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基于具有平面波前扫描和拼接功能的夏克-哈特曼传感器的自由曲面测试方法。

Method for testing freeform surfaces based on a Shack-Hartmann sensor with plane wavefront scanning and stitching.

作者信息

Wang Jing, Wang Xiaokun, Peng Lirong, Wang Jincheng, Liu Zhongkai, Li Lingzhong, Cai Mengxue, Liu Bin, Li Wenhan, Zhang Xuejun

出版信息

Opt Express. 2023 Oct 23;31(22):36702-36724. doi: 10.1364/OE.503494.

Abstract

Currently, the surface error measurement technology for freeform faces a significant contradiction between measurement accuracy and dynamic range. The study proposes a non-null testing method for measuring freeform surfaces by utilizing a Shack-Hartmann wavefront sensor to emit a small aperture parallel beam and scan along the normal direction at the center of subapertures for stitching (SHPSS). A mathematical model based on ray tracing and the reflection theorem is established to calculate the sampling points on an ideal freeform surface, the reference spot array on CCD, and the corresponding relationship between microlens array and spots. An algorithm is proposed to iteratively calculate the wavefront aberration and gradually approach the actual sampling points using the established model. Theoretical analysis and numerical simulation results indicate that SHPSS can increase the dynamic range and improve the accuracy of wavefront reconstruction. The error analysis of the SHPSS method is carried out, the measurement accuracy of full aperture freeform surface is 11.45 nm. A testing system is set up and experiments are conducted on a 100 mm aperture freeform reflective mirror. The RMS of the SHPSS test results is less than λ/30 (λ=635 nm) compared to the interferometric test results. By analyzing five groups of repeated measurement experiments, the repeatability accuracy of SHPSS method is less than 1/80 λ (RMS). This demonstrates the feasibility and measurement capabilities of the method for freeform surface testing.

摘要

当前,自由曲面的表面误差测量技术在测量精度和动态范围之间面临着重大矛盾。该研究提出了一种非零位测试方法,通过利用夏克 - 哈特曼波前传感器发射小孔径平行光束,并在子孔径中心沿法线方向扫描进行拼接来测量自由曲面(SHPSS)。建立了基于光线追迹和反射定理的数学模型,用于计算理想自由曲面上的采样点、电荷耦合器件(CCD)上的参考光斑阵列以及微透镜阵列与光斑之间的对应关系。提出了一种算法,利用建立的模型迭代计算波前像差并逐步逼近实际采样点。理论分析和数值模拟结果表明,SHPSS可以增加动态范围并提高波前重建精度。对SHPSS方法进行了误差分析,全口径自由曲面的测量精度为11.45 nm。搭建了测试系统,并在100毫米口径的自由曲面反射镜上进行了实验。与干涉测试结果相比,SHPSS测试结果的均方根误差(RMS)小于λ/30(λ = 635 nm)。通过分析五组重复测量实验,SHPSS方法的重复性精度小于1/80 λ(RMS)。这证明了该方法用于自由曲面测试的可行性和测量能力。

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