X-ray quasi-periodic oscillations in Lense-Thirring precession model -- II. variability of relativistic iron K$\alpha$ line
Bei You, Piotr T. \.Zycki, Adam Ingram, Michal Bursa, Wei Wang

TL;DR
This paper models how Lense-Thirring precession of the X-ray source in black hole binaries causes periodic variations in the reflection spectrum, especially the iron K$ extalpha$ line, revealing geometric effects on observed QPOs.
Contribution
It introduces a Monte-Carlo simulation of relativistic reflection that links precession phase to spectral and line profile variability in black hole X-ray binaries.
Findings
Reflection fraction varies with precession phase and depends on truncation radius and inclination.
Fe K$ extalpha$ line profile and luminosity change periodically with precession.
Continuum flux may lag line luminosity due to Doppler effects at small truncation radii.
Abstract
Reprocessing of primary X-ray emission in the accretion disk of black hole X-ray binaries (BHXRBs) produces the reflection spectrum, with the characteristic Fe K fluorescence line. Strong low frequency quasi-periodic oscillations (QPOs) are observed from BHXRBs, and the dependence of QPO properties (e.g., phase-lag) on the inclination angle suggests that the observed QPO may be associated with a geometrical effect, e.g., the precession of the X-ray source due to frame-dragging near the spining black hole. Here, in the scenario of Lense-Thirring precession of the X-ray source, we use a Monte-Carlo simulation of radiative transfer to study the irradiation/reflection and the resultant spectral properties including the Fe K line, as a function of precession phase (time). We found that the reflection fraction, i.e., the ratio of the incident flux towards the disk and the…
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