Technical Papers
Mar 10, 2022

Flexural Strength and Serviceability of GFRP-Reinforced Lightweight Self-Consolidating Concrete Beams

Publication: Journal of Composites for Construction
Volume 26, Issue 3

Abstract

Considering the limited experimental work carried out on fiber-reinforced polymer (FRP) bars in lightweight concrete (LWC) beams, there is a need for more investigation to understand their flexural behavior and serviceability performance. This paper reports on an investigation based upon an experimental study that evaluated the flexural capacity and serviceability performance of lightweight self-consolidating concrete (LWSCC) beams reinforced with glass-FRP (GFRP) bars. Ten reinforced concrete (RC) beam specimens (200 wide × 300 high × 3,100 mm long) were prepared and tested under four-point bending up to failure. Eight specimens were made with LWSCC, while the other two were made with normal-weight concrete (NWC) as reference specimens. The test variables were concrete density (LWSCC and NWC), reinforcement type (sand-coated GFRP, helically grooved GFRP, or steel bars), and longitudinal GFRP reinforcement ratio. The lightweight coarse aggregate (Solite 343) was used along with the two types of fine aggregate [lightweight sand (Solite 307) and natural sand (NS)] in the LWSCC mixtures, leading to a concrete density of 1,800 kg/m3. The test results indicate that the GFRP-RC beams failed as a result of concrete crushing. The normalized moment capacity of the GFRP-reinforced LWSCC beams was approximately 0.90 times that of the counterpart GFRP-reinforced NWC beams. The predicted moment capacities of the GFRP beams were estimated based on the strain-compatibility approach in the design standards, which showed good agreement between the predicted and experimental results. Moreover, the recorded deflections and crack widths of the GFRP-reinforced LWSCC beams are presented and compared to those predicted with the FRP design provisions and the literature. The comparisons reveal that the deflections and crack widths of the GFRP-reinforced LWSCC beams can be estimated with the FRP design provisions with a variable degree of conservativeness.

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Acknowledgments

The research presented herein was funded by the Natural Sciences and Engineering Research Council of Canada (NSERC-Industry Research Chair program), the Natural Sciences and Engineering Research Council of Canada (NSERC), and the Fonds de recherche du Québec en nature et technologies (FRQNT). GFRP material donation by Pultrall and Fiberline Composites to support this investigation is greatly appreciated. The authors express their special thanks to Northeast Solite Corporation for its generosity. Its donation of the Solite aggregate was instrumental in the success of this research project. Special thanks go to Jerome Lacroix and Steven MacEachern, technicians in the Department of Civil Engineering at the University of Sherbrooke, for their help during the casting and testing of the RC beams.

