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Please use this identifier to cite or link to this item: http://hdl.handle.net/2289/1209

Title: Phasing of gravitational waves from inspiralling eccentric binaries
Authors: Damour, Thibault
Gopakumar, A.
Iyer, B.R.
Issue Date: 17-Sep-2004
Publisher: The American Physical Society
Citation: Physical Review D, 2004, Vol.70, 064028
Abstract: We provide a method for analytically constructing high-accuracy templates for the gravitational-wave signals emitted by compact binaries moving in inspiralling eccentric orbits. In contrast to the simpler problem of modeling the gravitational-wave signals emitted by inspiralling circular orbits, which contain only two different time scales, namely, those associated with the orbital motion and the radiation reaction, the case of inspiralling eccentric orbits involves three different time scales: orbital period, periastron precession, and radiation-reaction time scales. By using an improved "method of variation of constants," we show how to combine these three time scales, without making the usual approximation of treating the radiative time scale as an adiabatic process. We explicitly implement our method at the 2.5PN post-Newtonian accuracy. Our final results can be viewed as computing new "postadiabatic" short-period contributions to the orbital phasing or, equivalently, new short-period contributions to the gravitational-wave polarizations, h+,×, that should be explicitly added to the "post-Newtonian" expansion for h+,×, if one treats radiative effects on the orbital phasing of the latter in the usual adiabatic approximation. Our results should be of importance both for the LIGO/VIRGO/GEO network of ground based interferometric gravitational-wave detectors (especially if Kozai oscillations turn out to be significant in globular cluster triplets) and for the future space-based interferometer LISA.
URI: http://hdl.handle.net/2289/1209
ISSN: 1550-7998
1550-2368 (online)
Alternative Location: http://link.aps.org/abstract/PRD/v70/e064028
Copyright: (2004) by the American Physical Society
Appears in Collections:Research Papers (TP)

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