Observing complete gravitational wave signals from dynamical capture binaries

Abstract

We assess the detectability of the gravitational wave signals from highly eccentric compact binaries. We use a simple model for the inspiral, merger, and ringdown of these systems. The model is based on mapping the binary to an effective single black hole system described by a Kerr metric, thereby including certain relativistic effects such as zoom-whirl-type behavior. The resultant geodesics source quadrupolar radiation and, in turn, are evolved under its dissipative effects. At the light ring, we attach a merger model that was previously developed for quasicircular mergers but also performs well for eccentric mergers with little modification. We apply this model to determine the detectability of these sources for initial, Enhanced, and Advanced LIGO across the parameter space of nonspinning close capture compact binaries. We conclude that, should these systems exist in nature, the vast majority will be missed by conventional burst searches or by quasicircular waveform templates in the advanced detector era. Other methods, such as eccentric templates or, more practically, a stacked excess power search, must be developed to avoid losing these sources. These systems would also have been missed frequently in the initial LIGO data analysis. Thus, previous null coincidence results with detected gamma-ray bursts cannot exclude the possibility of coincident gravitational wave signals from eccentric binaries.

18 pages, 18 figures; revised to match accepted version, PRD in press

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Cited by in corpus (7)

• Accurate and efficient waveforms for compact binaries on eccentric orbits
• Numerical Relativity and Astrophysics
• Black Hole Binaries in Galactic Nuclei and Gravitational Wave Sources
• Detecting gravitational waves from highly eccentric compact binaries
• The detectability of eccentric compact binary coalescences with advanced gravitational-wave detectors
• Initial data for binary neutron stars with adjustable eccentricity
• Spinning compact binary dynamics and chameleon orbits