Quasi-periodic pulsations in solar and stellar flares: re-evaluating their nature in the context of power-law flare Fourier spectra
A. R. Inglis, J. Ireland, M. Dominique

TL;DR
This study re-evaluates the nature of quasi-periodic pulsations in solar and stellar flares, showing that most can be explained by power-law Fourier spectra rather than oscillations, challenging previous interpretations.
Contribution
It introduces a Bayesian approach that accounts for power-law properties in flare signals, providing a new framework to interpret QPP without assuming oscillatory components.
Findings
Most QPP events can be explained by power-law spectra without oscillations.
One flare shows strong evidence of an actual oscillation with P ~ 14-16 s.
The prevalence of oscillatory signatures in flares may be overestimated.
Abstract
The nature of quasi-periodic pulsations in solar and stellar flares remains debated. Recent work has shown that power-law-like Fourier power spectra, also referred to as 'red' noise processes, are an intrinsic property of solar and stellar flare signals, a property that many previous studies of this phenomenon have not accounted for. Hence a re-evaluation of the existing interpretations and assumptions regarding QPP is needed. Here we adopt a Bayesian method for investigating this phenomenon, fully considering the Fourier power law properties of flare signals. Using data from the PROBA2/LYRA, Fermi/GBM, Nobeyama Radioheliograph and Yohkoh/HXT instruments, we study a selection of flares from the literature identified as QPP events. Additionally we examine optical data from a recent stellar flare that appears to exhibit oscillatory properties. We find that, for all but one event tested,…
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