基于Levenberg-Marquardt多层感知器(MLP)的电能质量扰动检测与分类实现

Irfanudin Nor Anwar, K. Daud, A. Samat, Z. H. C. Soh, A. M. Omar, F. Ahmad
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引用次数: 1

摘要

电能质量干扰(PQD)已经导致了许多电气设备的故障和损坏。本文利用MATLAB应用程序提出了电压暂降、膨胀和暂态的检测和分类方法。该方案分为检测、分类和性能评价三个部分。利用小波分析仪中的离散小波变换完成检测阶段,得到不同能级的信号分解,用于能量分布偏差(EDD)方法。分类阶段在分类学习器中完成,以检验多层感知器神经网络作为分类模型的训练、验证和预测能力。性能评估阶段在神经网络拟合中进行,使用Levenberg-Marquardt (LM)作为训练算法,以查看模型在均方误差(MSE)和回归方面的表现如何。本文还讨论了输入比、激活函数(Sigmoid、正切双曲、整流线性单元)和训练算法(Levenberg-Marquardt、贝叶斯正则化、尺度共轭梯度)对神经网络模型精度的影响。本研究发现EDD能够很好地检测PQD能量分布的差异。当输入更多的样本数据,更大的层尺寸和使用tan双曲(Tanh)激活函数激活时,观察到多层感知器模型表现更好,具有更高的精度。随着层数的增加,预测速度变慢,训练时间变长。与贝叶斯正则化(BR)和尺度共轭梯度(SCG)相比,Levenberg-Marquardt (LM)模型的MSE最低,回归最高。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Implementation of Levenberg-Marquardt Based Multilayer Perceptron (MLP) for Detection and Classification of Power Quality Disturbances
Power Quality Disturbances (PQD) has result in numerous failures and damage to electrical equipment. This paper utilized MATLAB Application to propose ways in detecting and classifying Voltage Sag, Swell and Transient. The proposal was divided into three parts which are detection, classification, and performance evaluation. The detection stage was done using Discrete Wavelet Transform in Wavelet Analyzer to obtain signal decomposition in different energy levels to be used in Energy Distribution Deviation (EDD) method. The classification stage was done in Classification Learner to check how good Multilayer Perceptron Neural Network able to trains, validates, and predicts as a classification model. The performance evaluation stage was done in Neural Net Fitting using Levenberg-Marquardt (LM) as training algorithm to see how well the model perform in term of Mean Square Error (MSE) and regression. This paper also discusses the effect of input ratio, activation function (Sigmoid, Tangent Hyperbolic, Rectified Linear Unit) and training algorithm (Levenberg-Marquardt, Bayesian Regularization, Scale Conjugate Gradient) towards accuracy in a Neural Network model. This study found that EDD was able to detect the difference in energy distribution of PQD properly. The Multilayer Perceptron model was observed to performed better and had higher accuracy when fed with more sample data, bigger layer size and activated using Tangent Hyperbolic (Tanh) activation function. Increasing layer size also resulted in slower prediction speed and longer training time. The model performance was evaluated with the lowest MSE and highest regression when Levenberg-Marquardt (LM) was implemented compared to Bayesian Regularization (BR) and Scale Conjugate Gradient (SCG).
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