Technical Papers
Nov 7, 2022

Effect of Transverse Reinforcement Ratios and Configurations on the Behavior of Hollow Circular Concrete Columns Reinforced with GFRP under Concentric Loading

Publication: Journal of Composites for Construction
Volume 27, Issue 1

Abstract

Hollow concrete columns (HCCs) are an effective structural system for piles, electric poles, and bridge piers due to their low self-weight in conjunction with the high strength offered and reduced material use. This study investigated the behavior of concentrically loaded circular HCCs reinforced with glass fiber–reinforced polymer (GFRP) bars and spirals. Eleven hollow circular columns with outer/inner diameters of 305 and 113 mm and two solid specimens as controls were fabricated. All had a height of 1,500 mm. The investigated parameters included transverse GFRP reinforcement ratio in terms of the on-center spiral spacing and spiral diameter, configuration (spiral and hoops), and the influence of hollowness. The theoretical ultimate load-carrying capacity and the confined concrete strength of the tested hollow GFRP-reinforced concrete columns were evaluated and predicted using the available design equations and confinement models in the FRP design codes, standards, and literature. The test results indicate that either decreasing the spacing of the spiral/discrete hoops or increasing the spiral diameter could increase the ultimate carrying capacity as well as improve the confinement efficiency and ductility of HCCs.

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Acknowledgments

This research was conducted with funding from the Tier-1 Canada Research Chair in Advanced Composite Materials for Civil Structures, the Natural Sciences and Engineering Research Council of Canada (NSERC), the Industrial Research Chair in Innovative FRP Composite Materials for Sustainable Concrete Structures, and the Fonds de recherche du Québec en nature et technologies (FRQ-NT). The authors thank the technical staff of the CFI structural laboratory in the Department of Civil Engineering at the University of Sherbrooke. The third author would also like to thank the Advance Queensland Industry Research Fellowship Program (AQIRF 119-2019RD2) for supporting his work on FRP-reinforced concrete structures.

Notation

The following symbols are used in this paper:
Ab
nominal cross-sectional area of a longitudinal bar or a transverse FRP spiral/hoop, mm2;
Acc
area of a concrete core delimited by hoop or spiral centerlines, excluding the longitudinal bar area, mm2;
AcH
concrete cross-section area for a hollow column, mm2;
AcS
concrete cross-section area for a solid column, mm2;
Ae
effective area of a confined concrete core, mm2;
Afrp
total area of longitudinal GFRP bars, mm2;
Ag
gross cross-sectional area of a concrete column, mm2;
De
effective diameter of a confined concrete core.;
Din.
inner diameter of a hollow column, mm;
Dout.
outer diameter of a hollow column, mm;
Ds
diameter of a hoop or a continuous spiral, mm;
db
nominal diameter of GFRP bars and spirals, mm;
EFRP
tensile modulus of elasticity of GFRP bars, MPa;
fb
strength of a bent portion of GFRP bars, MPa;
fc
specified compressive strength of a concrete cylinder at 28 days, MPa;
fcc
confined concrete strength, Mpa;
fcc,Exp.
experimental maximum confined concrete stress, Mpa;
fcc,Th.
theoretical confined concrete stress, Mpa;
fco
in-place compressive strength of unconfined concrete, MPa;
ffu
ultimate strength of FRP reinforcement, MPa;
fl
confining lateral pressure, MPa;
fy
yield strength for steel reinforcement;
k
effective length factor;
kc
coefficient representing the efficiency of transverse reinforcement;
ke
confinement effectiveness coefficient;
kl
coefficient depends on concrete proprieties and lateral pressure;
kɛ
ratio between the average measured spiral strain to the maximum spiral tensile strain;
ld
development length in tension of GFRP hoops, mm;
lu
unsupported length of a column, mm;
Pbar,n1
load carried by GFRP bars at the ultimate load, kN;
Pn1
ultimate carrying load capacity, kN;
Pn2
second peak load, kN;
po
perimeter of continuous spirals or hoops at centerlines, mm;
Po
nominal unconfined axial load capacity of a column, kN;
r
radius of gyration for a nominal cross section of longitudinal bars, mm;
rb
internal radius of a bend in FRP reinforcement, mm;
s
hoop spacing or a pitch of continuous spirals, mm;
s
clear vertical distance between a spiral’s coil and a hoop’s level, mm;
α1
ratio of average stress in a rectangular compression block;
αf
reduction in the compressive strength of a GFRP bar as function of its tensile strength;
Δ1
axial deformation corresponding to the limit of elastic behavior, mm;
ΔF
axial deformation at the reinforcement rupture, mm;
ɛo
theoretical concrete strain defined by Popovics (1973);
ɛbar,n1
average bar strain at the first peak load, mm/mm;
ɛc,n1
average concrete strain at the first peak load, mm/mm;
ɛfrp2
axial compressive strain of FRP bars at the second peak load, mm/mm;
ɛnf,bar
average bar strain at the second peak load, mm/mm;
ɛsp.,n1
average spiral strain at the first peak load, mm/mm;
ɛsp.,n2
average spiral strain at the second peak load, mm/mm;
λ
slenderness ratio;
μF
ductility factor;
ρl
longitudinal reinforcement ratio; and
ρv
transverse confining reinforcement ratio.

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Go to Journal of Composites for Construction
Journal of Composites for Construction
Volume 27Issue 1February 2023

History

Received: Mar 6, 2022
Accepted: Sep 7, 2022
Published online: Nov 7, 2022
Published in print: Feb 1, 2023
Discussion open until: Apr 7, 2023

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Ph.D. Candidate, Dept. of Civil Engineering, Univ. of Sherbrooke, Sherbrooke, QC J1K 2R1, Canada. ORCID: https://orcid.org/0000-0003-2531-9758. Email: [email protected]
Hamdy M. Mohamed [email protected]
Lecturer and Research Associate, Dept. of Civil Engineering, Univ. of Sherbrooke, Sherbrooke, QC J1K 2R1, Canada. Email: [email protected]
Allan C. Manalo [email protected]
Professor of Civil Engineering, School of Civil Engineering and Surveying, Centre for Future Materials, Univ. of Southern Queensland, Toowoomba, QLD 4350, Australia. Email: [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 Industrial Research Chair Professor in Innovative FRP Reinforcement for Sustainable Concrete Structures, Dept. of Civil Engineering, Univ. of Sherbrooke, Quebec, Canada J1K 2R1 (corresponding author). Email: [email protected]

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