A new discrete method to model unidirectional FRP-to-parent material bonded joints subjected to mechanical loads
- Citation:
- A new discrete method to model unidirectional FRP-to-parent material bonded joints subjected to mechanical loads, Biscaia, Hugo C., Chastre Carlos, and Viegas André , Composite Structures, 3//, Volume 121, p.280-295, (2015) copy at https://docentes.fct.unl.pt/cmcr/publications/new-discrete-method-model-unidirectional-frp-parent-material-bonded-joints-subject
Abstract:
Nowadays fiber reinforced polymer (FRP) composites play an important role in the strengthening of structures. Different methods can be used to apply these materials: the externally bonded reinforcement (EBR), and the near surface mounted (NSM) using strips and NSM rods. There are only a few studies comparing these methods or presenting an efficient model to simulate these strengthening techniques. This study looks mainly at the analysis of the interface between FRP-to-parent material bonded joints. The paper examines, through a new discrete model based on axial and shear springs, the performance of FRP-to-parent material bonded joints for EBR or NSM techniques using strips or composite rods. In order to implement the model a routine in MATLAB was developed and several bond–slip curves were assumed. The results revealed that load–slip curves or bond stresses, strains or slippages along the bonded length obtained from several bond–slip curves are similar to the analytical and other numerical solutions found in literature. In what concerns the adhesion between two different materials, and assuming the same bond characteristics for the three fiber strengthening techniques, the NSM system using FRP strips had the highest maximum load transmitted to the FRP strip combined with the lowest effective bond length. The results obtained from the proposed model were also very accurate with that obtained from an analytical solution found in literature that simulates the debonding phenomenon of FRP-to-concrete interfaces between to adjacent cracks.
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