Flexural behavior prediction of CFRP-strengthened circular CFST members via finite element method and artificial neural networks

Finite element (FE) models and artificial neural network (ANN) models are integrated to predict the flexural behavior of CFRP-strengthened circular concrete-filled steel tubular (CFRP-C-CFST) members. The FE models of flexural members are established based on the cohesive zone model (CZM) calibrated through CFRP-steel double lap shear (DLS) tests. These models successfully capture critical failure mechanisms, including CFRP debonding and fracture. The moment-deflection curves and longitudinal strain distributions of CFRP obtained from the FE models are compared with experimental results to validate their accuracy. Through systematic parametric analysis employing the validated FE model, 12 parameters governing member performance are quantitatively evaluated. These parameters encompass interfacial bonding properties, constituent material characteristics, and geometric configurations. Sensitivity analysis identifies nine dominant parameters, from which a comprehensive database of 1017 FE models is generated. Two multi-layered feed-forward back propagation network trained with the Bayesian Regularization (BR) algorithm are developed to predict the debonding strain and flexural capacity of CFRP-C-CFST flexural members, with corresponding closed-form analytical equations proposed. The prediction errors of the equations are within 13 % compared to experimental results. The MATLAB implementation code generated during this study are available in Mendeley Data at DOI: 10.17632/nr3ytkkp8k.1.

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Publication Details

Journal
Structures
Published
2025-08-31
DOI
https://doi.org/10.1016/j.istruc.2025.110089
Citations
1
Primary Topic
Structural Behavior of Reinforced Concrete
Type
article
Field-Weighted Citation Impact
1.01
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article

Flexural behavior prediction of CFRP-strengthened circular CFST members via finite element method and artificial neural networks

Zhenyu Wang, Jialing Ou, Yongbo Shao
1 citations
Structures
Structural Behavior of Reinforced Concrete
1.01
article

Flexural behavior prediction of CFRP-strengthened circular CFST members via finite element method and artificial neural networks

Zhenyu Wang, Jialing Ou, Yongbo Shao
article en
1 citations

Abstract

Finite element (FE) models and artificial neural network (ANN) models are integrated to predict the flexural behavior of CFRP-strengthened circular concrete-filled steel tubular (CFRP-C-CFST) members. The FE models of flexural members are established based on the cohesive zone model (CZM) calibrated through CFRP-steel double lap shear (DLS) tests. These models successfully capture critical failure mechanisms, including CFRP debonding and fracture. The moment-deflection curves and longitudinal strain distributions of CFRP obtained from the FE models are compared with experimental results to validate their accuracy. Through systematic parametric analysis employing the validated FE model, 12 parameters governing member performance are quantitatively evaluated. These parameters encompass interfacial bonding properties, constituent material characteristics, and geometric configurations. Sensitivity analysis identifies nine dominant parameters, from which a comprehensive database of 1017 FE models is generated. Two multi-layered feed-forward back propagation network trained with the Bayesian Regularization (BR) algorithm are developed to predict the debonding strain and flexural capacity of CFRP-C-CFST flexural members, with corresponding closed-form analytical equations proposed. The prediction errors of the equations are within 13 % compared to experimental results. The MATLAB implementation code generated during this study are available in Mendeley Data at DOI: 10.17632/nr3ytkkp8k.1.

StructuresVol. 80
Xihua University (CN), Yantai University (CN)
Openalex Percentile: Top 21%
Structural Behavior of Reinforced Concrete
1.01
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Flexural behavior prediction of CFRP-strengthened circular CFST members via finite element method and artificial neural networks — Zhenyu Wang, Jialing Ou, et al. · Structures (2025) | TGRS Research Map | TGRS