Statistical analysis of acoustic wave parameters near active regions

TL;DR

This study analyzes how magnetic fields in active regions affect acoustic wave parameters and flows, revealing differences in mode amplitude, energy, and frequency shifts between active, quiet, and nearby regions over five years.

Contribution

It provides a detailed comparison of acoustic mode parameters in active, quiet, and nearby regions, highlighting the influence of magnetic fields on wave behavior and flows.

Findings

Amplitude enhancement in nearby regions similar to active regions

Frequency shift patterns differ between active and nearby regions

Flows suggest thermal energy blockage beneath active regions

Abstract

In order to quantify the influence of magnetic fields on acoustic mode parameters and flows in and around active regions, we analyse the differences in the parameters in magnetically quiet regions nearby an active region (which we call `nearby regions'), compared with those of quiet regions at the same disc locations for which there are no neighboring active regions. We also compare the mode parameters in active regions with those in comparably located quiet regions. Our analysis is based on ring diagram analysis of all active regions observed by HMI during almost five years. We find that the frequency at which the mode amplitude changes from attenuation to amplification in the quiet nearby regions is around 4.2 mHz, in contrast to the active regions, for which it is about 5.1 mHz. This amplitude enhancement (the `acoustic halo effect') is as large as that observed in the active regions, and has a very weak dependence on the wave propagation direction. The mode energy difference in nearby regions also changes from a deficit to an excess at around 4.2 mHz, but averages to zero over all modes. The frequency difference in nearby regions increases with increasing frequency until a point at which the frequency shifts turn over sharply as in active regions. However, this turnover occurs around 4.9 mHz, significantly below the acoustic cutoff frequency. Inverting the horizontal flow parameters in the direction of the neighboring active regions, we find flows that are consistent with a model of the thermal energy flow being blocked directly below the active region.