Design of an Electrical Fault Diagnosis Method Incorporating Compressed Sensing and Wavelet-SVM
DOI:
https://doi.org/10.13052/dgaej2156-3306.40561Keywords:
Electrical fault diagnosis, compressed sensing, support vector machines, wavelet transform, K-nearest neighborsAbstract
The building’s electrical system is crucial, and when a defect arises, it not only necessitates power outages and maintenance, which results in financial losses, but also interferes with people’s regular output and way of life. To a certain extent, the regular operation of building electrical facilities and equipment depends heavily on the development of problem diagnosis technology in the field of building electrical. Based on this, the study suggests a fault diagnosis model for support vector machines and K closest neighbors that incorporates compressive sensing and wavelet transform. The approach improves the K-nearest neighbor algorithm while using a support vector machine as the training framework. This increases the algorithm’s operational efficiency and diagnostic accuracy while also enhancing the support vector machine’s ability to handle huge sample sizes of data. The model uses wavelet transform and compression perception for noise reduction and dimensionality reduction of the original signal. Experimental analysis of the variables influencing the wavelet transform-support vector machine algorithm’s classification accuracy led to the conclusion that 10 was the ideal k-value for the K-nearest neighbor technique. With classification accuracy of 80.2% and 81.4% for sample data amounts of 400 and 2400, respectively, it was found through comparative experiments that the wavelet transform-support vector machine algorithm outperformed the single support vector machine and the inverse propagation algorithm. This suggests that the suggested approach is more reliable and efficient at locating electrical faults in buildings because it is not impacted by variations in the sample data volume. The use of the compressed sensing and K-nearest neighbor algorithms increased the model’s accuracy to 92.5% while reducing its running time by 809.9 s when compared to the pre-improvement algorithm. This shows that the use of these algorithms improved the model’s running efficiency as well as accuracy.
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