Abstract

The use of fibers as mass reinforcement to delay cracking and to improve the strength and the post-cracking performance of reinforced concrete (RC) beams has been well documented. However, issues of common engineering practice about the beneficial effect of steel fibers to the seismic resistance of RC structural members in active earthquake zones have not yet been fully clarified. This study presents an experimental and a numerical approach to the aforementioned question. The hysteretic response of slender and deep steel fiber-reinforced concrete (SFRC) beams reinforced with steel reinforcement is investigated through tests of eleven beams subjected to reversal cyclic loading and numerical analysis using 3D finite element (FE) modeling. The experimental program includes flexural and shear-critical SFRC beams with different ratios of steel reinforcing bars (0.55% and 1.0%), closed stirrups (from 0 to 0.5%), and fibers with content from 0.5 to 3% per volume. The developed nonlinear FE numerical simulation considers well-established relationships for the compression and tensional behavior of SFRC that are based on test results. Specifically, a smeared crack model is proposed for the post-cracking behavior of SFRC under tension, which employs the fracture characteristics of the composite material using stress versus crack width curves with tension softening. Axial tension tests of prismatic SFRC specimens are also included in this study to support the experimental project and to verify the proposed model. Comparing the numerical results with the experimental ones it is revealed that the proposed model is efficient and accurately captures the crucial aspects of the response, such as the SFRC tension softening effect, the load versus deformation cyclic envelope and the influence of the fibers on the overall hysteretic performance. The findings of this study also reveal that SFRC beams showed enhanced cyclic behavior in terms of residual stiffness, load-bearing capacity, deformation, energy dissipation ability and cracking performance, maintaining their integrity through the imposed reversal cyclic tests.

Highlights

  • Short discrete fibers are used as mass reinforcement in concrete structural members to enhance tensile characteristics and to control crack width by the crack-bridging phenomenon observed at a local crack

  • Is much higher and equal to 15.2%, 16.5%, 13.2% and 12.3%, respectively. These average values of mean absolute error (MAE) clearly indicate that the developed finite element (FE) analysis that takes into account the proposed model with tension softening for the tensional behavior of steel fiber-reinforced concrete (SFRC) and residual stiffness effect yields to accurate predictions of the hysteretic response of concrete members reinforced with conventional reinforcement and steel fibers

  • A potential replacement of stirrups with0.8 steel fibers could be achieved under certain3.47 circumstances. These specific conditions depend on the ability of an SFRC beam with longitudinal bars to satisfy

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Summary

Introduction

Short discrete fibers are used as mass reinforcement in concrete structural members to enhance tensile characteristics and to control crack width by the crack-bridging phenomenon observed at a local crack. As strain increases and cracks coalesce, adequate residual tensile stresses are still developed since SFRC utilizes the fiber crack bridging effect, the tension stiffening attributed to steel reinforcement bond with concrete and the fracture mechanics of SFRC. This way, the added steel fibers enhance the residual stiffness, provide crack control and enables the usage of higher strength steel reinforcement while retaining the control of crack widths based on the type and amount of steel fibers added [45,46] These effects have become vital in determining cracking processes at service loads and in developing accurate constitutive models of cracked SFRC, which can be used in an analysis to predict member behavior [47,48]. The effect of steel fibers on the overall performance and cracking behavior is presented and discussed

Experimental Investigation
Characteristics of the Beam Specimens
Test Rig and Loading Histories
Properties of the SFRC
Prismatic
SFRC under Reversal Compression
SFRC under Reversal Tension
Modeling
Element Types
Boundary
Verification
Comparisons
Analysis of the Hysteric Behavior and Accuracy of the Proposed Model
Simplification of the hysteretic Loop
Degradation and Stiffness
Accuracy of the Model
Effect of Steel Fibers on the Hysteretic Response
Conclusions
Full Text
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