Strong Gravity Effects of Rotating Black Holes: Quasiperiodic Oscillations
Alikram N. Aliev, G\"oksel Daylan Esmer, Pamir Talazan

TL;DR
This paper investigates the strong gravity effects on geodesic motion around rotating black holes, analyzing fundamental frequencies and their relation to observed quasiperiodic oscillations, including in braneworld gravity scenarios.
Contribution
It provides a detailed numerical analysis of epicyclic frequencies in Kerr and braneworld black holes, linking theoretical predictions to observed QPOs and exploring effects beyond general relativity.
Findings
Epicyclic frequencies match observed QPOs in some black hole binaries.
Maxima of radial and vertical frequencies exhibit a 2:1 ratio near extreme spins.
Braneworld black holes with negative tidal charge are consistent with QPO observations.
Abstract
We explore strong gravity effects of the geodesic motion in the spacetime of rotating black holes in general relativity and braneworld gravity. We focus on the description of the motion in terms of three fundamental frequencies: The orbital frequency, the radial and vertical epicyclic frequencies. For a Kerr black hole, we perform a detailed numerical analysis of these frequencies at the innermost stable circular orbits and beyond them as well as at the characteristic stable orbits, at which the radial epicyclic frequency attains its highest value. We find that the values of the epicyclic frequencies for a class of stable orbits exhibit good qualitative agreement with the observed frequencies of the twin peaks quasiperiodic oscillations (QPOs) in some black hole binaries. We also find that at the characteristic stable circular orbits, where the radial (or the vertical) epicyclic…
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