Paper
29 December 2023 Computer-aided alignment method for a four-mirror off-axis reflective optical system
Yu Lei, Caiwen Ma, YuanYuan Shi, Xiaohua Hou
Author Affiliations +
Proceedings Volume 12976, Eighth Asia Pacific Conference on Optics Manufacture and Third International Forum of Young Scientists on Advanced Optical Manufacturing (APCOM and YSAOM 2023); 1297622 (2023) https://doi.org/10.1117/12.3009608
Event: 8th Asia Pacific Conference on Optics Manufacture & 3rd International Forum of Young Scientists on Advanced Optical Manufacturing, 2023, Shenzhen, China
Abstract
Off-axis optical systems do not have rotational symmetry and cannot be optically centering turned by CNC machine to eliminate component tilt errors, so they are more difficult to be aligned than the coaxial optical systems. In this paper, the computer-aided alignment technology is carried out for a four-mirror off-axis reflective optical system. Firstly, aberration characteristic analysis is performed to obtain the relationship between the degrees of freedom for mirrors and the wavefront coefficients. Using the results of the above analysis, a segmental alignment method is proposed. Finally, the article has completed the experimental verification for the optical system alignment. The wavefront quality meets the requirement which verifies the validity of the theoretical analysis. The research results can provide effective solutions for the alignment of various off-axis optical systems.
(2023) Published by SPIE. Downloading of the abstract is permitted for personal use only.
Yu Lei, Caiwen Ma, YuanYuan Shi, and Xiaohua Hou "Computer-aided alignment method for a four-mirror off-axis reflective optical system", Proc. SPIE 12976, Eighth Asia Pacific Conference on Optics Manufacture and Third International Forum of Young Scientists on Advanced Optical Manufacturing (APCOM and YSAOM 2023), 1297622 (29 December 2023); https://doi.org/10.1117/12.3009608
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KEYWORDS
Mirrors

Wavefronts

Parabolic mirrors

Optical alignment

Off axis mirrors

Monochromatic aberrations

Matrices

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