基于散斑图二值化的动态激光散斑测量

E. Stoykova, D. Nazarova, N. Berberova, A. Gotchev, B. Ivanov, G. Mateev
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引用次数: 1

摘要

动态激光散斑分析是通过对漫反射物体表面的散斑图案进行统计处理,对物理或生物活动进行无损检测。这种方法对表面随时间的微观变化很敏感,并且需要简单的光学手段。计算机和二维光学传感器的进步推动了逐点算法的发展。它们依赖于获取相关散斑图像的时间序列,并生成活动数据,作为给定统计参数估计的二维空间等高线地图。最广泛使用的逐点估计是基于强度的估计,它根据在获得的散斑图像中同一像素处采集的强度值的时间序列组成每个地图条目。当强度波动的扩散取决于强度本身时,点向方法的准确性受到散斑数据的信号依赖性质的强烈影响。后者导致在激光束强度分布不均匀的情况下,对非归一化估计产生错误的活度测定。估计的归一化引入了误差。我们建议对获得的散斑图像进行二值化,方法是将给定空间点的时间序列强度值与该点估计的平均强度值进行比较,并评估极性相关函数。通过仿真和实验验证了该处理算法的有效性。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Dynamic laser speckle metrology with binarization of speckle patterns
Dynamic laser speckle analysis is non-destructive detection of physical or biological activity through statistical processing of speckle patterns on the surface of diffusely reflecting objects. This method is sensitive to microscopic changes of the surface over time and needs simple optical means. Advances in computers and 2D optical sensors forced development of pointwise algorithms. They rely on acquisition of a temporal sequence of correlated speckle images and generate activity data as a 2D spatial contour map of the estimate of a given statistical parameter. The most widely used pointwise estimates are the intensity-based estimates which compose each map entry from a time sequence of intensity values taken at one and the same pixel in the acquired speckle images. Accuracy of the pointwise approach is strongly affected by the signal-dependent nature of the speckle data when the spread of intensity fluctuations depends on the intensity itself. The latter leads to erroneous activity determination at non-uniform distribution of intensity in the laser beam for the non-normalized estimates. Normalization of the estimates, introduces errors. We propose to apply binarization to the acquired speckle images by comparing the intensity values in the temporal sequence for a given spatial point to the mean intensity value estimated for this point and to evaluate a polar correlation function. Efficiency of this new processing algorithm is checked both by simulation and experiment.
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