Damage detection and identification of parameter matrices using residual force vector
Beginning with incomplete mode shape measurement data, this study presents analytical equations to predict the actual stiffness and mass matrices. The measured modal data, including the measurement, manufacturing and modeling errors, should be updated for subsequent analysis. In this study, the inc...
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doaj-0a64236070814734b053ebebbe0d15862020-11-24T21:41:35ZengJVE InternationalJournal of Measurements in Engineering2335-21242424-46352014-03-01211710033Damage detection and identification of parameter matrices using residual force vectorHee-Chang Eun0Su-Yong Park1Kangwon National University, Department of Architectural Engineering, Chuncheon, KoreaKangwon National University, Department of Architectural Engineering, Chuncheon, KoreaBeginning with incomplete mode shape measurement data, this study presents analytical equations to predict the actual stiffness and mass matrices. The measured modal data, including the measurement, manufacturing and modeling errors, should be updated for subsequent analysis. In this study, the incomplete mode shape data are expanded to a full set of degrees-of-freedom (DOFs) based on the generalized inverse method and the concept of residual force vector. The corrected parameter matrices are straightforwardly derived using the estimated mode shape data and the pseudo inverse method. The validity of the proposed method is evaluated based on the number of measured modes in an application, and its limitations are investigated.https://www.jvejournals.com/article/10033residual force vectoreigenvalue functionupdateconstraintmeasurementdata expansion |
collection |
DOAJ |
language |
English |
format |
Article |
sources |
DOAJ |
author |
Hee-Chang Eun Su-Yong Park |
spellingShingle |
Hee-Chang Eun Su-Yong Park Damage detection and identification of parameter matrices using residual force vector Journal of Measurements in Engineering residual force vector eigenvalue function update constraint measurement data expansion |
author_facet |
Hee-Chang Eun Su-Yong Park |
author_sort |
Hee-Chang Eun |
title |
Damage detection and identification of parameter matrices using residual force vector |
title_short |
Damage detection and identification of parameter matrices using residual force vector |
title_full |
Damage detection and identification of parameter matrices using residual force vector |
title_fullStr |
Damage detection and identification of parameter matrices using residual force vector |
title_full_unstemmed |
Damage detection and identification of parameter matrices using residual force vector |
title_sort |
damage detection and identification of parameter matrices using residual force vector |
publisher |
JVE International |
series |
Journal of Measurements in Engineering |
issn |
2335-2124 2424-4635 |
publishDate |
2014-03-01 |
description |
Beginning with incomplete mode shape measurement data, this study presents analytical equations to predict the actual stiffness and mass matrices. The measured modal data, including the measurement, manufacturing and modeling errors, should be updated for subsequent analysis. In this study, the incomplete mode shape data are expanded to a full set of degrees-of-freedom (DOFs) based on the generalized inverse method and the concept of residual force vector. The corrected parameter matrices are straightforwardly derived using the estimated mode shape data and the pseudo inverse method. The validity of the proposed method is evaluated based on the number of measured modes in an application, and its limitations are investigated. |
topic |
residual force vector eigenvalue function update constraint measurement data expansion |
url |
https://www.jvejournals.com/article/10033 |
work_keys_str_mv |
AT heechangeun damagedetectionandidentificationofparametermatricesusingresidualforcevector AT suyongpark damagedetectionandidentificationofparametermatricesusingresidualforcevector |
_version_ |
1725921364948287488 |