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Frontiers of Structural and Civil Engineering

ISSN 2095-2430

ISSN 2095-2449(Online)

CN 10-1023/X

Postal Subscription Code 80-968

2018 Impact Factor: 1.272

Front Struc Civil Eng    2013, Vol. 7 Issue (4) : 341-355    https://doi.org/10.1007/s11709-013-0221-y
RESEARCH ARTICLE
Experimental flexural behavior of SMA-FRP reinforced concrete beam
Adeel ZAFAR(), Bassem ANDRAWES
Department of Civil Engineering, University of Illinois at Urbana-Champaign, Illinois 61820, USA
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Abstract

The most critical drawback in currently used steel reinforcement in reinforced concrete (RC) structures is susceptibility to accumulation of plastic deformation under excessive loads. Many concrete structures due to damaged (yielded) steel reinforcement have undergone costly repairs and replacements. This research presents a new type of shape memory alloy (SMA)-based composite reinforcement with ability to withstand high elongation while exhibiting pseudo-elastic behavior. In this study, small diameter SMA wires are embedded in thermoset resin matrix with or without additional glass fibers to develop composite reinforcement. Manufacturing technique of new proposed composite is validated using microscopy images. The proposed SMA-FRP composite square rebars are first fabricated and then embedded in small scale concrete T-beam. 3-point bending test is conducted on manufactured RC beam using a cyclic displacement controlled regime until failure. It is found that the SMA-FRP composite reinforcement is able to enhance the performance of concrete member by providing re-centering and crack closing capability.

Keywords re-centering      shape memory alloys      concrete      composite      fiber reinforced polymer      scanning electron microscopy     
Corresponding Author(s): ZAFAR Adeel,Email:zafar2@illinois.edu   
Issue Date: 05 December 2013
 Cite this article:   
Adeel ZAFAR,Bassem ANDRAWES. Experimental flexural behavior of SMA-FRP reinforced concrete beam[J]. Front Struc Civil Eng, 2013, 7(4): 341-355.
 URL:  
https://academic.hep.com.cn/fsce/EN/10.1007/s11709-013-0221-y
https://academic.hep.com.cn/fsce/EN/Y2013/V7/I4/341
Fig.1  Schematic drawing. (a) 100% SMA composite rebar cross-section; (b) Stress-strain hysteresis of superelastic SMA
specimenSMA-FRP composite
number of SMA wiresSMA fraction/%GFRP fraction/%total fiber volume fraction/%modulus, Ec/GPa
FRC720.3-20.313.7
PRC38.49.317.713.7
Tab.1  Fiber volume fraction of SMA-FRP composite specimens
Fig.2  Comparison of stress strain curves of FRC and PRC specimens
Fig.3  Cyclic stress-strain curve of FRC-13 specimen
Fig.4  SEM images of PRC specimen at 200X magnification. (a) SE; (b) BSE
Fig.5  SEM images of PRC composite. (a) BSE image with 200X; (b) SE image with 5000X; (c) BSE image with 1200X; (d) BSE image with 5000X
Fig.6  SEM images of PRC composite with 25000X magnification
Fig.7  Schematics of designed T-beam with cross sectional dimensions
water cement ratio (w/c)contents by weight/gmplasticizer (1% by volume of OPC)/mL
waterOPCfine aggregate (sand)
0.35217.4a)557.61115.25.6
a) Includes 2% absorption of water by sand
Tab.2  Concrete mix design
Fig.8  Casting of small scale T-beam with embedded SMA composite rebar
Fig.9  Layout of the silicone mold for manufacturing of square SMA-FRP rebar
Fig.10  Schematics of layout of SMA-FRP composite rebars
specimentagresin matrixaverage composite area/mm2area of 22 SMA wires/mm2reinforcement FVF/%
SMA comp-1SC-1EPON-862, EPIKURE-3274,10.24.039.3
SMA comp-2SC-29.94.040. 6
Tab.3  FVF of manufactured SMA-FRP composite rebars
Fig.11  Location of measuring instruments on RC T-beam
Fig.12  Actual test setup and instrumentation
Fig.13  Load versus mid span deflection plots of T-beam. (a) Cycle-1; (b) Cycle-2; (c) Cycle-3; (d) Cycle-4
Fig.14  Crack mouth opening displacement plots of T-beam. (a) Cycle-1; (b) Cycle-2; (c) Cycle-3; (d) Cycle-4
Fig.15  Stages of T-beam test. (a) Point-; (b) point- (c); point-; (d) point-
cyclesphasepointdescriptionvertical deflection /mmforce /kNCMOD /mm
1loadingAuncracked (extending from zero load)000
Binitiation of flexural crack0.291.310.012
Cinitiation of shear crack0.932.630.4
Dend of loading phase-Cycle 11.283.050.53
unloadingEend of 1st Cycle0.5700.29
2loadingFforward transformation / yielding- Austenite to Martensite start1.963.690.87
Gend of loading phase-Cycle 22.333.441.19
unloadingHend of 2nd Cycle1.0100.5
3loadingIforward transformation / yielding1.993.550.88
Jpeak loading2.23.731.05
Kend of loading phase-Cycle 33.373.622.14
unloadingLreverse transformation- Martensite to Austenite start2.921.891.84
Mphase transformation- Martensite to Austenite finish1.981.580.93
Nend of 3rd Cycle1.2100.56
4loadingOwidening of shear cracks2.533.51.13
Pcomplete shear failure3.942.330.86
Tab.4  Test data at various points
cyclesphasepointdescriptionforce /kNSG-1/%SG-2/%SG-3/%
1loadingAuncracked extending from zero load0000
Binitiation of flexural crack1.317.461.01-0.008
Cinitiation of shear crack2.63peaked out7.46-0.024
Dend of loading phase-Cycle 13.05peaked out-0.036
unloadingEend of 1st Cycle0-0.019
2loadingFforward transformation / yielding- Austenite to mMartensite start3.69-0.087
Gend of loading phase-Cycle23.44-0.33
unloadingHend of 2nd Cycle0-0.21
3loadingIforward transformation/ yielding3.55-0.23
Jpeak loading3.73-0.298
Kend of loading phase-Cycle 33.62-4
unloadingLreverse transformation- martensite to Austenite start1.89-4
Mphase transformation- martensite to Austenite finish1.58-1.44
Nend of 3rd Cycle0-0.57
Tab.5  Test data for strain gauges at various points
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