2019
DOI: 10.3390/app9153150
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Damage Assessment of Porcelain Insulators through Principal Component Analysis Associated with Frequency Response Signals

Abstract: More than 55% of porcelain insulators installed throughout Korea have exceeded their service life. Hence, utilities are extremely interested in determining the robustness of insulators in their systems. In this study, the identification of the peak ranges in the main natural modes by frequency response analysis, the principal component analysis (PCA) method by feature extraction in the time and frequency domains for the damage detection of porcelain insulators are investigated; among these, the PCA method, whi… Show more

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Cited by 4 publications
(3 citation statements)
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References 25 publications
(33 reference statements)
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“…In general, the PCA method selects a major variable that can be easily used to classify data, by finding a variable with a large influence across many variables and utilizing it to reduce the dimensions of the variable. PCA primarily uses numerical data [51]; categorical data are difficult to use because they do not have separate numerical values according to the variables and items. In a study that applied PCA based on the construction industry survey data, scores were set for each item and used to conduct PCA and reduce dimensions using numerical values [38].…”
Section: Visualization With Pcamentioning
confidence: 99%
“…In general, the PCA method selects a major variable that can be easily used to classify data, by finding a variable with a large influence across many variables and utilizing it to reduce the dimensions of the variable. PCA primarily uses numerical data [51]; categorical data are difficult to use because they do not have separate numerical values according to the variables and items. In a study that applied PCA based on the construction industry survey data, scores were set for each item and used to conduct PCA and reduce dimensions using numerical values [38].…”
Section: Visualization With Pcamentioning
confidence: 99%
“…PCA linearly transforms data into a new coordinate system such that when data are mapped to one axis, the axis with the largest variance is placed as the first principal component and the second largest component is placed as the second principal component. Therefore, PCA is a method of dividing the sample difference into components that best represent such difference, and the procedure is shown in Figure 6 [ 38 ]. Because it is not possible to quantify the degree to which the major frequency that theoretically occurs in the IE spectrum is shifted by type, PCA was used in this study to derive the main components for ft , ff , and a certain range of features appearing in the IE spectrum for the duct and delamination defects.…”
Section: Feature Extraction Methodsmentioning
confidence: 99%
“…PCA linearly transforms data into a new coordinate system such that when data are mapped to one axis, the axis with the largest variance is placed as the first principal component, and the second largest component is placed as the second principal component. Therefore, PCA is a method for extracting components that best represent the data distribution, and Figure 3 presents the procedure [ 65 ]. Specifically, in the first step, the feature data matrix X consists of a matrix having M × N data as a basic matrix.…”
Section: Theoretical Backgroundmentioning
confidence: 99%