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Design of a Phase-shifting Algorithm for Interferometric Measurement of Optical Thickness Variation

机译:光学厚度变化干涉测量相移算法的设计

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The optical thickness is an important property of transparent plates when fabricating critical components. Spatiallynonuniform errors, which are major factors in the measurement of the absolute optical thickness, can be brought about byphase errors related to the nonlinear error term. In this study, equations and a new sampling window for suppressingspatially uniform errors were constructed. Using these equations and new sampling amplitudes, we designed a newphase-shifting algorithm with 17 samples. Herein, the characteristics and advantages to the measurement of highlyreflective surfaces when applying this new 17-sample algorithm are presented based on a Fourier representation. Inaddition, the superiority of the new algorithm in terms of its error control is demonstrated by comparing the errorsoccurring from a varying object phase, as well as root mean square errors, with those from different conventionalalgorithms.
机译:光学厚度是制造关键部件时透明板的重要特性。 空间 可以使非均匀误差是在测量绝对光学厚度的主要因素的情况下 与非线性误差项相关的相位误差。 在本研究中,方程和用于抑制的新采样窗口 构建了空间均匀的误差。 使用这些方程式和新的采样幅度,我们设计了一个新的 具有17个样本的相移算法。 这里,测量高度的特征和优点 基于傅立叶表示,呈现了应用这种新的17样本算法时的反射表面。 在 此外,通过比较错误来证明新算法的优越性。通过比较错误来证明其错误控制 从不同的物体相位发生,以及来自不同常规的均方根误差 算法。

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