基于VMD和CNN−BiLSTM的矿井提升电动机故障诊断方法

李敬兆; 何娜; 张金伟; 王擎; 李化顺

doi:10.13272/j.issn.1671-251x.2022120065

基于VMD和CNN−BiLSTM的矿井提升电动机故障诊断方法

李敬兆^1,,
何娜^1, ,,
张金伟²,
王擎³,
李化顺¹

1.
安徽理工大学电气与信息工程学院, 安徽淮南　232000
2.
安徽理工大学计算机科学与工程学院, 安徽淮南　232000
3.
中国电子信息产业集团有限公司，广东深圳　518057

基金项目: 国家自然科学基金项目（51874010）；淮南市科技计划项目（2021A243）。

详细信息

作者简介:
李敬兆（1964—），男，安徽淮南人，教授，博士研究生导师，博士，主要研究方向为嵌入式系统、人工智能技术，E-mail:jzhli@aust.edu.cn

通讯作者:
何娜（1999—），女，安徽宿州人，硕士研究生，主要研究方向为信号处理、设备故障诊断，E-mail:hn200742@163.com

中图分类号: TD67
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出版历程
- 收稿日期: 2022-12-19
- 修回日期: 2023-07-19
- 网络出版日期: 2023-08-07
- 刊出日期: 2023-07-24

Fault diagnosis method for mine hoisting motor based on VMD and CNN-BiLSTM

1.
School of Electrical and Information Engineering, Anhui University of Science and Technology, Huainan 232000, China
2.
School of Computer Science and Engineering, Anhui University of Science and Technology, Huainan 232000, China
3.
China Electronics Corporation, Shenzhen 518057, China

摘要

摘要: 针对传统基于音频信号的电动机故障诊断方法获取电动机音频信号特征信息不足和故障诊断精度不高的问题，提出了一种基于优化的变分模态分解（VMD）和卷积神经网络CNN−双向长短期记忆（BiLSTM）的矿井提升电动机故障诊断方法。针对模态混叠和端点效应问题，采用鲸鱼算法（WOA）优化的VMD对电动机音频信号进行分解，将电动机音频信号分解为K个本征模态分量（IMF），经Pearson相关系数筛选后，提取主IMF分量的13维静态MFCC特征参数，为了获取信号的动态特征，提取13维静态MFCC的一阶差分和二阶差分系数，构成39维特征向量，从而把动静态特征结合起来，提高故障诊断性能。为了提高故障诊断精度，在CNN中引入BiLSTM层，CNN在空间维度上提取音频信号的局部特征，BiLSTM在时间维度上保留音频信号的双向时间序列信息，捕获音频信号长距离依赖关系，从而最大程度保留全局和局部特征。实验结果表明：① VMD分解的每个IMF分量都具有独立的中心频率且分布均匀，在频域上表现出稀疏性的特点，能够有效避免模态混叠问题；在IMF求解中，VMD分解通过镜像延拓的方式避免了经验模态分解（EMD）和集合经验模态分解（EEMD）中出现的端点效应问题。② 基于13维静态MFCC特征的故障诊断准确率为97.5%，基于39维动静态MFCC特征的故障诊断准确率比基于13维静态MFCC特征的故障诊断准确率提高了1.11%。③基于CNN−BiLSTM诊断模型的准确率达到98.61%，与目前通用诊断模型CNN，BiLSTM和CNN−LSTM相比，准确率分别提高5.83%，4.17%和3.89%。
- 矿井提升电动机故障诊断 /
- 音频信号 /
- 变分模态分解 /
- 梅尔倒谱系数 /
- CNN−BiLSTM
Abstract: The traditional motor fault diagnosis method based on the audio signal is insufficient to obtain the feature information of the motor audio signal and the fault diagnosis precision is not high. In order to solve the above problems, a mine motor fault diagnosis method based on optimized variational mode decomposition (VMD) and convolutional neural network CNN bidirectional long short-term memory (BiLSTM) is proposed. The whale algorithm (WOA) optimized VMD is used to decompose the motor audio signal to address the issues of modal aliasing and endpoint effects. The motor audio signal is decomposed into K intrinsic mode functions (IMF). After Pearson correlation coefficient screening, the 13-dimensional static MFCC feature parameters of the main IMF component are extracted. In order to obtain the dynamic features of the signal, the first and second-order difference coefficients of the 13-dimensional static MFCC are extracted to form a 39-dimensional feature vector. By combining dynamic and static features, the performance of fault diagnosis can be improved. In order to improve the precision of fault diagnosis, a BiLSTM layer is introduced into the CNN. The CNN extracts local features of the audio signal in the spatial dimension. The BiLSTM preserves bidirectional time series information of the audio signal in the temporal dimension. It captures long-distance dependencies of the audio signal, thereby maximizing the preservation of global and local features. The experimental results show the following points. ① Each IMF component of VMD decomposition has an independent center frequency and uniform distribution, and exhibits sparsity in the frequency domain. It can effectively avoid modal aliasing problems. In IMF solving, VMD decomposition avoids endpoint effects in empirical mode decomposition (EMD) and ensemble empirical mode decomposition (EEMD) through mirror extension. ② The fault diagnosis accuracy based on 13-dimensional static MFCC features is 97.5%. The fault diagnosis accuracy based on 39-dimensional dynamic and static MFCC features is 1.11% higher than that based on 13-dimensional static MFCC features. ③ The accuracy of the diagnostic model based on CNN-BiLSTM reaches 98.61%, which is 5.83%, 4.17%, and 3.89% higher than the current universal diagnostic models CNN, BiLSTM, and CNN-LSTM, respectively.
- fault diagnosis of mine hoist motor /
- audio signal /
- variational mode decomposition /
- Mel cepstrum coefficient /
- CNN-BiLSTM

