泽尼克多项式
光学
全息术
数字全息显微术
倾斜(摄像机)
残余物
光学像差
补偿(心理学)
数字全息术
相(物质)
波前
自适应光学
多项式的
计算机科学
光轴
显微镜
物理
算法
数学
心理学
数学分析
几何学
量子力学
精神分析
镜头(地质)
作者
Yun Liu,Zhao Wang,Jiansu Li,Junhui Huang,Jianmin Gao
摘要
Digital holographic microscopy (DHM) has been widely applied for the topography measurement of microscopic specimen. A total surface fitting method based on Zernike polynomials is presented to remove aberrations in DHM, in which Zernike polynomial coefficients enable to provide quantitative measurement of primary aberrations. The phase free of aberrations is obtained by subtracting out the surface fitting result from the reconstructed phase. The method carries out the total phase aberrations compensation automatically by only one hologram, instead of knowing the physical parameters of optical setup and the aberration mathematical model in advance. The optical system of off-axis DHM is set up and the experiment results are given. Compared with the double-exposure method, the Zernike surface fitting method obtains better phase information owing to removing residual tilt aberration.
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