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Improved multivariate image analysis for product quality monitoring

机译:改进的多元图像分析用于产品质量监控

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Product quality monitoring by image texture analysis underwent a tremendous growth in the last few years in several industrial sectors, due to the availability of low-cost digital imaging sensors. Multivariate image analysis (MIA) can be used within an image texture analysis technique to provide a spatial statistical characterization of an image. However, in most cases this spatial characterization is possible only for very local texture neighborhoods, due to the high computational cost of MIA. In this paper, the iMIA (improved Multivariate Image Analysis) algorithm is proposed, that improves over previous implementations of MIA by extending its range of applicability due to its reduced computational complexity and memory requirements. The proposed algorithm uses the Fourier transform and the convolution theorem to efficiently compute the MIA model, in such a way that the image texture can be characterized by taking into account also large neighborhood sizes. The proposed approach is applied to two case studies concerning the estimation of the fiber diameter distribution in nanostructured membranes, and the classification of paper surfaces. The results suggest that the optimum range of spatial statistics used for characterizing the image is related to the size of the main textural features.
机译:由于低成本数字成像传感器的可用性,过去几年中,通过图像纹理分析进行产品质量监视在几个工业领域得到了巨大的发展。可以在图像纹理分析技术中使用多元图像分析(MIA),以提供图像的空间统计特征。但是,由于MIA的计算成本较高,因此在大多数情况下,仅对于非常局部的纹理邻域,才可能进行这种空间表征。在本文中,提出了iMIA(改进的多元图像分析)算法,该算法由于降低了计算复杂性和内存需求,通过扩展其适用范围来改进了MIA的先前实现。所提出的算法使用傅立叶变换和卷积定理来有效地计算MIA模型,从而可以通过考虑较大的邻域大小来表征图像纹理。所提出的方法被应用于两个案例研究中,这些案例涉及纳米结构膜中纤维直径分布的估计以及纸表面的分类。结果表明,用于表征图像的空间统计的最佳范围与主要纹理特征的大小有关。

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