Notation

The following symbols are used in this paper:
Af
area of tension FRP bars (mm2);
Af
area of compressive FRP bars (mm2);
a
depth of the equivalent rectangular stress block (mm);
as
shear span (mm);
b
beam width (mm);
c
distance from the extreme compression fiber to the neutral axis (mm);
cc
clear concrete cover (mm);
d
distance from the compression face of the concrete to the center of the tension FRP bars (mm);
dc
distance from the center of the tension bars to the tension face of the concrete (mm);
d
distance from the compression face of the concrete to the center of the compressive FRP bars (mm);
Ec
modulus of elasticity of concrete (MPa);
Ec-exp
experimental modulus of elasticity of concrete (MPa);
Ef
modulus of elasticity of tension FRP bars (MPa);
Ef
modulus of elasticity of compressive FRP bars (MPa);
Es
modulus of elasticity of steel bars (MPa);
εf
strain in compressive FRP bars;
fc
specified compressive strength of concrete (MPa);
ff
stress in tension FRP bars (MPa);
ff
stress in compressive FRP bars (MPa);
ffs
stress level induced in FRP bars at service loads (MPa);
ffu
ultimate strength of tension FRP bars (MPa);
h1
distance from the neutral axis to the center of bar location closest to it (mm);
h2
distance from the neutral axis to the center of the tension bars (mm);
Icr
cracking moment of inertia (mm4);
Ie
effective moment of inertia (mm4);
Ie-exp
experimental value of the effective moment of inertia (mm4);
Ig
gross moment of inertia (mm4);
It
moment of inertia of uncracked section transformed to concrete (mm4);
J
deformability factor (called overall performance factor for CSA S6-19, CSA 2019a);
kb
bond-dependent coefficient;
L
clear span (mm);
Lg
distance from support to point where Ma is Mcr (mm);
Ma
maximum moment in member at stage deflection (kN · m);
Mc
moment at a concrete strain of 0.001 (kN · m);
Mcr
cracking moment (kN · m);
Mcr-exp
experimental cracking moment (kN · m);
Mcr-pred
predicted cracking moment from equations (kN · m);
Mn
nominal moment capacity (kN · m);
Mn-exp
experimental moment capacity (kN · m);
Mn-pred
predicted moment capacity from equations (kN · m);
Mult
ultimate moment capacity (kN · m);
P
applied concentrated load (kN);
Pexp+self
recorded applied load plus the magnitude of the equivalent load due to the self-weight of the tested beam (kN);
ρf
reinforcement ratio of compressive FRP bars;
smax
maximum allowable bar spacing for flexural-crack control (mm);
t
height of a beam (mm);
wcr
maximum permissible crack width (mm);
wcr-exp
measured crack width (mm);
wcr-pred
predicted crack width from equations (mm);
yt
distance from the centroidal axis of the cross section (including the reinforcement) to the extreme fiber in tension;
α
reduction factor;
αb
bond-dependent coefficient equal to 0.5;
α1
ratio of average stress in rectangular compression block to the specified concrete strength;
β
reduction factor;
βd
reduction factor;
β1
ratio of the depth of rectangular compression block to the depth of the neutral axis;
ϕc
resistance factor for concrete;
ϕf
resistance factor for FRP;
γ
reduction factor;
γc
concrete density (kg/m3);
ɛcu
ultimate strain in concrete;
ɛf
strain in tension FRP bars;
ɛFu
ultimate strain of FRP bars;
λ
concrete density reduction factor;
ρf
longitudinal reinforcement ratio of tension FRP bars;
ρfb
balanced reinforcement ratio of FRP bars;
ρs
longitudinal reinforcement ratio of steel bars;
δ
deflection (mm);
δexp
immediate midspan deflection (included deflection from self-weight of beam) (mm);
δpred
predicted deflection from equations (mm);
ψc
curvature at a concrete strain of 0.001; and
ψult
ultimate curvature.

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Go to Journal of Composites for Construction
Journal of Composites for Construction
Volume 26Issue 3June 2022

History

Received: Jun 26, 2021
Accepted: Jan 5, 2022
Published online: Mar 10, 2022
Published in print: Jun 1, 2022
Discussion open until: Aug 10, 2022

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Authors

Affiliations

Shehab Mehany [email protected]
Ph.D. Candidate, Dept. of Civil and Building Engineering, Univ. of Sherbrooke, Sherbrooke, QC, Canada J1K 2R1. E-mail: [email protected]
Hamdy M. Mohamed [email protected]
Lecturer and Research Associate, Dept. of Civil and Building Engineering, Univ. of Sherbrooke, Sherbrooke, QC, Canada J1K 2R1. E-mail: [email protected]
Brahim Benmokrane [email protected]
Professor of Civil Engineering and Tier-1 Canada Research Chair Professor in Advanced Composite Materials for Civil Structures and Senior Industrial Research Chair Professor in Innovative FRP Reinforcement for Sustainable Concrete Structures, Dept. of Civil and Building Engineering, Univ. of Sherbrooke, Sherbrooke, QC, Canada J1K 2R1 (corresponding author). E-mail: [email protected]

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  • Shear Strength of Lightweight Self-consolidating Concrete Beams Reinforced with BFRP Bars, 8th International Conference on Advanced Composite Materials in Bridges and Structures, 10.1007/978-3-031-09632-7_36, (307-314), (2022).

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