Chaotic and stochastic processes in the accretion flows of the black hole X-ray binaries revealed by recurrence analysis
Petra Sukov\'a, Mikolaj Grzedzielski, Agnieszka Janiuk

TL;DR
This study uses recurrence analysis to investigate the nonlinear, chaotic behavior of X-ray variability in black hole binaries, revealing deterministic chaos linked to accretion flow instabilities.
Contribution
It applies recurrence analysis to RXTE data, demonstrating that certain black hole systems exhibit deterministic chaos in their X-ray variability, a novel insight into accretion flow dynamics.
Findings
GRS 1915+105 shows chaotic variability.
IGR J17091-3624 exhibits similar chaos characteristics.
Some observations of GX 339-4, GRO J1655-40, and XTE J1550-564 show significant results.
Abstract
The black hole candidates exhibit fast variability of their X-ray emission on a wide range of timescales. The short, coherent variations, with frequencies above 1 Hz, are referred to as quasi-periodic oscillations, and are generally explained by resonant effects in the black hole accretion flow. The purely stochastic variability that occurs due to turbulent conditions in the plasma, is quantified by the power density spectra and appears practically in all types of sources and their spectral states. The specific kind of quasi-periodic flares is expected, when the global structure of the accretion flow, governed by the nonlinear hydrodynamics, induces fluctuations around a fixed point solution. These conditions, which occur at high accretion rates, lead to the variability in the sense of deterministic chaos. We study the nonlinear behaviour of X-ray sources using the recurrence analysis…
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