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Sensitivity Comparison of Searches for Binary Black Hole Coalescences with Ground-based Gravitational-Wave Detectors

Authors :
Mohapatra, Satya
Cadonati, Laura
Caudill, Sarah
Clark, James
Hanna, Chad
Klimenko, Sergey
Pankow, Chris
Vaulin, Ruslan
Vedovato, Gabriele
Vitale, Salvatore
Source :
Phys. Rev. D 90, 022001 (2014)
Publication Year :
2014

Abstract

Searches for gravitational-wave transients from binary black hole coalescences typically rely on one of two approaches: matched filtering with templates and morphology-independent excess power searches. Multiple algorithmic implementations in the analysis of data from the first generation of ground-based gravitational wave interferometers have used different strategies for the suppression of non-Gaussian noise transients, and targeted different regions of the binary black hole parameter space. In this paper we compare the sensitivity of three such algorithms: matched filtering with full coalescence templates, matched filtering with ringdown templates and a morphology-independent excess power search. The comparison is performed at a fixed false alarm rate and relies on Monte-carlo simulations of binary black hole coalescences for spinning, non-precessing systems with total mass 25-350 solar mass, which covers the parameter space of stellar mass and intermediate mass black hole binaries. We find that in the mass range of 25 -100 solar mass the sensitive distance of the search, marginalized over source parameters, is best with matched filtering to full waveform templates, to within 10 percent at a false alarm rate of 3 events per year. In the mass range of 100-350 solar mass, the same comparison favors the morphology-independent excess power search to within 20 percent. The dependence on mass and spin is also explored.<br />Comment: 11 pages, 2 tables, 25 figures

Details

Database :
arXiv
Journal :
Phys. Rev. D 90, 022001 (2014)
Publication Type :
Report
Accession number :
edsarx.1405.6589
Document Type :
Working Paper
Full Text :
https://doi.org/10.1103/PhysRevD.90.022001