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Iterative algorithm for phase shifting interferometry with finite bandwidth illumination

机译:有限带宽照明的相移干涉术的迭代算法

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While phase shifting interferometry (PSI) has clearly established itself as a powerful tool for surface profiling, two main experimental drawbacks still exist, namely phase-shift errors and non-sinusoidal interferometric signals. These problems cause a fringe print-through pattern in measured phase having a frequency typically double the original fringe frequency. The main tool used to compensate for non-linear phase-shift errors is the least-square phase-stepping method, which is capable of accurately determining the phase separation between consecutive frames as well as phase distribution for each frame. Our work here extends the capabilities of this algorithm so as to account for the effects of a wide bandwidth light source and a higher numerical aperture, which make the interference signal deviate from the ideal sinusoidal signal. We present a simple variable change mechanism that overcomes the coupling that occurs between the planar and depth coordinates and allows for a seamless integration with the standard least-square procedure.
机译:虽然相移干涉术(PSI)显然已将其确立为表面轮廓分析的强大工具,但仍然存在两个主要的实验缺陷,即相移误差和非正弦干涉信号。这些问题导致在测量阶段的条纹直通图案的频率通常是原始条纹频率的两倍。用来补偿非线性相移误差的主要工具是最小二乘相位步进方法,该方法能够准确确定连续帧之间的相位分离以及每个帧的相位分布。我们在这里的工作扩展了该算法的功能,以解决宽带光源和较高数值孔径的影响,这些影响会使干扰信号偏离理想的正弦信号。我们提出了一种简单的变量更改机制,该机制克服了在平面坐标和深度坐标之间发生的耦合,并允许与标准最小二乘法无缝集成。

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