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Parameter identification for nonlinear structural model using modal iterative error correction method
Highlights Nonlinear bilinear model parameters for each story are identified. Full-scale experimental results are used for identifications. The accuracy of the identified model is confirmed being high.
Abstract In seismic response analysis of buildings against strong earthquakes, it is very important to appropriately set the model parameters of the building. Numerous methods have been proposed to identify these parameters. However, most are based on only linear analysis; some studies using nonlinear analysis noted difficulty in practical application. In the present study, the Modal Iterative Error Correction (MIEC) method is proposed to identify the nonlinear seismic parameters of buildings. The accuracy of this technique is evaluated based on shaking table test results.
Parameter identification for nonlinear structural model using modal iterative error correction method
Highlights Nonlinear bilinear model parameters for each story are identified. Full-scale experimental results are used for identifications. The accuracy of the identified model is confirmed being high.
Abstract In seismic response analysis of buildings against strong earthquakes, it is very important to appropriately set the model parameters of the building. Numerous methods have been proposed to identify these parameters. However, most are based on only linear analysis; some studies using nonlinear analysis noted difficulty in practical application. In the present study, the Modal Iterative Error Correction (MIEC) method is proposed to identify the nonlinear seismic parameters of buildings. The accuracy of this technique is evaluated based on shaking table test results.
Parameter identification for nonlinear structural model using modal iterative error correction method
Uesaka, Takuya (Autor:in) / Nakamura, Naohiro (Autor:in) / Suzuki, Takuya (Autor:in)
Engineering Structures ; 232
24.12.2020
Aufsatz (Zeitschrift)
Elektronische Ressource
Englisch
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