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Fabric smoothness evaluation using the wavelet domain independent mixture model and a landform classification technique

机译:利用小波域独立混合模型和地形分类技术评估织物的光滑度

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摘要

The overall quality of a fabric is dependent on a number of factors. Among these is the fabric's tendency to wrinkle after home laundering - referred to as smoothness. Wrinkle grading is a subjective process involving human graders who compare fabric samples to replicas, representing various degrees of wrinkling. This process is also operator dependent, expensive, and it lacks the ability to adequately describe the many subtle differences that exist between grades. Therefore, the textile industry needs an automated system that can describe wrinkles on a fabric surface in an objective and repeatable manner. In this paper, we describe a computer vision system developed in a previous work and examine the effectiveness of new features extracted from the wavelet domain independent mixture model and a landform classification technique. Shown to be useful in texture classification, features from the wavelet domain independent mixture model are measured based on the two-population characteristic of the wavelet domain. The second technique uses topographical analysis methods originally developed for geographical landform classification that have been successfully applied to digital elevation models of the Earth's surface. These new measurements, representing quantitative descriptions of the surface of a fabric in both the frequency and spatial domains, are compared to the existing industry grading standard using a fuzzy classifier. Results show a good correlation with technicians' grades.
机译:织物的整体质量取决于许多因素。其中之一是家庭洗涤后织物的起皱趋势-称为光滑度。皱纹分级是一个主观过程,涉及到人类的分级员,他们将织物样品与复制品进行比较,以代表各种程度的皱纹。此过程也是依赖于操作者的,昂贵的,并且缺乏足够地描述等级之间存在的许多细微差别的能力。因此,纺织工业需要一种能够以客观且可重复的方式描述织物表面上的皱纹的自动化系统。在本文中,我们描述了先前工作中开发的计算机视觉系统,并研究了从小波域独立混合模型和地形分类技术中提取的新功能的有效性。已证明对纹理分类很有用,基于小波域的两个种群特征对小波域独立混合模型的特征进行了测量。第二种技术使用了最初为地理地貌分类开发的地形分析方法,这些方法已成功应用于地球表面的数字高程模型。这些新的度量代表频率和空间域中织物表面的定量描述,使用模糊分类器将它们与现有的行业分级标准进行比较。结果显示与技术人员的等级有很好的相关性。

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