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The effect of corrosion induced surface morphology changes on ultrasonically monitored corrosion rates

机译:腐蚀引起的表面形态变化对超声监测腐蚀速率的影响

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摘要

Corrosion rates obtained by very frequent (daily) measurements with permanently installed ultrasonic sensors have been shown to be highly inaccurate when changes in surface morphology lead to ultrasonic signal distortion. In this paper the accuracy of ultrasonically estimated corrosion rates (mean wall thickness loss) by means of standard signal processing methods (peak to peak - P2P, first arrival - FA, cross correlation - XC) was investigated and a novel thickness extraction algorithm (adaptive cross correlation - AXC) is presented. All of the algorithms were tested on simulated ultrasonic data that was obtained by modelling the surface geometry evolution coupled with a fast ultrasonic signal simulator based on the Distributed Point Source Method (DPSM). The performance of each algorithm could then be determined by comparing the actual known mean thickness losses of the simulated surfaces to the values that each algorithm returned. The results showed that AXC is the best of the investigated processing algorithms. For spatially random thickness loss 90% of AXC estimated thickness trends were within −10 to +25% of the actual mean loss rate (e.g. 0.75−1.1mm/year would be measured for a 1mm/year actual mean loss rate). The other algorithms (P2P, FA, XC) exhibited error distributions that were 5-10 times larger. All algorithms performed worse in scenarios where wall loss was not distributed randomly in space (spatially correlated thickness loss occured) and where the overall RMS of the surface was either growing or declining. However, on these surfaces AXC also outperformed the other algorithms and showed almost an order of magnitude improvement compared to them.
机译:当表面形态的变化导致超声信号失真时,使用永久安装的超声波传感器进行的非常频繁(每日)测量得出的腐蚀速率已显示出高度不准确的情况。本文研究了通过标准信号处理方法(峰到峰-P2P,先到达-FA,互相关-XC)超声估计的腐蚀速率(平均壁厚损失)的准确性,并提出了一种新的厚度提取算法(自适应互相关-AXC)。所有算法都在模拟超声数据上进行了测试,模拟超声数据是通过对表面几何形状演变建模并结合基于分布式点源方法(DPSM)的快速超声信号模拟器而获得的。然后可以通过将模拟表面的实际已知平均厚度损失与每种算法返回的值进行比较来确定每种算法的性能。结果表明,AXC是研究的最佳处理算法。对于空间随机厚度损失,AXC估计的90%厚度趋势在实际平均损失率的-10至+ 25%范围内(例如,对于1mm /年的实际平均损失率,将测量0.75-1.1mm /年)。其他算法(P2P,FA,XC)表现出的误差分布大5-10倍。在壁面损耗不是在空间中随机分布(发生与空间相关的厚度损失)并且表面的整体RMS增大或减小的情况下,所有算法的性能都较差。但是,在这些表面上,AXC的性能也优于其他算法,并且与它们相比,几乎提高了一个数量级。

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    Cegla FB; Gajdacsi A;

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  • 年度 2016
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