Fracture mechanics-based model for the flexural behavior of steel fiber-reinforced concrete with longitudinal reinforcement

This study introduces an analytical model to evaluate the flexural strength of concrete sections with longitudinal reinforcement and steel fibers based on Fracture Mechanics principles.It combines the compressive behavior model from Eurocode 2 with the tensile softening model from Model Code 2010 to accurately simulate the compressive and tensile responses of concrete.The model adopts a parabolic-linear stress-strain relationship for compression and a linear softening law for tension under the flat crack hypothesis.By ensuring compatibility between crack openings and reinforcement elongation, it facilitates precise analyses of stress distribution and fracture depth.The results highlight significant size effects governed by the brittleness number, which accounts for element size, tensile softening, and residual flexural strength.This model provides a practical and reliable tool for predicting the flexural behavior of concrete configurations with low longitudinal reinforcement ratios.

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Publication Details

Published
2025-04-14
DOI
https://doi.org/10.21012/fc12.1158
Primary Topic
Structural Behavior of Reinforced Concrete
Type
article
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article

Fracture mechanics-based model for the flexural behavior of steel fiber-reinforced concrete with longitudinal reinforcement

Jacinto Ruiz Carmona, Ángel De La Rosa Velasco, Gonzalo Ruiz López
Structural Behavior of Reinforced Concrete
article

Fracture mechanics-based model for the flexural behavior of steel fiber-reinforced concrete with longitudinal reinforcement

Jacinto Ruiz Carmona, Ángel De La Rosa Velasco, Gonzalo Ruiz López
article en

Abstract

This study introduces an analytical model to evaluate the flexural strength of concrete sections with longitudinal reinforcement and steel fibers based on Fracture Mechanics principles.It combines the compressive behavior model from Eurocode 2 with the tensile softening model from Model Code 2010 to accurately simulate the compressive and tensile responses of concrete.The model adopts a parabolic-linear stress-strain relationship for compression and a linear softening law for tension under the flat crack hypothesis.By ensuring compatibility between crack openings and reinforcement elongation, it facilitates precise analyses of stress distribution and fracture depth.The results highlight significant size effects governed by the brittleness number, which accounts for element size, tensile softening, and residual flexural strength.This model provides a practical and reliable tool for predicting the flexural behavior of concrete configurations with low longitudinal reinforcement ratios.

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Structural Behavior of Reinforced Concrete
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