2005
DOI: 10.3130/aijs.70.89
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Substructure on-Line Test Technique Using Real-Time Hysteresis Modeling With Neural Network

Abstract: In general, hysteresis models that are applied to

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Cited by 6 publications
(2 citation statements)
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“…In model updating, it is required that the numerical substructure has similar dynamic properties to the physical substructure, and the accuracy of the numerical substructure model is improved by loading the physical substructure and recording its dynamic properties to modify the numerical substructure model. In 2005, Yang and Nakano 45 proposed a model‐updating algorithm for RTHS based on the nonlinear hysteresis property of the neural network prediction structure, which was the first application of model updating to RTHS. However, the existence of bias in the method for predicting structural properties using neural networks cannot be avoided.…”
Section: Strategies Of Numerical Simulation In Rthsmentioning
confidence: 99%
“…In model updating, it is required that the numerical substructure has similar dynamic properties to the physical substructure, and the accuracy of the numerical substructure model is improved by loading the physical substructure and recording its dynamic properties to modify the numerical substructure model. In 2005, Yang and Nakano 45 proposed a model‐updating algorithm for RTHS based on the nonlinear hysteresis property of the neural network prediction structure, which was the first application of model updating to RTHS. However, the existence of bias in the method for predicting structural properties using neural networks cannot be avoided.…”
Section: Strategies Of Numerical Simulation In Rthsmentioning
confidence: 99%
“…The first attempt of this technique was made by Yang et al [13], who employed a neural network for the numerical substructure and trained or, in other words, updated, the network based on online experimental data. In the modeling of civil engineering structures, constitutive models that can be analytically expressed appear more popular than black-box models such as neural networks.…”
Section: Introductionmentioning
confidence: 99%