Abstract

The traditional health indicator (HI) construction method of electric equipment devices in microgrid networks, such as bearings that require different time-frequency domain indicators, needs several models to combine. Therefore, it is necessary to manually select appropriate and sensitive models, such as time-frequency domain indicators and multimodel fusion, to build HIs in multiple steps, which is more complicated because sensitivity characteristics and suitable models are more representatives of bearing degradation trends. In this paper, we use the stacked denoising autoencoder (SDAE) model in deep learning to construct HI directly from the microgrid power equipment of raw signals in bearings. With this model, the HI can be constructed without multiple model combinations or the need for manual experience in selecting the sensitive indicators. The SDAE can extract the representative degradation information adaptively from the original data through several nonlinear hidden layers automatically and approximate complicated nonlinear functions with a small reconstruction error. After the SDAE extracts the preliminary HI, a model is needed to divide the wear state of the HI constructed by the SDAE. A cluster model is commonly used for this, and unlike most clustering methods such as k-means, k-medoids, and fuzzy c-means (FCM), in which the clustering center point must be preset, cluster by fast search (CFS) can automatically find available cluster center points automatically according to the distance and local density between each point and its clustering center point. Thus, the selected cluster center points are used to divide the wear state of the bearing. The root mean square (RMS), kurtosis, Shannon entropy (SHE), approximate entropy (AE), permutation entropy (PE), and principal component analysis (PCA) are also used to construct the HI. Finally, the results show that the performance of the method (SDAE-CFS) presented is superior to other combination HI models, such as EEMD-SVD-FCM/k-means/k-medoids, stacked autoencoder-CFS (SAE-CFS), RMS, kurtosis, SHE, AE, PE, and PCA.

Highlights

  • Academic Editor: Atila Bueno e traditional health indicator (HI) construction method of electric equipment devices in microgrid networks, such as bearings that require different time-frequency domain indicators, needs several models to combine. erefore, it is necessary to manually select appropriate and sensitive models, such as time-frequency domain indicators and multimodel fusion, to build HIs in multiple steps, which is more complicated because sensitivity characteristics and suitable models are more representatives of bearing degradation trends

  • A cluster model is commonly used for this, and unlike most clustering methods such as k-means, k-medoids, and fuzzy c-means (FCM), in which the clustering center point must be preset, cluster by fast search (CFS) can automatically find available cluster center points automatically according to the distance and local density between each point and its clustering center point. us, the selected cluster center points are used to divide the wear state of the bearing. e root mean square (RMS), kurtosis, Shannon entropy (SHE), approximate entropy (AE), permutation entropy (PE), and principal component analysis (PCA) are used to construct the HI

  • The results show that the performance of the method (SDAE-CFS) presented is superior to other combination HI models, such as ensemble empirical mode decomposition (EEMD)-singular value decomposition (SVD)-FCM/kmeans/k-medoids, stacked autoencoder-CFS (SAE-CFS), RMS, kurtosis, SHE, AE, PE, and PCA

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Summary

Basic Theories of the SDAE and CFS

E denoising autoencoder (DAE) [37] solves this problem by destroying the noisecontaining data into zero according to the denoising probability P and reconstructing the destroyed input X1 into output Z by using the encoder and decoder in AE. E following calculation steps are the same as for AE when an encoder and a decoder are used to reconstruct the output Z into the original input data X. (3) Degradation trend dimension reduction: for data visualization, the number of neural nodes at the last hidden layer in the SAE and SDAE is set directly to 2. (a) Bearing degradation severity assessment: the twodimensional degradation features extracted using the SAE and SDAE are selected as the input of CFS to find the available cluster center point.

PDA Building and Comparison Analysis
4.72 X: 391
Findings
A Cluster center
Full Text
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