THE APPLICATION OF HILBERT-HUANG TRANSFORM MARGINAL SPECTRUM-MAHALANOBIS DISTANCE ON THE ANALYSIS OF TRACK IRREGULARITY

Extracting the information of frequency-amplitude of the track irregularity through the Hilbert-Huang Transform( HHT) spectrum,the clustering analysis is carried on the track irregularity HHT spectrum for the railways of same operating condition,then we can get the track irregularity marginal spectr...

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Main Authors: DU ZhengJun, XU Lei, HUANG Yan
Format: Article
Language:zho
Published: Editorial Office of Journal of Mechanical Strength 2017-01-01
Series:Jixie qiangdu
Subjects:
Online Access:http://www.jxqd.net.cn/thesisDetails#10.16579/j.issn.1001.9669.2017.06.004
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author DU ZhengJun
XU Lei
HUANG Yan
author_facet DU ZhengJun
XU Lei
HUANG Yan
author_sort DU ZhengJun
collection DOAJ
description Extracting the information of frequency-amplitude of the track irregularity through the Hilbert-Huang Transform( HHT) spectrum,the clustering analysis is carried on the track irregularity HHT spectrum for the railways of same operating condition,then we can get the track irregularity marginal spectrum standard( character) matrixes that are proper for describing different operation speed and the dynamic indexes,which will affect the security and comfort operation of the railway,based on these,the model of track irregularity HHT marginal spectrum-mahalanobis distance is built for the differentiate of running speed for the railway line and macroscopic predicting of the rail sections that would serious affect the railroad’s security and comfort operation.
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spelling doaj.art-4dc447ee6327466ea6821b1b514645fe2023-08-01T07:45:42ZzhoEditorial Office of Journal of Mechanical StrengthJixie qiangdu1001-96692017-01-01391275128130600067THE APPLICATION OF HILBERT-HUANG TRANSFORM MARGINAL SPECTRUM-MAHALANOBIS DISTANCE ON THE ANALYSIS OF TRACK IRREGULARITYDU ZhengJunXU LeiHUANG YanExtracting the information of frequency-amplitude of the track irregularity through the Hilbert-Huang Transform( HHT) spectrum,the clustering analysis is carried on the track irregularity HHT spectrum for the railways of same operating condition,then we can get the track irregularity marginal spectrum standard( character) matrixes that are proper for describing different operation speed and the dynamic indexes,which will affect the security and comfort operation of the railway,based on these,the model of track irregularity HHT marginal spectrum-mahalanobis distance is built for the differentiate of running speed for the railway line and macroscopic predicting of the rail sections that would serious affect the railroad’s security and comfort operation.http://www.jxqd.net.cn/thesisDetails#10.16579/j.issn.1001.9669.2017.06.004Track irregularity;Hilbert-huang marginal spectrum;Mahalanobis distance;The standard(character) matices;Frequency-amplitude structure
spellingShingle DU ZhengJun
XU Lei
HUANG Yan
THE APPLICATION OF HILBERT-HUANG TRANSFORM MARGINAL SPECTRUM-MAHALANOBIS DISTANCE ON THE ANALYSIS OF TRACK IRREGULARITY
Jixie qiangdu
Track irregularity;Hilbert-huang marginal spectrum;Mahalanobis distance;The standard(character) matices;Frequency-amplitude structure
title THE APPLICATION OF HILBERT-HUANG TRANSFORM MARGINAL SPECTRUM-MAHALANOBIS DISTANCE ON THE ANALYSIS OF TRACK IRREGULARITY
title_full THE APPLICATION OF HILBERT-HUANG TRANSFORM MARGINAL SPECTRUM-MAHALANOBIS DISTANCE ON THE ANALYSIS OF TRACK IRREGULARITY
title_fullStr THE APPLICATION OF HILBERT-HUANG TRANSFORM MARGINAL SPECTRUM-MAHALANOBIS DISTANCE ON THE ANALYSIS OF TRACK IRREGULARITY
title_full_unstemmed THE APPLICATION OF HILBERT-HUANG TRANSFORM MARGINAL SPECTRUM-MAHALANOBIS DISTANCE ON THE ANALYSIS OF TRACK IRREGULARITY
title_short THE APPLICATION OF HILBERT-HUANG TRANSFORM MARGINAL SPECTRUM-MAHALANOBIS DISTANCE ON THE ANALYSIS OF TRACK IRREGULARITY
title_sort application of hilbert huang transform marginal spectrum mahalanobis distance on the analysis of track irregularity
topic Track irregularity;Hilbert-huang marginal spectrum;Mahalanobis distance;The standard(character) matices;Frequency-amplitude structure
url http://www.jxqd.net.cn/thesisDetails#10.16579/j.issn.1001.9669.2017.06.004
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