Uncalibrated sines with Hann windowing
ASQ data was modelled as combination as a combination of 4 sine waves
which were later calibrated with H1 data
Phase Freq Amplitude
FAKE_DATA_SINE_WAVE 35.0 210.01 1.0
FAKE_DATA_SINE_WAVE 35.0 210.2103 1.0
FAKE_DATA_SINE_WAVE 17.0 210.0 10.0
FAKE_DATA_SINE_WAVE 17.0 210.2003 10.0
bin=378000 freq=210.0 power=4.48242085424e-16 phase=-38.6680155268
bin=378018 freq=210.01 power=4.4823643467e-17 phase=-20.6662855536
bin=378360 freq=210.2 power=3.72672358645e-16 phase=58.1828011888
bin=378361 freq=210.200555556 power=3.88290897696e-16 phase=-121.006325572
bin=378362 freq=210.201111111 power=8.28865357356e-17 phase=60.0822781061
bin=378378 freq=210.21 power=3.72934718025e-17 phase=76.1712958339
bin=378379 freq=210.210555556 power=3.88069971243e-17 phase=-102.995547041
bin=378380 freq=210.211111111 power=8.30747074838e-18 phase=78.0395868688
Uncalibrated sines without Hann windowing
ASQ data was modelled as combination as a combination of 4 sine waves
which were later calibrated with H1 data
Phase Freq Amplitude
FAKE_DATA_SINE_WAVE 35.0 210.01 1.0
FAKE_DATA_SINE_WAVE 35.0 210.2103 1.0
FAKE_DATA_SINE_WAVE 17.0 210.0 10.0
FAKE_DATA_SINE_WAVE 17.0 210.2003 10.0
bin=378000 freq=210.0 power=4.49426005946e-16 phase=-38.4667917652
bin=378018 freq=210.01 power=4.5168446873e-17 phase=-20.3559845262
bin=378360 freq=210.2 power=2.6874182499e-16 phase=57.3814043781
bin=378361 freq=210.200555556 power=3.02552032263e-16 phase=-120.246893399
bin=378362 freq=210.201111111 power=9.71060514529e-17 phase=-120.749793675
bin=378378 freq=210.21 power=1.90152887435e-17 phase=82.2845968775
bin=378379 freq=210.210555556 power=3.78126482321e-17 phase=-105.99300577
bin=378380 freq=210.211111111 power=1.69864464217e-17 phase=-110.458984644
Sines with Hann windowing
ASQ data was modelled as a combination of 4 sine waves which were multiplied
by inverse calibration signal to simulate incoming sine wave.
Phase Freq Amplitude
FAKE_DATA_CALIBRATED_SINE_WAVE 35.0 210.01 1.0
FAKE_DATA_CALIBRATED_SINE_WAVE 35.0 210.2103 1.0
FAKE_DATA_CALIBRATED_SINE_WAVE 17.0 210.0 10.0
FAKE_DATA_CALIBRATED_SINE_WAVE 17.0 210.2003 10.0
bin=378000 freq=210.0 power=300.717309987 phase=18.2501320763
bin=378018 freq=210.01 power=33.4669793262 phase=31.9550870917
bin=378360 freq=210.2 power=247.529070047 phase=115.564029183
bin=378361 freq=210.200555556 power=261.83735042 phase=-64.6936980371
bin=378362 freq=210.201111111 power=55.8408783004 phase=117.496706595
bin=378378 freq=210.21 power=28.4245168795 phase=126.190657663
bin=378379 freq=210.210555556 power=28.6618230096 phase=-48.6509097613
bin=378380 freq=210.211111111 power=6.07766887803 phase=149.478299056
Sines without Hann windowing
ASQ data was modelled as a combination of 4 sine waves which were multiplied
by inverse calibration signal to simulate incoming sine wave.
Phase Freq Amplitude
FAKE_DATA_CALIBRATED_SINE_WAVE 35.0 210.01 1.0
FAKE_DATA_CALIBRATED_SINE_WAVE 35.0 210.2103 1.0
FAKE_DATA_CALIBRATED_SINE_WAVE 17.0 210.0 10.0
FAKE_DATA_CALIBRATED_SINE_WAVE 17.0 210.2003 10.0
bin=378000 freq=210.0 power=301.21981254 phase=18.2483608281
bin=378018 freq=210.01 power=33.2386681027 phase=32.0449970087
bin=378360 freq=210.2 power=174.468173006 phase=116.507980335
bin=378361 freq=210.200555556 power=208.652681813 phase=-65.2862309485
bin=378362 freq=210.201111111 power=68.0433958213 phase=-65.2610643335
bin=378378 freq=210.21 power=13.5676420591 phase=131.861424554
bin=378379 freq=210.210555556 power=28.4613460659 phase=-51.7148202734
bin=378380 freq=210.211111111 power=13.4069400168 phase=-61.2404976204
