波前
自适应光学
光学
光学工程
泽尼克多项式
误差分析
物理
计算机科学
光圈(计算机存储器)
数学
声学
应用数学
作者
Zhixiang Liu,Tingwen Xing,Yadong Jiang,Baobin Lv
出处
期刊:Optical Engineering
[SPIE - International Society for Optical Engineering]
日期:2018-02-23
卷期号:57 (02): 1-1
被引量:2
标识
DOI:10.1117/1.oe.57.2.024107
摘要
A two-dimensional (2-D) shearing interferometer based on an amplitude chessboard grating was designed to measure the wavefront aberration of a high numerical-aperture (NA) objective. Chessboard gratings offer better diffraction efficiencies and fewer disturbing diffraction orders than traditional cross gratings. The wavefront aberration of the tested objective was retrieved from the shearing interferogram using the Fourier transform and differential Zernike polynomial-fitting methods. Grating manufacturing errors, including the duty-cycle and pattern-deviation errors, were analyzed with the Fourier transform method. Then, according to the relation between the spherical pupil and planar detector coordinates, the influence of the distortion of the pupil coordinates was simulated. Finally, the systematic error attributable to grating alignment errors was deduced through the geometrical ray-tracing method. Experimental results indicate that the measuring repeatability (3σ) of the wavefront aberration of an objective with NA 0.4 was 3.4 mλ. The systematic-error results were consistent with previous analyses. Thus, the correct wavefront aberration can be obtained after calibration.
科研通智能强力驱动
Strongly Powered by AbleSci AI