Paper
21 March 2023 Optical design of the N.A.1.1 infinite conjugate microscopic objective
Author Affiliations +
Proceedings Volume 12595, Advanced Fiber Laser Conference (AFL2022); 125950Q (2023) https://doi.org/10.1117/12.2667151
Event: Advanced Fiber Laser Conference (AFL2022), 2022, Changsha, China
Abstract
In order to solve the serious problem of ordinary biological microscopic objective lenses including field distortion, chromatic aberration and low resolving power, a high-resolution infinite conjugate microscopic objective with three fourth-order Zernike polynomial surfaces has been presented in this paper. The numerical aperture of microscopic system is 1.1 with 2.6mm focal length, which can be equipped with most field lens. The design and analysis results show that the par focal distance of the objective lens is 45mm, and the incidence angle and refraction angle of the optical surface of the lens are less than 60°, which meets the international standard of the microscopic objective lens. The optical Modulate Transfer Function (MTF) curve is close to the theoretical diffraction limit and the RMS wavefront error of the high-performance microscopic objective satisfied Marechal criterion. In addition, the tolerance analysis results show that the system can be processed based on the existing machining methods, despite the wavefront aberration RMS will deteriorate to 0.25λ. The whole system can be used in genetic testing research and mirror test, which is expected to promote the development of medical testing and industrial test and become one of new generation of diagnostic tools.
© (2023) COPYRIGHT Society of Photo-Optical Instrumentation Engineers (SPIE). Downloading of the abstract is permitted for personal use only.
Xinran Guo, Weilin Chen, Jun Chang, Dongmei Li, Qinfang Chen, and Chunxin Li "Optical design of the N.A.1.1 infinite conjugate microscopic objective", Proc. SPIE 12595, Advanced Fiber Laser Conference (AFL2022), 125950Q (21 March 2023); https://doi.org/10.1117/12.2667151
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KEYWORDS
Objectives

Design and modelling

Tolerancing

Chromatic aberrations

Distortion

Monochromatic aberrations

Diffraction limit

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