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Published byPauline Short Modified over 8 years ago
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Noise Projections for GEO 600 Joshua Smith GEO Meeting 11.10.06
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Detector output decomposed detector output: detector output noise source transfer function
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Noise channels noise channel detector output: detector output noise source transfer function noise channels:
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Noise projections noise channel detector output: detector output noise source transfer function noise projections: noise channels: noise budget:
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Simplified procedure I Causality key Notes: 1.Causality key 2.Simultaneous DFTs allow comparison 3.Other variants exist, eg open-loop which requires CLTF
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Simplified procedure II Causality key Normal operation
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Simplified procedure III Causality key Normal operation
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Latest noise budget for S5
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Noise projection: alignment FB transfer function feedback noise projection
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Noise projection: (de)modulation phase I P QH
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Noise projection: (de)modulation phase II
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S5 NP Reconstruction Goal: Noise projections (full budget) at any time. Coming soon: ProjMon 1.Transfer functions: Measure accurately about once per month Track using calibration lines 2. Fourier transforms of N j and H: Signals recorded continuously anyway…
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Calibration lines
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Tracking transfer functions At calibration line, projection and H should have same amplitude, phase. Ratio and difference indicate TF accuracy. For 10 day test, about 10% 10 o
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Vetoes of false gravitational waves Noise channels contain almost no GW info Coincident (within windows) events are not GWs ! See Ajith and Martin’s talks ! Example: injected burst-like waveform
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Noise subtraction: alignment FB Results of a time-domain subtraction Error at a given freq. vs. filter accuracy H’ H
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The End
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Noise removal, eg., frequency noise Most important role of NPs in commissioning: Identify limiting noise sources – team removes them
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Noise projection: laser frequency noise Noise projections well-suited for very complicated systems Transfer function calculation would require very sophisticated model
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Limitations: loop gain Single-path loop Workarounds exist: eg., for high loop gain Simulated results
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Limitations II Single-path loop Split-path loop Workarounds exist: eg., for high loop gain
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H’ vs signal recycling FB
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Detector output I detector output: detector output noise source transfer function
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Detector output II detector output: detector output noise source transfer function
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