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• W2892080264 endingPage "178" @default.
• W2892080264 startingPage "178" @default.
• W2892080264 abstract "In a recent paper, we determined the measurement accuracy of physical parameters for eccentric, precessing, non-spinning, inspiraling, stellar-mass black hole - black hole (BH-BH) binaries for the upcoming second-generation LIGO/VIRGO/KAGRA detector network at design sensitivity using the Fisher matrix method. Here we extend that study to a wide range of binary masses including neutron star - neutron star (NS-NS), NS-BH, and BH-BH binaries with BH masses up to $110 , M_{odot}$. The measurement error of eccentricity $e_{10 ,rm Hz}$ at a gravitational-wave (GW) frequency of $10 , {rm Hz}$ is in the range $(10^{-4}-10^{-3}) times (D_L/ 100,rm Mpc)$ for NS-NS, NS-BH, and BH-BH binaries at a luminosity distance of $D_L$ if $e_{10 ,rm Hz} gtrsim 0.1 $. For events with masses and distances similar to the detected 10 GW transients, we show that nonzero orbital eccentricities may be detected if $0.081 lesssim e_{10 ,rm Hz}$. Consequently, the LIGO/VIRGO/KAGRA detector network at design sensitivity will have the capability to distinguish between eccentric waveforms and circular waveforms. In comparison to circular inspirals, we find that the chirp mass measurement precision can improve by up to a factor of $sim 20$ and $sim 50-100$ for NS-NS and NS-BH binaries with BH companion masses $lesssim 40 , M_{odot}$, respectively. The identification of eccentric sources may give information on their astrophysical origin; it would indicate merging binaries in triple or higher multiplicity systems or dynamically formed binaries in dense stellar systems such as globular clusters or galactic nuclei." @default.
• W2892080264 created "2018-09-27" @default.
• W2892080264 creator A5006405860 @default.
• W2892080264 creator A5041931037 @default.
• W2892080264 date "2019-01-30" @default.
• W2892080264 modified "2023-10-18" @default.
• W2892080264 title "Measurement Accuracy of Inspiraling Eccentric Neutron Star and Black Hole Binaries Using Gravitational Waves" @default.
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