基于GBDTI2HO技术的多相感应电动机轴承/初相/开相故障检测与诊断

Annamalai Balamurugan, T. S. Sivakumaran
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引用次数: 1

摘要

本文对多相感应电动机进行了混合系统的故障检测与诊断。该方法是综合哈里斯鹰优化(IHHO)和梯度增强决策树(GBDT)的混合,称为GBDTI2HO方法。在这里,本文加入了额外的算子,即交叉和变异算子来改善HHO的搜索行为。畸变波形由不同的频率模式产生,以表明时域频率作为故障的评估。对于这种信号的表示,建议采用离散小波变换(DWT)。它提取特征并将其转发给IHHO技术,形成可能的数据集。数据集生成后,GBDT将到达的故障方式分类为多相IM中定子绕组。将该系统的实现与现有的ANN、transform和GBDT等系统进行了比较。在MATLAB/Simulink工作平台上对该方法进行了仿真,验证了系统的有效性,并确定了系统的统计指标,如精度、灵敏度和特异性、平均中位数和标准差。为了证明所提出的系统的成功,统计措施被确定为精度,灵敏度,特异性,平均中位数以及标准差。在50个试验中,该方法的准确度为0.98,特异性为0.96,召回率为1.60,精密度为0.97。在100个试验中,该方法的准确度为0.96,特异性为0.93,召回率为0.87,精密度为0.99。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Bearing/Incipient/Open Phase Fault Detection and Diagnosis of Multi-Phase Induction Motor Drives Equipped By GBDTI2HO Technique
In this paper, a hybrid system is performed with fault detection and diagnosis on multi-phase induction motor (IM). The proposed method is hybrid of integrated Harris Hawk optimization (IHHO) and gradient boosting decision trees (GBDT) thus called the GBDTI2HO method. Here, additional operators are included in this paper to improve HHO’s search behaviour namely crossover and mutation. Distorted waveforms are generated by different frequency patterns to indicate the time domain frequency as an assessment of failure. For this signal representation, the discrete wavelet transformation (DWT) is suggested. It extracts the characteristics and forwards them to IHHO technique to form the possible data sets. After the generation of the data set, GBDT classifies the ways of failure reached as winding of stator in multi-phase IM. The implementation of the proposed system is compared with existing systems, such as ANN, STransform and GBDT. The proposed method is executed on MATLAB/Simulink work platform to demonstrate the successfulness of proposed system, statistical measures are determined, as precision, sensitivity and specificity, mean median and standard deviation. For demonstrating the successfulness of proposed system, statistical measures are determined as precision, sensitivity, specificity, mean median as well as standard deviation. In 50 trails the proposed method, 0.98 for accuracy, 0.96 for specificity, 1.60 for recall as well as 0.97 for precision. In 100 trail the proposed method, 0.96 for accuracy, 0.93 for specificity, 0.87 for recall as well as 0.99 for precision.
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