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Statistics of the derivatives of complex signal derived from Riesz transform and its application to pseudo-Stokes vector correlation for speckle displacement measurement

机译:Riesz变换衍生的复信号导数的统计及其在斑点位移测量的伪斯托克斯矢量相关中的应用

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As an improvement of the well-known intensity correlation used in conventional electronic speckle photography, we have proposed a new technique, to the best of our knowledge, for displacement measurement referred to as pseudo-Stokes vector correlation (PSVC). To provide a theoretical background for the superiority of the proposed PSVC technique, we study the statistical properties of the spatial derivatives of the complex signal representation generated from the Riesz transform. Under the assumption of a Gaussian random process, a theoretical analysis for the pseudo Stokes vector correlation has been provided. Based on these results, we show mathematically that PSVC has a performance advantage over conventional intensity-based correlation technique. (C) 2015 Optical Society of America
机译:作为对常规电子散斑摄影中使用的众所周知的强度相关性的改进,我们已尽我们所知提出了一种用于位移测量的新技术,称为伪斯托克斯矢量相关性(PSVC)。为了为提出的PSVC技术的优越性提供理论背景,我们研究了从Riesz变换生成的复杂信号表示的空间导数的统计特性。在高斯随机过程的假设下,提供了伪斯托克斯矢量相关性的理论分析。基于这些结果,我们在数学上表明PSVC具有优于常规基于强度的相关技术的性能优势。 (C)2015年美国眼镜学会

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