Evan, Stefan, We set up a function generator to get a 3kHz-30kHz broadband frequency noise injection. Details: - Function generator, set on 'noise' - Followed by an SR560 (AC, band-passed between 3kHz and 30kHz, gain 1) - This drives drive a noise floor of about 22uVrms/rtHz at 10kHz. - We hooked this up the the CM board input 2 (note to self - need to reconnect SUM_B for the IFO to re-lock). - Next we turned on the CM board input 2 with -20dB gain: this should add about 2.2uVrms/rtHz at 10kHz. Attached is a plot of REFL_9 and OMC_DCPD_A, with annotated features at the carrier 10 and carrier 20 modes. We left this excitation on for the thermal run tonight.
Here are updated numbers for higher order arm resonances: f1=9100230Hz (verified) f2=5*f1 Arm length: L=3994.47 (same used for x and y) RoC: ETMX: 2241.54m ITMX: 1939.3m ETMY: 2238.9m ITMY: 1939.39m XARM: Resonance condition: fres = FSR * (q + (l+m+1)*fTM/FSR) Free Spectral Range (FSR) : 37.5259 kHz Transverse Mode Spacing (fTM): 32.4296 kHz f1 sideband: q=243 l+m=0 Freq. diff. = 18.5727 kHz q=242 l+m=0 Freq. from antiresonant = 0.190312 kHz q=242 l+m=1 Freq. diff. = 13.4763 kHz q=241 l+m=1 Freq. from antiresonant = 5.28668 kHz q=241 l+m=2 Freq. diff. = 8.37992 kHz q=-243 l+m=0 Freq. diff. = 18.5727 kHz q=-243 l+m=0 Freq. from antiresonant = 0.190312 kHz q=-243 l+m=1 Freq. diff. = 13.8569 kHz q=-244 l+m=1 Freq. from antiresonant = 4.90605 kHz q=-244 l+m=2 Freq. diff. = 8.76055 kHz f2 sideband: q=1213 l+m=0 Freq. diff. = 17.8114 kHz q=1212 l+m=0 Freq. from antiresonant = 0.95156 kHz q=1212 l+m=1 Freq. diff. = 12.715 kHz q=1211 l+m=1 Freq. from antiresonant = 6.04793 kHz q=1211 l+m=2 Freq. diff. = 7.61868 kHz q=-1213 l+m=0 Freq. diff. = 17.8114 kHz q=-1213 l+m=0 Freq. from antiresonant = 0.95156 kHz q=-1213 l+m=1 Freq. diff. = 14.6182 kHz q=-1214 l+m=1 Freq. from antiresonant = 4.14481 kHz q=-1214 l+m=2 Freq. diff. = 9.5218 kHz Carrier: l+m=1 Freq. diff. = 5096.3661 Hz l+m=2 Freq. diff. = 10192.7323 Hz YARM: Checking accidental sideband resonances in the arm cavities: Resonance condition: fres = FSR * (q + (l+m+1)*fTM/FSR) Free Spectral Range (FSR) : 37.5259 kHz Transverse Mode Spacing (fTM): 32.4638 kHz f1 sideband: q=243 l+m=0 Freq. diff. = 18.5727 kHz q=242 l+m=0 Freq. from antiresonant = 0.190312 kHz q=242 l+m=1 Freq. diff. = 13.5105 kHz q=241 l+m=1 Freq. from antiresonant = 5.25248 kHz q=241 l+m=2 Freq. diff. = 8.44832 kHz q=-243 l+m=0 Freq. diff. = 18.5727 kHz q=-243 l+m=0 Freq. from antiresonant = 0.190312 kHz q=-243 l+m=1 Freq. diff. = 13.8911 kHz q=-244 l+m=1 Freq. from antiresonant = 4.87185 kHz q=-244 l+m=2 Freq. diff. = 8.82895 kHz f2 sideband: q=1213 l+m=0 Freq. diff. = 17.8114 kHz q=1212 l+m=0 Freq. from antiresonant = 0.95156 kHz q=1212 l+m=1 Freq. diff. = 12.7492 kHz q=1211 l+m=1 Freq. from antiresonant = 6.01373 kHz q=1211 l+m=2 Freq. diff. = 7.68708 kHz q=-1213 l+m=0 Freq. diff. = 17.8114 kHz q=-1213 l+m=0 Freq. from antiresonant = 0.95156 kHz q=-1213 l+m=1 Freq. diff. = 14.6524 kHz q=-1214 l+m=1 Freq. from antiresonant = 4.11061 kHz q=-1214 l+m=2 Freq. diff. = 9.5902 kHz Carrier: l+m=1 Freq. diff. = 5062.1663Hz l+m=2 Freq. diff. = 10124.3327Hz