On choosing the start time of binary black hole ringdown
Swetha Bhagwat, Maria Okounkova, Stefan W. Ballmer, Duncan A., Brown, Matthew Giesler, Mark A. Scheel, Saul A. Teukolsky

TL;DR
This paper introduces an algorithmic method to determine the optimal start time of black hole ringdown signals by assessing Kerrness, which is crucial for accurate tests of general relativity using gravitational wave data.
Contribution
The authors develop a gauge-invariant, local measure of Kerrness to identify the onset of ringdown in gravitational wave signals, improving the precision of black hole perturbation analyses.
Findings
The method maps Kerrness measures to waveform times using null characteristics.
Application to GW150914 shows the initial ringdown start time used was at high perturbation amplitude.
Later start times may be necessary for more accurate tests in high signal-to-noise detections.
Abstract
The final stage of a binary black hole merger is ringdown, in which the system is described by a Kerr black hole with quasinormal mode perturbations. It is far from straightforward to identify the time at which the ringdown begins. Yet determining this time is important for precision tests of the general theory of relativity that compare an observed signal with quasinormal mode descriptions of the ringdown, such as tests of the no-hair theorem. We present an algorithmic method to analyze the choice of ringdown start time in the observed waveform. This method is based on determining how close the strong field is to a Kerr black hole (Kerrness). Using numerical relativity simulations, we characterize the Kerrness of the strong-field region close to the black hole using a set of local, gauge-invariant geometric and algebraic conditions that measure local isometry to Kerr. We produce a map…
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