2001
DOI: 10.1061/(asce)1084-0702(2001)6:4(285)
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Finite-Element Model Updating for the Kap Shui Mun Cable-Stayed Bridge

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Cited by 127 publications
(71 citation statements)
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“…A similar result was obtained by Brownjohn and Xia [9] for a curved road bridge spanning 100 m. Maximum frequency difference for a 90 m long road bridge of 6.2% was obtained by Jaishi and Ren [30]. On the other hand, the automatic Živanović, S., Pavić, A. and Reynolds, P. [29] conducted updating which targeted as many as 17 measured natural frequencies, which put lot of constraints to the optimisation procedure, whilst in the case of the footbridge where the maximum frequency error was 1.1% the updating was done according to natural frequencies and mode shapes for three measured modes only [8].…”
Section: Applications In Civil Structural Engineeringsupporting
confidence: 76%
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“…A similar result was obtained by Brownjohn and Xia [9] for a curved road bridge spanning 100 m. Maximum frequency difference for a 90 m long road bridge of 6.2% was obtained by Jaishi and Ren [30]. On the other hand, the automatic Živanović, S., Pavić, A. and Reynolds, P. [29] conducted updating which targeted as many as 17 measured natural frequencies, which put lot of constraints to the optimisation procedure, whilst in the case of the footbridge where the maximum frequency error was 1.1% the updating was done according to natural frequencies and mode shapes for three measured modes only [8].…”
Section: Applications In Civil Structural Engineeringsupporting
confidence: 76%
“…The logical step forward was then to try the automatic updating procedure by using specialist software developed for this purpose. The procedure was successfully implemented on different types of structure, such as a 48-storey building [28], a high rise tower [12], road and/or rail bridges [9,29,30] and two footbridges [8]. Also, model updating has been attempted as a tool for damage identification [6,31,32].…”
Section: Applications In Civil Structural Engineeringmentioning
confidence: 99%
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“…Based on whether the characteristic variable required for state identification depends on a structural model, the methods can also be classified into model-dependent methods and model-independent methods. In terms of identification strategy, the further classification of non-inversion-based, inversion-based and mixed-type identification methods can be adopted [1,2]. The inversion-based state identification method, mainly based on the model updating theory, is currently used.…”
Section: Introductionmentioning
confidence: 99%
“…The literature presents some researches regarding virtual models calibration applied to railway vehicles (RIBEIRO et al, 2013) and also to structural components, such as bridges (ZHANG, CHANG and CHANG, 2001;SIPPLE and SANAYEI, 2014;WANG, LI and LI, 2010). These works present study cases of how vibration measurements can be used as feedback loops in CAE analysis, similar to what is proposed by Abrahamsson and Kammer (2015) using frequency responses.…”
Section: -Introductionmentioning
confidence: 99%