XU Xianju, GU Minming, PAN Haipeng. Patterned fabric defects detection based on nonnegative matrix factorization[J]. 2020, (2): 132-135. DOI: 10.13873/j.1000-9787(2020)02-0132-04.
基于非负矩阵分解的图案织物疵点检测
摘要
利用距离匹配函数确定图案的周期
并以周期大小的图像块为检测样本。利用非负矩阵分解方法得到图像块的系数矩阵
并将系数矩阵转换为系数特征
并根据正常样本确定标准系数特征和相似准则。对比测试样本的系数特征和标准系数特征
根据建立的相似准则判定图像块是否包含疵点
完成织物疵点定位。在非负矩阵分解的过程中
采用非负双重奇异值分解初始化的方法减少矩阵分解的迭代次数。多种图案织物检测结果表明
提出的方法能够准确检测出织物是否包含疵点
准确率在96%以上。
Abstract
The size of the primitive unit of the fabrics is estimated using distance matching function
and the fabrics are split into samples of one unit. Then
nonnegative matrix factorization( NMF) method is used to obtain the coefficient matrix of image blocks and the coefficient matrix is converted to coefficient feature. According to normal samples
the standard coefficient feature and similarity criterion are determined. The coefficient feature of the test sample and the standard coefficient are compared. According to the similarity criterion
whether the image block contains defects can be judged. In the process of nonnegative matrix factorization
nonnegative double singular value decomposition initialization method( NNDSVD) is adopted to reduce the number of iterations of matrix decomposition. The results show that the proposed method can accurately detect whether the fabric contains defects