基于嗜中性集和Bat算法的无损检测图像分割

S. Dhar, M. Kundu, Hiranmoy Roy
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引用次数: 3

摘要

工业使用无损检测(NDT)在不损坏金属的情况下检测金属的故障。基于图像分割的无损检测图像故障检测技术是一个难点。由于无损检测图像模式的不确定性,出现了困难。为了有效分割无损检测图像,必须对不确定度进行有效处理。本文提出了一种基于嗜中性集(NS)处理不确定度的无损检测图像分割方法。NS通过将图像表示为真、假和不确定子集来管理不确定性。为了获得正确的NS值表示,必须进行α -均值和β -增强两种操作。为了根据图像统计找到合适的α和β值,我们使用蝙蝠算法(BA)。该算法找到α和β的最优值,以适当地管理不确定性。我们发现,就性能而言,与最新的方法相比,所提出的方法是相当令人满意的。
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Nondestructive Testing Image Segmentation based on Neutrosophic Set and Bat Algorithm
Industry uses nondestructive testing (NDT) to detect a fault in metal without damaging it. Image segmentation based technique for detecting the fault from an NDT image is a difficult task. The difficulty emerges due to uncertainties in the NDT image pattern. To segment an NDT image efficiently the uncertainties should be handled efficiently. In this paper, we present a novel technique to segment an NDT image by handling the uncertainties based on neutrosophic set(NS). The NS manages the uncertainties by representing an image into a true, false, and indeterminate subset. For proper NS value representation, two operations α – mean and β – enhancement are essential. For finding the proper values of α and β depending on the image statistics we utilize the bat algorithm(BA). The algorithm finds the optimal values of α and β for managing the uncertainties properly. We find that in terms of performance the proposed method is quite satisfying in comparison to the latest methods.
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