Table 2.

The GW morphologies used to quantify the search sensitivity. The first column shows the waveforms used. The second and third columns show the hrss values at which |$50\%$| and |$90\%$| detection efficiencies are achieved at an iFAR of 1 year. For the astrophysical waveforms the second and third columns show the luminosity distance at which these efficiencies are achieved.

Morphology50%90%
Gaussian pulses (linear)hrss (⁠|$10^{-20}\, \text{Hz}^{-1/2 }$|⁠)
τ = 0.1 ms5.3N/A
τ = 2.5 ms15.0N/A
sine–Gaussian wavelets (circular)
f0 = 100 Hz, Q = 94.911.0
f0 = 235 Hz, Q = 91.01.9
f0 = 361 Hz, Q = 90.91.7
sine–Gaussian wavelets (elliptical)
f0 = 70 Hz, Q = 328.094.0
f0 = 153 Hz, Q = 9.04.014.0
f0 = 235 Hz, Q = 1001.44.7
f0 = 554 Hz, Q = 9.01.54.3
f0 = 849 Hz, Q = 33.512.0
White-noise bursts
flow = 150 Hz, Δf = 100 Hz, τ = 0.1 s1.9N/A
flow = 300 Hz, Δf = 100 Hz, τ = 0.1 s1.1N/A
flow = 700 Hz, Δf = 100 Hz, τ = 0.1 s1.2N/A
Astrophysical signalsdistance (kpc)
GW150914809N/A
Supernova SFHx0.080.01
Morphology50%90%
Gaussian pulses (linear)hrss (⁠|$10^{-20}\, \text{Hz}^{-1/2 }$|⁠)
τ = 0.1 ms5.3N/A
τ = 2.5 ms15.0N/A
sine–Gaussian wavelets (circular)
f0 = 100 Hz, Q = 94.911.0
f0 = 235 Hz, Q = 91.01.9
f0 = 361 Hz, Q = 90.91.7
sine–Gaussian wavelets (elliptical)
f0 = 70 Hz, Q = 328.094.0
f0 = 153 Hz, Q = 9.04.014.0
f0 = 235 Hz, Q = 1001.44.7
f0 = 554 Hz, Q = 9.01.54.3
f0 = 849 Hz, Q = 33.512.0
White-noise bursts
flow = 150 Hz, Δf = 100 Hz, τ = 0.1 s1.9N/A
flow = 300 Hz, Δf = 100 Hz, τ = 0.1 s1.1N/A
flow = 700 Hz, Δf = 100 Hz, τ = 0.1 s1.2N/A
Astrophysical signalsdistance (kpc)
GW150914809N/A
Supernova SFHx0.080.01
Table 2.

The GW morphologies used to quantify the search sensitivity. The first column shows the waveforms used. The second and third columns show the hrss values at which |$50\%$| and |$90\%$| detection efficiencies are achieved at an iFAR of 1 year. For the astrophysical waveforms the second and third columns show the luminosity distance at which these efficiencies are achieved.

Morphology50%90%
Gaussian pulses (linear)hrss (⁠|$10^{-20}\, \text{Hz}^{-1/2 }$|⁠)
τ = 0.1 ms5.3N/A
τ = 2.5 ms15.0N/A
sine–Gaussian wavelets (circular)
f0 = 100 Hz, Q = 94.911.0
f0 = 235 Hz, Q = 91.01.9
f0 = 361 Hz, Q = 90.91.7
sine–Gaussian wavelets (elliptical)
f0 = 70 Hz, Q = 328.094.0
f0 = 153 Hz, Q = 9.04.014.0
f0 = 235 Hz, Q = 1001.44.7
f0 = 554 Hz, Q = 9.01.54.3
f0 = 849 Hz, Q = 33.512.0
White-noise bursts
flow = 150 Hz, Δf = 100 Hz, τ = 0.1 s1.9N/A
flow = 300 Hz, Δf = 100 Hz, τ = 0.1 s1.1N/A
flow = 700 Hz, Δf = 100 Hz, τ = 0.1 s1.2N/A
Astrophysical signalsdistance (kpc)
GW150914809N/A
Supernova SFHx0.080.01
Morphology50%90%
Gaussian pulses (linear)hrss (⁠|$10^{-20}\, \text{Hz}^{-1/2 }$|⁠)
τ = 0.1 ms5.3N/A
τ = 2.5 ms15.0N/A
sine–Gaussian wavelets (circular)
f0 = 100 Hz, Q = 94.911.0
f0 = 235 Hz, Q = 91.01.9
f0 = 361 Hz, Q = 90.91.7
sine–Gaussian wavelets (elliptical)
f0 = 70 Hz, Q = 328.094.0
f0 = 153 Hz, Q = 9.04.014.0
f0 = 235 Hz, Q = 1001.44.7
f0 = 554 Hz, Q = 9.01.54.3
f0 = 849 Hz, Q = 33.512.0
White-noise bursts
flow = 150 Hz, Δf = 100 Hz, τ = 0.1 s1.9N/A
flow = 300 Hz, Δf = 100 Hz, τ = 0.1 s1.1N/A
flow = 700 Hz, Δf = 100 Hz, τ = 0.1 s1.2N/A
Astrophysical signalsdistance (kpc)
GW150914809N/A
Supernova SFHx0.080.01
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