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Adaptive Optics Nicholas Devaney GTC project, Instituto de Astrofisica de Canarias 1. Principles 2. Multi-conjugate 3. Performance & challenges
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Overview Overview of current AO systems and Instruments Measures of performance Challenges for current systems Challenges for the future
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AO systems on 8-10m telescopes
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AO Systems on 3-8m Telescopes
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Measures of performance Image quality –Strehl ratio and fwhm Astronomy –Results –Publications –Citations Efficiency –Correction achieved vs. Possible –Use of observing time
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Wavefront correction Quality Ref: Rigaut et al. In ‘High-resolution imaging by interferometry’, ESO conf. 1991
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Image quality Ref: Roddier & Rigaut in ‘Adaptive Optics in Astronomy’
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Image fwhm Ref: Roddier & Rigaut in ‘Adaptive Optics in Astronomy’
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AO Compensation Efficiency Roddier (PASP, 110, 1998) defined compensation efficiency based on the following argument: G max =1.6 N at D/r 0 = 2.4 N. At G max, S 0.3 An AO system with N actuators behaves as an ideal system with N eff actuators compensation efficiency,
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Compensation Efficiency of some systems Roddier (PASP, 110, 1998)
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Images ! University of Hawaii AO http://www.ifa.hawaii.edu/ao/
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Faint companion detection University of Hawaii AO http://www.ifa.hawaii.edu/ao/
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Keck I AO http://www2.keck.hawaii.edu:3636/realpublic/inst/ao/ao.html
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Galactic center with Keck AO
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Astronomical publications based on AO in refereed journals http://www2.keck.hawaii.edu:3636/realpublic/inst/ao/ao_sci_list.html
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Efficiency Marco et al. (PASP, 113, 2001) observing efficiency of ADONIS over 3 years –Efficiency = Science ‘shutter time’/ Available dark time = 10%-30% Other instruments = 50%-80% Detector readout accounts for 5% of observing time; 60% of observations had exposure time < 5s Extra overheads for AO include closing the loop and optimization (typ. 5 minutes), centering coronographic masks. Loose time if loop opens during integration.
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Challenges For Current Systems –Characterise and Improve correction efficiency –Improve Observing efficiency –Improve astronomical productivity Prototype development –MCAO for 8-10m Future –AO for ELTs
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AO Scaling laws Recall wavefront fitting error In order to keep fitting error constant The number of pixels in the wavefront sensor will also scale as D 2
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AO scaling laws In order to maintain bandwidth the pixel readout rate also has to increase as D 2. Using a full matrix-multiply, the required computing power increases as D 4 Keck AO has 349 actuator; scale to 30m –3000 actuators –on 128x128 if quad cell (just!) –1kHz sampling => 16.4 MHz pixel rate –Computing power ~10 Gflop
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Scale to OWL If we scale the same system to OWL... –35000 actuators –512x512 CCD –1kHz sampling => 262 MHz pixel rate –computing power 10 3 Gflops !! Even given Moores’ law, need to develop sparse matrix techniques Note that noise propagation error increases as the ln(n dof ) so need brighter guide stars Ref: Donald Gavel in ‘Beyond conventional Adaptive Optics’ 2001
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Scaling issues Deformable mirrors –current piezomirros cost 1k$ per actuator –7mm per actuator => 1.3m DM (ok) –MEMS promising but currently too small. –Stroke scales with D but outer scale will keep it to 5-10 m Laser guide stars –Elongation –Optical errors due to finite distance (P.Dierickx) Tolerances !
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MCAO on ELTs For MCAO need 2-3 Deformable mirrors with similar number of actuators and 2-5 wavefront sensors Sky coverage with natural guide stars may be sufficient –42% at b=50 for multi-fov LO on OWL (Marchetti et al., Venice 2001)
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AO on Euro50
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Detection of exo-planets XAO Jupiter-Sun intensity ratio ~ 10 9 Need very high order and very fast AO to suppress uncorrected halo. Also need correction of scintillation. Smooth optics Sandler et al. Claim can detect Jupiter at m~4 stars with 3.5 hour integration XAO for OWL will require 100k DM
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Other concepts Ground-conjugate wide field AO –1 DM conjugate to ground –10-20´ field of view –improved fwhm rather than diffraction-limited FALCON –Division of field of view into multiple areas –WFS/DM ‘buttons’ placed on guide stars around several objects in field –micro-DMs correct each object (low order correction) –Used in combination with Integral Field Spectroscopy
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