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Model-based inversion of speckle interferometer fringe patterns

机译:基于模型的散斑干涉仪条纹图案反演

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摘要

Micrometer-scale rigid-body translations are determined from electronic speckle interferometric fringe patterns. An iterative minimum error procedure employs the relative fringe order of picked positions of fringe maxima and minima within a single interferogram to calculate the displacement field directly. The method does not calculate the displacement at a single point but relies on the assumption that the character, but not the magnitudes or directions, of the displacements over the viewing area of the interferogram is known. That is, a model of the displacements exists. On perfect, noise-free forward modeled fringe patterns calculated for an 8.0-1xm displacement, the phase error is less than 2×10↑(-6) fringe orders (1.3×10↑(-5) rad) and probably results only from numerical noise in the inversion. On real fringe patterns obtained in electronic speckle interferometric experiments, mean phase errors are generally less than 5×10↑(-5) fringe orders (3.2×10↑(-4) red), suggesting that the technique is robust despite errors resulting from speckle noise, lack of accuracy in positioning of experimental components, and image-distortion corrections.#1998 Optical Society of America OCIS codes: 120.3180, 100.0100, 090.0090, 120.2650.
机译:微米级刚体平移由电子散斑干涉条纹图确定。迭代最小误差过程采用单个干涉图中的最大和最小条纹拾取位置的相对条纹顺序来直接计算位移场。该方法不计算单个点的位移,而是基于这样的假设:已知干涉图的观察区域上的位移的特征而非大小或方向。即,存在位移模型。在针对8.0-1xm位移计算出的完美,无噪声的正向建模条纹图案上,相位误差小于2×10↑(-6)条纹数量级(1.3×10↑(-5)rad),可能仅由反演中的数值噪声。在电子散斑干涉实验中获得的真实条纹图案上,平均相位误差通常小于5×10↑(-5)条纹数量级(3.2×10↑(-4)红色),这表明该技术是鲁棒的,尽管由于斑点噪声,缺乏准确的实验部件定位以及图像失真校正。#1998美国光学学会OCIS代码:120.3180、100.0100、090.0090、120.2650。

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