利用有监督多层感知器的 T(0,1)模导波多频反射系数估算管壁减薄深度

Ryujin Katsuma, Koki Tada, Tomoya Iriguchi, Kotaro Seno, Shinsuke Kondo, Masashi Ishikawa, Motoki Goka, Hideo Nishino
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引用次数: 0

摘要

本研究利用 T(0,1)模式导波的多频(30-65 kHz)反射系数(MRCs)和多层感知器(MLP),开发了一种估算管道壁薄深度的新方法。首先,这项研究确定了为什么 MRCs 是 MLP 输入层的关键特征,可用于估算壁变薄的缺陷深度。此外,还使用了一种能快速收集大量训练数据的数学模型来计算反射波形。根据 MRC 和数学模型,使用 MLP 估算人工和实际墙壁减薄的深度。使用 T(0,1) 模式引导的波形进行了实验,获得了 21 个人工薄壁和 6 个实际薄壁的 MRCs,从而估算出缺陷深度。使用数学模型最多准备了 8347 个训练数据点。由于 MLP 的优化在很大程度上取决于初始权重和偏差,因此准备了 100 个随机初始值来评估平均估计值及其标准偏差。采用了 MLP 的分类方案,分类步宽分别为 0.5 毫米和 0.25 毫米。在 0.5 毫米分类方案中,21 个人工缺陷的正确答案率为 93%,误差为 ±0.5 毫米;在 0.25 毫米分类方案中,正确答案率为 89%。对于 6 个实际缺陷,0.5 毫米和 0.25 毫米分类方案的正确答案率均为 100%,误差均为±0.5 毫米。所有案例都获得了足够高的正确答案率。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Depth estimation of pipe wall thinning using multifrequency reflection coefficients of T(0,1) mode-guided waves with supervised multilayer perceptron
This study entailed the development of a novel method for estimating the depth of wall thinning of pipes using multifrequency (30–65 kHz) reflection coefficients (MRCs) of the T(0,1) mode-guided waves and a multilayer perceptron (MLP). First, this study established why MRCs are a critical feature of the input layer of the MLP for the defect depth estimation of wall thinning. Further, a mathematical model that can quickly collect large amounts of training data was used to calculate the reflection waveforms. The depths of artificial and actual wall thinning were estimated using the MLP based on the MRCs and the mathematical model. Experiments were conducted using the T(0,1) mode-guided waves to obtain the MRCs for 21 artificial and 6 actual wall thinnings to estimate the defect depths. A maximum of 8347 training data points were prepared using the mathematical model. Because the optimization of the MLP strongly depended on the initial weights and biases, 100 random initial values were prepared to evaluate the average estimations and their standard deviations. The classification scheme of the MLP was used, with classification step widths of 0.5 and 0.25 mm. The correct answer rates for the 21 artificial defects were 93%, with a tolerance of ±0.5 mm for the 0.5 mm classification scheme; those for the 0.25 mm classification scheme were 89%. For the six actual defects, the correct answer rates were 100% with a tolerance of ±0.5 mm for both the 0.5 and 0.25 mm classification schemes. Sufficiently high correct answer rates were obtained in all the cases.
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