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Denoising for variable density ESPI fringes in nondestructive testing by an adaptive multiscale morphological filter based on local mean

机译:基于局部均值的自适应多尺度形态学滤波器对无变异密度ESPI条纹的去噪

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摘要

Analysis of speckle images with variable density fringes is a challenging task when electronic speckle pattern interferometry (ESPI) is used for nondestructive testing of defects. In this paper, an adaptive multiscale morphological filter based on local mean is proposed. First, the image is segmented, and the regions are divided into different density levels using local mean. Then, the structural elements that adapt to different density levels are designed, and the proper size of the structural elements is determined by an iterative procedure. Finally, the morphological open-closing filtering is conducted, and the block edges are smoothed by averaging. The proposed method was applied to computer-simulation fringes and fringes experimentally obtained from a prefabricated defect specimen under thermal loading and then compared with the commonly used methods, i.e., discrete cosine filter, wavelet filter, Lee filter, and nonlocal mean filter. The experimental results showed that the proposed method had the best performance in terms of noise reduction and edge preservation. With the capability of noise reduction for ESPI images of variable density fringes, the proposed method will be helpful to build a quantitative relationship between fringes and defects in the cases of nonuniform deformation of speckle interferometry, such as nondestructive defect detecting, thermal structural analysis, and heterogeneous materials mechanical analysis. (C) 2019 Optical Society of America
机译:当电子散斑图案干涉测量(ESPI)用于非破坏性测试时,具有可变密度条纹的散斑图像的分析是一种具有挑战性的缺陷测试。本文提出了一种基于局部均值的自适应多尺度形态学滤波器。首先,将图像分段为分段,并且使用局部均值分割区域分为不同的密度水平。然后,设计适应不同密度水平的结构元件,并且通过迭代过程确定结构元件的适当尺寸。最后,进行了形态开闭滤波,通过平均平均平滑块边缘。将该方法应用于从热负荷下从预制缺陷样本实验获得的计算机模拟条纹和条纹,然后与常用的方法,即离散余弦滤波器,小波滤波器,李滤波器和非识别性平均过滤器进行比较。实验结果表明,该方法在降噪和边缘保存方面具有最佳性能。通过可变密度条纹ESPI图像的降噪能力,所提出的方法将有助于在散斑干涉测定法的非均匀变形的情况下构建条纹和缺陷之间的定量关系,例如非破坏性缺陷检测,热结构分析和异质材料力学分析。 (c)2019年光学学会

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  • 来源
    《Applied optics》 |2019年第28期|共11页
  • 作者单位

    Univ Sci &

    Technol Beijing Sch Mech Engn Beijing 100083 Peoples R China;

    Univ Sci &

    Technol Beijing Sch Mech Engn Beijing 100083 Peoples R China;

    New Jersey Inst Technol Dept Mech Engn Newark NJ 07102 USA;

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  • 正文语种 eng
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