Max-Planck-Institut für Gravitationsphysik (Albert-Einstein-Institut) STRAY LIGHT PROBLEMS IN INTERFERO- METRIC GRAVITATIONAL WAVE DETECTORS S. Hild, H.

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Max-Planck-Institut für Gravitationsphysik (Albert-Einstein-Institut) STRAY LIGHT PROBLEMS IN INTERFERO- METRIC GRAVITATIONAL WAVE DETECTORS S. Hild, H. Grote, M. Hewitson, H. Lück, K.A. Strain, J.R. Smith and B. Willke Introduction Stray light problems have been encountered during the commissioning of all currently operating large scale gravitational wave detectors. The underlying principle of all these interferometers is to make an extremely sensitive phase measurement. Therefore even tiny stray light contributions with a varying phase will harm the measurement. The currently achieved sensitivity of GEO600 can already be spoiled by stray light of the order 10 −20 W ! Controlled stray light injection „Ripples“, a special form of scattering Since 2nd generation GW detectors will aim for significantly increased sensitivities at low frequencies, stray light will be even more problematic. * LLO electronic log (B O Reilly, personal communication). ** ”2nd Report on WG1: Antennas commissioning and characterization”,MBarsuglia, A Freise, I Fiori, H Grote, H Heitmann, S Hild, P LaPenna, G Losurdo, H Lück, J Smith, L Taffarello, G Vajente, M Visco, B Willke, * ** A device for controlled stray light generation: Need a scattering surface that can be controlled in frequency and amplitude. Realization: Using an commercial low- cost loudspeaker with a rough and silvery metal diaphragm (anodised aluminium). A B A: Low frequency large amplitude scenario: Scattering source moves with very low frequency (outside the detection band) but with an amplitude of many wavelengths. A scattering shoulder is produced with a cutoff frequency: B: High frequency low amplitude scenario: Scattering soure moves with frequency in detection band. Only a small amplitude is necessary to produce a stray light peak at corresponding frequency C: Combination of scenario A and B: Produces a scattering shoulder with a comb of harmonics of the excitation frequency. C An easy way to identify limiting scattering sources in an auxiliary optical path by attenuating the lightlevel in this path. A 0 : Light amplitude entering the auxiliary beam path of interest. k 1 : Scattering coefficient k 2 : Coefficient for reeentering the main interferometer T f : Amplitude transmission of optical attenuator Overall the light amplitude re-entering the detection path is reduced from A 0 ·k 1 ·k 2 to A 0 ·T f 2 ·k 1 ·k 2 by inserting the optical attenuator. The filter experiment Cat‘s eye effect Any scattering source close to a beam waist is extremely harmful ! Example: An ideal cosine scattering source of 5x5  m. The backscattering efficiency of scenario 2 is 1.6 billion times larger than of the scenarios 3 and 4. When the scattering source sits at the beam waist: 1. A larger fraction of the light is scattered. 2.The acceptance angle for reentering the interferometer mode is much larger. Illustrative example: GEO‘s SR-bench Sensitivity progress of GEO600 from autumn 2004: By eliminating stray light from the signal recycling bench the sensitivity of the GEO600 detector was improved by a factor of about 3 for frequencies between 100Hz and 1000Hz. Rules to avoid scattered light problems: 1. If possible, avoid the presence of any beam waist. 2. Avoid placing components close to a waist. 3. Only use high quality optics (superpolished, low scatter, etc). 4. Only use large optics (avoid clipping) 5. Properly dump all secondary beams. 6. Avoid the use of lenses (to avoid reflection at normal incidence). „Ripples“ are a series of equidistant peaks of scattered light noise originating from a vibrating scattering source (in this case a viewport). LIGO-G Z