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Development of Optimal Multiscale Patterns for Digital Image Correlation via Local Grayscale Variation

机译:通过局部灰度变化开发用于数字图像相关的最佳多尺度模式

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摘要

In many applications of digital image correlation (DIC), it is advantageous to have measurements at multiple scales. Because it is rare to have natural features that can be used for DIC at multiple magnifications, an appropriately multiscale DIC pattern is needed. This work develops a multiscale DIC pattern that (1) contains features appropriate for both high and low magnification, (2) does not need to know the location of high magnification a priori , and (3) does not require specialized DIC equipment beyond what is necessary to achieve the two magnifications. The pattern is developed based on an optimization framework that minimizes expected DIC error while constraining sub-regions of the pattern to biased average grayscale values. The inclusion of local grayscale biases in the pattern has the effect of introducing resolvable features at a length scale much larger than the speckles of which the pattern is composed. Numerical and physical experiments were performed to illustrate the functionality and utility of the designed patterns. Notable among the findings is the trade off between DIC accuracy at the two scales and how it is controlled by grayscale bias.
机译:在许多数字图像相关性(DIC)的许多应用中,有利的是在多个尺度处具有测量值。因为罕见的是具有以多倍的放大率用于DIC的自然特征,所以需要适当的多尺度DIC图案。这项工作开发了多尺度DIC图案,(1)包含适合于高倍率和低放大率的功能,(2)不需要知道高放大率的位置,并且(3)不需要超出专业的DIC设备达到两个放大倍数的必要条件。该模式是基于优化框架开发的,其最小化预期的DIC误差,同时将图案的子区域限制为偏置的平均灰度值。包括在图案中的局部灰度偏差具有引入可分辨率的效果,其长度比较大于构成图案的斑点。进行数值和物理实验以说明设计图案的功能和效用。在调查结果中显着是两种尺度的DIC精度之间的折衷以及它是如何通过灰度偏差控制的。

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