HTML全文

图 1 WOA优化VMD参数流程

Figure 1. Flow of WOA-VMD

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图 2 MFCC特征提取流程

Figure 2. MFCC feature extraction process

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图 3 CNN−BiLSTM模型结构

Figure 3. Structure of CNN-BiLSTM Model

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图 4 采集装置

Figure 4. Acquisition device

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图 5 现场安装

Figure 5. Site installation

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图 6 滤波降噪前后音频信号波形

Figure 6. Waveform of audio signal before and after noise reduction

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图 7 VMD参数的WOA优化结果

Figure 7. WOA optimization results of VMD parameters

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图 8 VMD分解

Figure 8. VMD decomposition

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图 10 EEMD分解

Figure 10. EEMD decomposition

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图 9 EMD分解

Figure 9. EMD decomposition

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图 11 IMF相关系数值

Figure 11. Correlation coefficient of IMF

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图 12 不同模型损失函数曲线

Figure 12. Loss function curves of different models

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图 13 各模型诊断结果对比

Figure 13. Comparison of diagnostic results of each model

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图 14 测试集混淆矩阵

Figure 14. Test set confusion matrix

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表 1 各网络层参数

Table 1 Parameters of each network layer

网络层	主要参数
卷积层1	核大小：$ 5 \times 1 $，数量：32，步长：1
池化层1	核大小：$ 2 \times 1 $，步长：1
卷积层2	核大小：$ 3 \times 1 $，数量：64，步长：1
池化层2	核大小：$ 2 \times 1 $，步长：1
BiLSTM层	单元数：5
全连接层	—
Softmax层	—

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表 2 最优VMD参数

Table 2 Optimal VMD parameters

数据类型	惩罚因子	模态个数
电流故障	2 064	5
正常状态	1 968	5
机械故障	2 532	6
超载故障	2 666	7

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表 3 不同分解方式的相关系数

Table 3 Correlation coefficients of different decomposition modes

分解方式	IMF1	IMF2	IMF3	IMF4	IMF5	IMF6	IMF7	IMF8	IMF9
VMD	0.349 0	0.335 1	0.405 8	0.825 1	0.249 2	0.166 0	−	−	−
EMD	0.262 6	0.794 7	0.318 4	0.259 1	0.088 7	0.0387	−0.018 0	0.009 2	−
EEMD	0.195 4	0.686 4	0.421 3	0.201 1	0.194 2	0.214 0	0.054 2	0.032 2	0.022 5

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表 4 不同模型评价结果

Table 4 Evaluation results of different models

模型类型	准确率/%	训练时间/s
CNN	92.78	9
BiLSTM	94.44	10
CNN−LSTM	94.72	12
CNN−BiLSTM	98.61	14

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