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基于模糊c均值聚类的分割方法及用于不连续电子散斑干涉条纹图案的滤波方法。

Fuzzy c-means clustering based segmentation and the filtering method for discontinuous ESPI fringe patterns.

作者信息

Xu Wenjun, Tang Chen, Xu Min, Lei Zhenkun

出版信息

Appl Opt. 2019 Feb 20;58(6):1442-1450. doi: 10.1364/AO.58.001442.

Abstract

The filtering of ESPI fringe patterns with both noise and discontinuity is a challenging problem raised in recent years. Discontinuity-detectable and discontinuity-aware processing techniques are demanded. In this paper, a fuzzy c-means (FCM) clustering based fringe segmentation method is proposed. By applying the FCM clustering method to the estimated fringe orientation, we segment the discontinuous ESPI fringe patterns into continuous segments, thus the discontinuous region is identified and a discontinuous region mask is generated. Then, the discontinuous region mask is introduced into the controlling speed function, and an adaptive shape-preserving oriented partial differential equation (OPDE) model is proposed for discontinuous ESPI fringe patterns denoising. According to our method, the discontinuous regions are effectively found and with the proposed adaptive shape-preserving OPDE, the noise is well eliminated, the shape of fringes and the discontinuity are well kept. The performance of our method is illustrated with three computer-simulated and one experimentally obtained discontinuous ESPI fringe patterns and comparison with related segmentation methods and OPDEs.

摘要

对同时存在噪声和不连续性的电子散斑干涉(ESPI)条纹图案进行滤波是近年来提出的一个具有挑战性的问题。需要可检测不连续性和感知不连续性的处理技术。本文提出了一种基于模糊c均值(FCM)聚类的条纹分割方法。通过将FCM聚类方法应用于估计的条纹方向,我们将不连续的ESPI条纹图案分割成连续的段,从而识别出不连续区域并生成不连续区域掩码。然后,将不连续区域掩码引入控制速度函数,提出了一种自适应保形方向偏微分方程(OPDE)模型用于不连续ESPI条纹图案去噪。根据我们的方法,有效地找到了不连续区域,并且通过所提出的自适应保形OPDE,噪声得到了很好的消除,条纹形状和不连续性得到了很好的保留。通过三个计算机模拟和一个实验获得的不连续ESPI条纹图案说明了我们方法的性能,并与相关分割方法和OPDE进行了比较。

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