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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    2014, Vol. 8 Issue (1) : 46-56    https://doi.org/10.1007/s11709-014-0237-y
RESEARCH ARTICLE
An experimental study on the flexural behavior of heavily steel reinforced beams with high-strength concrete
Yasser SHARIFI1(), Ali Akbar MAGHSOUDI2
1. Department of Civil Engineering, Vali-e-Asr University of Rafsanjan, Rafsanjan, Iran; 2. Department of Civil Engineering, Shahid Bahonar University of Kerman, Kerman, Iran
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Abstract

In recent years, an emerging technology termed high-strength concrete (HSC) has become popular in construction industry. Present study describes an experimental research on the behavior of high-strength concrete beams in ultimate and service state. Six simply supported beams were tested, by applying comprising two symmetric concentrated loads. Tests are reported in this study on the flexural behavior of high-strength reinforced concrete (HSRC) beams made with coarse and fine aggregate together with Microsilica. Test parameter considered includes effect of being compressive reinforcement. Based on the obtained results, the behavior of such members is more deeply reviewed. Also a comparison between theoretical and experimental results is reported here. The beams were made from concrete having compressive strength of 66.81–77.72 N/mm2 and percentage reinforcement ratio (ρ/ρb) in the range of 0.56% – 1.20%. The ultimate moment for the tested beams was found to be in a good agreement with that of the predicted ultimate moment based on ACI 318-11, ACI 363 and CSA-04 provisions. The predicted deflection based classical formulation based on code provisions for serviceability requirements is found to underestimate the maximum deflection of HSC reinforced beams at service load.

Keywords high-strength concrete (HSC) members      flexural behavior      reinforced concrete      experimental results      ultimate moment     
Corresponding Author(s): SHARIFI Yasser,Email:y.sharifi@vru.ac.ir   
Issue Date: 05 March 2014
 Cite this article:   
Yasser SHARIFI,Ali Akbar MAGHSOUDI. An experimental study on the flexural behavior of heavily steel reinforced beams with high-strength concrete[J]. Front Struc Civil Eng, 2014, 8(1): 46-56.
 URL:  
https://academic.hep.com.cn/fsce/EN/10.1007/s11709-014-0237-y
https://academic.hep.com.cn/fsce/EN/Y2014/V8/I1/46
beam Nofc/MPad/mmd′/mmAsAsρ′/ρρ/ρbρmax/ρb
BC673.65256404Φ282Φ280.50.560.707
B671.00256-4Φ28-0.00.790.707
BC766.81266404Φ28+ 2Φ163Φ22+ 2Ф140.50.720.707
B770.50266-4Φ28+ 2Φ16-0.00.910.707
BC877.72258422Φ28+ 6Ф222Φ28+ 2Φ14+ 1Φ160.50.710.707
B871.80258-2Φ28+ 6Ф22-0.01.200.707
Tab.1  Testing program detail of tested beam [,]
cement/(kg·m-3)microsilica/(kg·m-3)coarse agg./(kg·m-3)fine agg./(kg/m3)super-plasticizer/(kg·m-3)W/C ratio
64955723646110.32
Tab.2  Concrete mix proportion
Fig.1  (a) Details of tested beam; (b) details of sections for beams B6 and BC6; (c) details of sections for beams B7 and BC7; (d) details of sections for beams B8 and BC8; (e) testing arrangement
Fig.2  (a) Crack propagation of beam B6 under load; (b) collapse of beam BC6 under Load; (c) crack propagation of beam BC7 under Load
Fig.3  (a) Load-tensile strain of beams BC6-BC8 in midspan; (b) load-compressive strain of beams BC6-BC8 in midspan
Fig.4  Beam cross section and strain distribution
Fig.5  Behavior of neutral axis depth under load
beam no.Xu(exp)/dXu(th-ACI)/dXu(th-CSA)/dXu(exp)/dXu(th-ACI)/dXu(exp)/dXu(th-CSA)/d
BC60.2570.3010.3510.850.74
B60.4750.4960.5790.960.82
BC70.3200.3770.4400.850.73
B70.5910.5120.5980.980.84
BC80.3220.4180.4880.770.66
B80.5940.6250.7290.950.82
average value0.890.77
Tab.3  Experimental neutral axis depth measured at cracking, yield and ultimate loads
beamno.Mu (exp)/(kN·m)My(exp)/(kN·m)Mu(th-ACI)/(kN·m)Mu(th-CSA)/(kN·m)Mu(exp)/My(exp)Mu(exp)/Mu(th-ACI)Mu(exp)/Mu(the-CSA)
BC6239.75188.16251.09249.551.2740.9550.961
B6214.74179.96204.93203.801.1931.04781.0536
BC7276.65234.03290.64288.231.1820.9520.9598
B7241.69191.75240.83239.161.2601.0031.010
BC8303.20249.33339.73335.701.2160.89250.9032
B8281.94238.97252.80250.811.1791.11521.1241
average value1.2170.9941.002
Tab.4  Experimental and theoretical bending moment of tested beams
beam no.?u(exp) × 10-5 /(1/mm)?u(th-ACI) × 10-5/(1/mm)?u(th-CSA) × 10-5/(1/mm)ultimate deflection,Δuexp/mmultimate steel strain,?suexpultimate concrete strain,?cuexp
BC66.243.894.9519.700.01250.0041
B62.552.362.949.700.00190.0031
BC75.672.993.8225.670.0056a0.0025a)
B72.252.202.7412.840.00300.0030
BC85.072.783.4516.730.01090.0042
B82.481.862.1014.000.00160.0038
Tab.5  Experimental measurements and ultimate curvature of tested beams
Fig.6  Deflection beams curves of midspan load
Fig.7  Curvature beams curves of midspan moment
beam no.Mcr(exp)/(kN·m)Mcr(th-ACI)/(kN·m)Mcr(th-CSA)/(kNm)Mcr(exp)/Mcr(th-ACI)Mcr(exp)/Mcr(th-CSA)
BC612.0515.8915.380.75830.7835
B69.9015.5215.020.63780.6591
BC711.3115.2014.720.74410.7683
B710.7915.4714.960.69750.7212
BC811.4616.3915.860.69920.7225
B810.6415.6115.100.68160.7046
average value0.70310.7265
Tab.6  Experimental and theoretical cracking bending moment of tested beams
Fig.8  Modules of rupture versus compressive strength of concrete of tested beams
beam typeδser,exp/mmδser,ACI/mmδser,exp/δser,ACI
BC67.003.112.25
B65.453.081.77
BC710.333.353.08
B76.753.032.22
BC87.903.632.17
B87.012.892.42
average value2.31
Tab.7  Experimental and predicted deflection at service load
beam no.Icr(th) × 106/mm4Icr(exp) × 106/mm4
BC6452.98385.84
B6378.61243.41
BC7506.02420.53
B7453.73326.00
BC8513.79421.29
B8467.50388.37
Tab.8  Experimental and theoretical cracked moment of inertia
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