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A novel method for measuring discontinuous deformation in digital image correlation based on partition and dividing strategy

机译:一种基于分区和分界策略的数字图像相关中不连续变形的一种新方法

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摘要

Digital image correlation (DIC) is the most widely used photomechanics technique for surface deformation measurement. However, standard subset-based DIC restricts its application to continuous deformation, as the regularly-adopted shape functions fail to model discontinuous deformation with displacement jump when discontinuity presents. In this work, a simple but effective method based on the partition and division of interrogated subsets is presented to deal with discontinuity issues during DIC analysis. During the implementation of this method, correlation coefficient of each pixel within interrogated subsets is first calculated between the reference and deformed images to obtain a matrix of correlation coefficients. Then the correlation coefficient matrix is partitioned into two parts through binarization. Subsequently, a dividing line is fitted between the two sub-blocks, which can be considered as the initial discontinuity profile. After that, a differentiation strategy is adopted according to the relative sizes of the two sub-blocks, deformation parameters of which are retrieved using iterative Newton-Raphson method. The proposed method is verified using both numerically simulated images and real experimental images. Experimental results validate the efficacy and accuracy of the presented approach over existing methods in dealing with discontinuity issues.
机译:数字图像相关(DIC)是最广泛使用的表面变形测量的光学力学技术。然而,基于标准子集的DIC将其应用限制在连续变形中,因为当不连续礼物时,定期采用的形状函数无法模拟不连续变形。在这项工作中,提出了一种基于询问子集分区和分割的简单但有效的方法,以处理DIC分析期间的不连续性问题。在该方法的实现期间,首先在参考和变形图像之间计算询问的子集内的每个像素的相关系数,以获得相关系数的矩阵。然后通过二值化将相关系数矩阵划分为两部分。随后,划分线在两个子块之间装配,可以被认为是初始不连续性分布。之后,根据两个子块的相对尺寸来采用差异化策略,使用迭代牛顿-Raphson方法检索的变形参数。使用数值模拟图像和真实实验图像验证所提出的方法。实验结果验证了对处理不连续性问题的现有方法的提出方法的功效和准确性。

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