铁轨图像的低秩矩阵分解缺陷检测

Low-rank Matrix Decomposition for Rail Track Image Defect Detection

  • 摘要: 随着高铁在中国乃至世界的快速发展,对轨道质量的要求越来越高。轨道表面缺陷检测直接关系着铁路安全、国家经济及安全等问题。基于固定光源下的摄像头拍摄的轨道表面图像,将轨道表面的缺陷检测建模为低秩矩阵分解问题,并对分解得到的稀疏矩阵计算其行累积量,由于去除了背景的干扰,缺陷区域所在的行累积量绝对值会变得很大,从而可以通过阈值操作得到缺陷行坐标,最后对由缺陷行坐标确定的小图像块区域进行二值化操作,并寻找最大联通区域即可确定缺陷位置,实现缺陷的自动检测与定位。与已有文献实验比较结果表明,该算法对不同光照及背景下的轨道缺陷检测均取得了较好的检测结果。

     

    Abstract: With the rapid development of high speed railway in China and over the world, the quality requirements of rail tracks become higher and higher. Rail track quality is directly related to the train safety, national economy, security and others. Based on rail track surface images obtained under fixed light sources, we transfer the rail track surface defect detection problem into a low-rank matrix decomposition problem. For the obtained sparse matrix, the accumulation value of each row is calculated. Because the background is removed in the sparse matrix, the absolute row accumulation values of the defect area will be very large. Thus a threshold operation can be applied and the row indexes of the defect areas can be obtained. Finally, binarization operation is applied to the small image block determined by the row indexes and the maximal connected region in the binarization image block can be considered as the defect area. Our algorithm can realize the automatic defect detection and localization. Compared with the exit algorithms, our algorithm achieve a better results under varied illumination and backgrounds.

     

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