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Experimental research on the sampling point number of LAMOST active optics wavefront test
Yong Zhang
2006-06-26
Source PublicationGround-based and Airborne Telescopes
Volume6267
Issue6257
PagesVol.6257 35-1-12
Conference Date2006-5-24
Conference PlaceOrlando, FL
Funding OrganizationThe International Society for Optical Engineering
PublisherSPIE
Abstract
As is known to all, the LAMOST active optics wavefront test is realized by Shack-Hartmann Wavefront Sensor. But because of the characteristics and difficulties of the LAMOST, it is the key problem in the design of LAMOST Shack-Hartmann Wavefront Sensor to select and decide the sampling point number corresponding to one segment of LAMOST.

In this paper we mainly discuss the sampling point number experiment by simulating different numbers of Shack-Hartmann sampling points from one LAMOST segment based on the Large Aperture Active Optics Experiment Telescope Device, which is briefly introduced with LAMOST. After the introduction, the main contents of this article are given including the following three experimental analysis parts. The first experimental analysis is the active optics tests, active optics close loop corrections and comparisons among experiments with different sampling point numbers.

The second is the fitting and correction of the low-frequency aberration items existing in the system with about twenty sampling points. The last is that the low-frequency aberrations such as astigmatism and defocus are generated and then corrected with only twenty sampling points after close loop correction with all sampling points. Finally some primary conclusions of LAMOST Shack-Hartmann Wavefront Sensor sampling point number are reached and given.
KeywordActive Optics Lamost Shack-hartmann Wavefront Sensor
Subject Area郭守敬望远镜(lamost) ; 主动光学
Document Type会议论文
Identifierhttp://ir.niaot.ac.cn/handle/114a32/441
Collection会议论文
Recommended Citation
GB/T 7714
Yong Zhang. Experimental research on the sampling point number of LAMOST active optics wavefront test[C]:SPIE,2006:Vol.6257 35-1-12.
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