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Detection of Wall Thickness of Stainless Steel Using Transient Eddy Current Oscillations Method

机译:使用瞬态涡流振荡法检测不锈钢壁厚

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In this study a new nondestructive testing (NDT) method called transient eddy current oscillations (TECO) is used to detect a change in the thickness of stainless steel plates. The TECO method uses a probe that includes a capacitor and an induction coil, which are connected in parallel, to generate a transient oscillatory regime in the excitation current to induce eddy currents in the test object. A Hall-effect sensor is used to measure the resultant magnetic field in the vicinity of the test material. The experimental results were analyzed to conclude about the thickness variation of the test object using the absolute integral value of the decay of oscillations that are obtained from the probe at different thicknesses of test material in the time domain and their frequency was calculated using fast Fourier transform (FFT). If there is a decrease in the thickness of the test specimen, experimental data shows an increase in the integral value of the sensor output signal and a decrease in the frequency. A differential FFT method is being proposed in this paper to separate any unwanted lift-off variation from the local wall thinning. In fact, with the thickness change in specimen, the differential spectrum show two differential FFT amplitude peaks in which one is positive and other is negative. However, if there is a change in lift-off on the reference thickness of specimen, the differential FFT shows three differential FFT amplitude peaks in which two peaks appeared in the positive side of the differential FFT. This enables an easy identification of any lift-off change, which is very useful in real time applications.
机译:在这项研究中,使用称为瞬态涡流振荡(TECO)的新的非破坏性测试(NDT)方法来检测不锈钢板厚度的变化。 TECO方法使用包括电容器的探针和并联连接的感应线圈,以在激励电流中产生瞬态振荡状态,以在测试对象中诱导涡流。霍尔效应传感器用于测量测试材料附近的所得磁场。分析了实验结果,以使用从时域的不同厚度的探针获得的探针获得的振荡的绝对整体值来结束测试对象的厚度变化,并且使用快速傅里叶变换计算它们的频率(FFT)。如果测试样本的厚度减小,则实验数据显示了传感器输出信号的整体值的增加和频率的减小。在本文中提出了一种差动FFT方法,以将来自局部壁变薄的任何不需要的剥离变化分离。实际上,随着标本的厚度变化,差分谱显示了两个差分FFT幅度峰,其中一个是阳性的,另一个是负的。然而,如果在样本的参考厚度上有剥离的变化,则差动FFT示出了三个差分FFT幅度峰值,其中两个峰值出现在差动FFT的正侧。这使得能够轻松地识别任何剥离变化,这在实时应用中非常有用。

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