Development of Tensile Stress-Strain Relationship for High-Strength Steel Fiber Reinforced Concrete
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Development of Tensile Stress-Strain Relationship for High-Strength Steel Fiber Reinforced Concrete

Authors: H. A. Alguhi, W. A. Elsaigh

Abstract:

This paper provides a tensile stress-strain (σ-ε) relationship for High-Strength Steel Fiber Reinforced Concrete (HSFRC). Load-deflection (P-δ) behavior of HSFRC beams tested under four-point flexural load were used with inverse analysis to calculate the tensile σ-ε relationship for various tested concrete grades (70 and 90MPa) containing 60 kg/m3 (0.76 %) of hook-end steel fibers. A first estimate of the tensile (σ-ε) relationship is obtained using RILEM TC 162-TDF and other methods available in literature, frequently used for determining tensile σ-ε relationship of Normal-Strength Concrete (NSC) Non-Linear Finite Element Analysis (NLFEA) package ABAQUS® is used to model the beam’s P-δ behavior. The results have shown that an element-size dependent tensile σ-ε relationship for HSFRC can be successfully generated and adopted for further analyses involving HSFRC structures.

Keywords: Tensile stress-strain, flexural response, high strength concrete, steel fibers, non-linear finite element analysis.

Digital Object Identifier (DOI): doi.org/10.5281/zenodo.1111807

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References:


[1] Aldossari kMA. Behavior of High Strength Steel Fibers Reinforced Concrete Ground Slabs. Kingdom of Saudi Arabia: King Saud University, 2014.
[2] Vandewalle L, Nemegeer D, Balazs L, Barr B, Barros J, Bartos P, et al. RILEM TC162-TDF: Test and Design Methods for Steel Fibre Reinforced Concrete: sigma-epsilon design method (final recommendation). Materials and Structures. 2003;36(262):560-7.
[3] Barros JAO, Cunha VMCF, Ribeiro AF, Antunes JAB. Post-cracking behaviour of steel fibre reinforced concrete. Materials and Structures. 2005;38(1):47-56.
[4] Kohoutkova, A., V. Kristek, and I. Broukalova, “Material model of FRC-inverse analysis” in Proc. 6th International RILEM Symposium, Italy, 2004, pp. 857–864.
[5] Elsaigh W, Robberts J, Kearsley E, di Prisco M, Felicetti R, Plizzari G, “Modeling non-linear behavior of steel fibre reinforced concrete” in Proc. 6th International RILEM Symposium, Italy, 2004, pp. 837-846.
[6] Tlemat H, Pilakoutas K, Neocleous K. Modelling of SFRC using inverse finite element analysis. Materials and Structures. 2006;39(2):221-33.
[7] Labib WA. An experimental study and finite analysis of punching shear failure in steel fibre-reinforced concrete ground-suspended floor slabs: Liverpool John Moores University, 2008.
[8] Hemmy O. Recommendations for finite element analysis of FRC–report of subtask 3.5. Brite-Euram project BRPR-CT98-0813: Test and Design Methods for Steel Fibre Reinforced Concrete, Project funded by the European Community under the Industrial and Materials Technologies Programme (Brite-Euram II). 2002.
[9] Blazejowski M. Flexural Behaviour of Steel Fibre Reinforced Concrete Tunnel Linings. 2012.
[10] Simulia D. ABAQUS 6.11 analysis user's manual. Abaqus. 2011;6:22.2.
[11] Kmiecik P, KamiŃSki M. Modelling of reinforced concrete structures and composite structures with concrete strength degradation taken into consideration. Archives of Civil and Mechanical Engineering. 2011;11(3):623-36.
[12] Jankowiak T, Lodygowski T. Identification of parameters of concrete damage plasticity constitutive model. 2013.
[13] Anderson TL, Anderson T. Fracture mechanics: fundamentals and applications: CRC press, 2005.