2013
DOI: 10.1080/17415977.2013.848432
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Genetic Algorithm-based tension identification of hanger by solving inverse eigenvalue problem

Abstract: This paper proposed a new method for identification of tension force of hangers used in arch bridges. The hanger is modelled by finite element method (FEM). The relation between frequency and tension force is obtained from the eigenvalue equation of FEM model, and Genetic Algorithm method is utilized to solve the inverse eigenvalue problem. By matching the theoretical frequencies of analytical model with the measured frequency values, the proposed method is able to identify the tension force, the bending stiff… Show more

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Cited by 13 publications
(5 citation statements)
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“…The state-of-art on use of computational intelligence techniques also includes successful applications pertaining to system identification and model updating of critical bridge elements, such as cables and hangers. For instance, Xie and Li ( 2014 ) address the identification of the tension force of bridge hangers. Specifically, a FE model of the hanger is developed, whereas its parameters (tension force, bending stiffness and boundary conditions) are identified simultaneously through a GA, which looks for the best match between numerical predictions of the hanger frequencies and the corresponding experimental values.…”
Section: Computational Intelligence In Shmmentioning
confidence: 99%
See 1 more Smart Citation
“…The state-of-art on use of computational intelligence techniques also includes successful applications pertaining to system identification and model updating of critical bridge elements, such as cables and hangers. For instance, Xie and Li ( 2014 ) address the identification of the tension force of bridge hangers. Specifically, a FE model of the hanger is developed, whereas its parameters (tension force, bending stiffness and boundary conditions) are identified simultaneously through a GA, which looks for the best match between numerical predictions of the hanger frequencies and the corresponding experimental values.…”
Section: Computational Intelligence In Shmmentioning
confidence: 99%
“…Specifically, a FE model of the hanger is developed, whereas its parameters (tension force, bending stiffness and boundary conditions) are identified simultaneously through a GA, which looks for the best match between numerical predictions of the hanger frequencies and the corresponding experimental values. The approach developed by Xie and Li (2014) is applied to hangers without and with dampers, by using laboratory test data as well as experimental data from field tests conducted on one hanger of a tied-arch bridge. The PSO is employed in (Dan et al 2018) and (Xu et al 2019a) for bridge cable systems identification.…”
Section: Computational Intelligence For Identification and Model Upda...mentioning
confidence: 99%
“…Therefore, for complex boundary conditions (elastic complex rotational constraints and fixed constraints at both ends), the bending stiffness, as well as the values of elastic complex rotational stiffness and cable force, should be identified synchronously as unknown parameters. Referring to Li Xiaozhang and Xie Xu et al [19,25] for the limitation of the search space range of the boom, in this paper, the value of the cable force, bending stiffness and elastic rotational stiffness are limited as shown in Eq. ( 8).…”
Section: Explanation Of Mathematical Problems In Cable Force Identifi...mentioning
confidence: 99%
“…The Cuckoo search algorithm combines long and short-distance searches, ensuring population diversity and better traversal performance in large search spaces [11,[25][26]. Its random walk strategy prevents the algorithm from falling into local optima, to some extent overcoming the issue of multiple spurious solutions in cable force identification.…”
Section: The Proposal Of Mutual Fusion Mechanism and Algorithm Optimi...mentioning
confidence: 99%
“…Papadimitriou [11] discussed two different categories of model classified by different end plate connections and boundary conditions, using the Bayesian approach to estimate the cable force. Xie [12] used a genetic algorithm to optimize this inverse problem.…”
Section: Introductionmentioning
confidence: 99%