Gaussian Process Inference of Stochastic Magneto-Active Dynamics and Viscosity in Swift J1727.8-1613
Lijuan Dong, Dahai Yan, Zihan Yang, Haiyun Zhang, lin Xie, Qingcui Bu, Lian Tao

TL;DR
This study applies Gaussian process regression to X-ray light curves of Swift J1727.8-1613, revealing magneto-hydrodynamic oscillations, turbulence, and viscosity insights, and linking these to jet ejection events.
Contribution
First application of GP regression with a composite kernel to model black hole X-ray variability, connecting timing features to accretion flow dynamics and jet launching.
Findings
Recovered QPOs consistent with Alfvén modes
Estimated viscosity parameter of approximately 0.1
Observed rapid timescale collapse before jet ejection
Abstract
Linking X-ray variability to the underlying magnetohydrodynamic (MHD) dynamics of black hole X-ray binaries remains challenging. We systematically investigate the stochastic and oscillatory variability of the black hole X-ray binary candidate Swift J1727.81613 during its 2023 outburst using Gaussian process (GP) regression applied to Insight-HXMT multi-band light curves. The variability is modeled with a physically motivated composite kernel comprising one stochastically driven damped simple harmonic oscillator (SHO) and two damped random walk (DRW) components. The SHO term robustly recovers quasi-periodic oscillations (QPOs) with frequencies -- Hz, consistent with the fundamental Alfv\'en mode of a contracting magnetically confined disk--coronal cavity. The quality factor rises from to , suggesting increasing coherence of the magnetic…
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