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Stefan Hild and Andreas Freise University of Birmingham Advanced Virgo telecon, June 2008 Beam sizes and mirror curvatures for Advanced Virgo.

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Presentation on theme: "Stefan Hild and Andreas Freise University of Birmingham Advanced Virgo telecon, June 2008 Beam sizes and mirror curvatures for Advanced Virgo."— Presentation transcript:

1 Stefan Hild and Andreas Freise University of Birmingham Advanced Virgo telecon, June 2008 Beam sizes and mirror curvatures for Advanced Virgo

2 S. Hild and A. FreiseAdvanced Virgo, 3rd of June 2008 Slide 2 Introduction  Advanced Virgo conceptual shows an inconsisten- cy regarding the beam size:  The optics section uses 3.5cm radius  The sensitivities have been computed with 6.0cm radius  We compiled a preliminary set of consistent beam sizes and mirror curvatures.  “ Advanced Virgo design: Preliminary Revision of the Beam Size and the Test Mass Curvatures ”, S. Hild and A. Freise, available from Virgo codifier: VIR-038A-08

3 S. Hild and A. FreiseAdvanced Virgo, 3rd of June 2008 Slide 3 Beam size versus mirror size (general approach)  Mirror weight:  Go as heavy as you can/want.  Aspect ratio:  To optimize thermal noise, use a mirror diameter to mirror thickness ratio of 7:4.  Coating area:  Try to make it as large as possible  Limitation: Flats, rim.  Beam size:  Make it as large as the coating allow  Keep an eye on the clipping-losses

4 S. Hild and A. FreiseAdvanced Virgo, 3rd of June 2008 Slide 4 Clipping losses  Why are clipping losses a problem?  Reduced power buildup.  Scattered light noise.  In the ideal case a factor 2.5 (beam radius to mirror radius) seems to be fine = clipping loss of only a few ppm  In Reality:  Mirror imperfections  Miscentering  Residual alignment fluctuations  A safty factor might be beneficial = factor 3 beam radius to mirror radius

5 S. Hild and A. FreiseAdvanced Virgo, 3rd of June 2008 Slide 5 Revision of the beam size for Advanced Virgo  We considered only the main arm cavities.  Actuators might introduce different constraints.  However, type and geometry of the actuators are unknown at the moment.  We considered flats of heights between 5 and 10 cm.  We considered a coating of maximum size:  Circular geometry  Minimum separation from the rim of 5mm

6 S. Hild and A. FreiseAdvanced Virgo, 3rd of June 2008 Slide 6 Maximum Coating Diameter  Now we can calculate for the ideal case possible beam radii:  Depending on the flat height  For beam size mirror size ratios of 2.5 and 3.0.  Beam radii between 5.5 and 6.5 cm seem to be reasonable

7 S. Hild and A. FreiseAdvanced Virgo, 3rd of June 2008 Slide 7 Resulting mirror curvatures  For a given beam radius we can calculate the curvature of the corresponding mirrors:  Please note: A curvature deviate of 1% will cause a beam size change of 10% !!!  This will give strict requirements for Polishing and Coating as well as for the performance of the TCS.

8 S. Hild and A. FreiseAdvanced Virgo, 3rd of June 2008 Slide 8 Steps towards the final beam size for advanced Virgo  The analysis presented in this talk should be seen as an intermediate step.  For the final analysis following steps are required:  Take clipping from actuators into account (FFT simulations required)  Consider influence of thermal effects onto curvatures  Estimate the expected noise from clipped/scattered light  CAREFUL TRADE OFF PROCESS REQUIRED:  Detector sensitivity  Power buildup  Scattered light noise

9 S. Hild and A. FreiseAdvanced Virgo, 3rd of June 2008 Slide 9 E N D


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