes-V asymmetries can diagnose wave excitation mechanisms.

Abstract

The solar atmosphere is magnetically structured and highly dynamic. Owing to the dynamic nature of the regions in which the magnetic structures exist, waves can be excited in them. Numerical investigations of wave propagation in small-scale magnetic flux concentrations in the magnetic network on the Sun have shown that the nature of the excited modes depends on the value of plasma beta (the ratio of gas to magnetic pressure) where the driving motion occurs. Considering that these waves should give rise to observable characteristic signatures, we have attempted a study of synthesized emergent spectra from numerical simulations of magneto-acoustic wave propagation. We find that the signatures of wave propagation in a magnetic element can be detected when the spatial resolution is sufficiently high to clearly resolve it, enabling observations in different regions within the flux concentration. The possibility to probe various lines of sight around the flux concentration bears the potential to reveal different modes of the magnetohydrodynamic waves and mode conversion. We highlight the feasibility of using the Stokes-V asymmetries as a diagnostic tool to study the wave propagation within magnetic flux concentrations. These quantities can possibly be compared with existing and new observations in order to place constraints on different wave excitation mechanisms.