Poster + Presentation + Paper
29 August 2022 The adaptive optics simulation and improvement plan of CRAO attached to the 1.3m Araki Telescope
Author Affiliations +
Conference Poster
Abstract
Compact refractive adaptive optics (CRAO) is a visible compact adaptive optics (AO) system optimized for small telescopes. It was mounted on the 1.3 m Araki telescope of Koyama Astronomical Observatory (KAO) in Kyoto Sangyo University, Japan. CRAO aims to improve the natural seeing 3” to 0.8” at 500 nm at the KAO site. Thus, it needs a large format and highly frequent camera for wide field survey (WFS) and a largely segmented depth map (DM) because the natural seeing ∼3” at the KAO site is especially poor for astronomical observations. To improve the performance of CRAO with a new WFS and DM, we searched for the optimal AO parameters (the number of WFS subapertures (NWFS), the number of DM actuators (NDM), and the loop frequency (fL) with two AO simulators using yao and COMPASS. Consequently, we found that NWFS > 12×12, NDM > 80, and fL > 800 Hz are necessary to achieve the full width at half maximum (FWHM) < 0.8” for point spread function (PSF) under the KAO site’s atmospheric conditions. Finally, we calculated the limiting magnitude (Vlim) with commercially available sensors for WFS and DMs. By combining ORCA-Lightning (Hamamatsu Photonics) and DM97-15 (ALPAO), a deeper limiting magnitude (Vlim ∼ 4.4) can be achieved, even with a 1 m-class telescope.
Conference Presentation
© (2022) COPYRIGHT Society of Photo-Optical Instrumentation Engineers (SPIE). Downloading of the abstract is permitted for personal use only.
Kenta Sakabe, Yuji Ikeda, Shin Oya, Taiki Bessho, Reiki Kojima, Makoto Komaki, Taruta Jun, and Hideyo Kawakita "The adaptive optics simulation and improvement plan of CRAO attached to the 1.3m Araki Telescope", Proc. SPIE 12185, Adaptive Optics Systems VIII, 121853N (29 August 2022); https://doi.org/10.1117/12.2628712
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KEYWORDS
Adaptive optics

Telescopes

Device simulation

Atmospheric modeling

Computer simulations

Point spread functions

Wavefronts

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