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A New Neural-Network-Based Fault Diagnosis Approach for Analog Circuits by Using Kurtosis and Entropy as a Preprocessor

机译:基于峰度和熵作为预处理器的基于神经网络的模拟电路故障诊断新方法

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This paper presents a new fault diagnosis method for analog circuits. The proposed method extracts the original signals from the output terminals of the circuits under test (CUTs) by a data acquisition board and finds the kurtoses and entropies of the signals, which are used to measure the high-order statistics of the signals. The entropies and kurtoses are then fed to a neural network as inputs for further fault classification. The proposed method can detect and identify faulty components in an analog circuit by analyzing its output signal with high accuracy and is suitable for nonlinear circuits. Preprocessing based on the kurtosis and entropy of signals for the neural network classifier simplifies the network architecture, reduces the training time, and improves the performance of the network. The results from our examples showed that the trochoid of the entropies and kurtoses is unique when the faulty component's value varies from zero to infinity; thus, we can correctly identify the faulty components when the responses do not overlap. Applying this method for three linear and nonlinear circuits, the average accuracy of the achieved fault recognition is more than 99%, although there are some overlapping data when tolerance is considered. Moreover, all the trochoids converge to one point when the faulty component is open-circuited, and thus, the method can classify not only soft faults but also hard faults.
机译:本文提出了一种新的模拟电路故障诊断方法。所提出的方法通过数据采集板从被测电路(CUT)的输出端子中提取原始信号,并找到信号的kurtoses和熵,以测量信号的高阶统计量。然后,将熵和Kurtoses馈入神经网络,作为进一步故障分类的输入。所提出的方法可以通过分析其输出信号的高精度来检测和识别模拟电路中的故障组件,适用于非线性电路。对于神经网络分类器,基于信号的峰度和熵进行预处理可以简化网络体系结构,减少训练时间并提高网络性能。我们的示例结果表明,当故障分量的值从零变化到无穷大时,熵和黑洞的次摆线是唯一的。因此,当响应不重叠时,我们可以正确地识别故障组件。将这种方法应用于三个线性和非线性电路,尽管考虑容差时会有一些重叠的数据,但所实现的故障识别的平均准确度超过99%。此外,当故障部件开路时,所有次摆线都收敛到一个点,因此,该方法不仅可以对软故障进行分类,还可以对硬故障进行分类。

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