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Frontiers of Structural and Civil Engineering

ISSN 2095-2430

ISSN 2095-2449(Online)

CN 10-1023/X

邮发代号 80-968

2019 Impact Factor: 1.68

Frontiers of Structural and Civil Engineering  2023, Vol. 17 Issue (3): 411-428   https://doi.org/10.1007/s11709-023-0928-3
  本期目录
Experimental and parametrical investigation of pre-stressed ultrahigh-performance fiber-reinforced concrete railway sleepers
Sayed AHMED1, Hossam ATEF2(), Mohamed HUSAIN1
1. Department of Structural Engineering, Faculty of Engineering, Zagazig University, Zagazig 44519, Egypt
2. Track Work Department, National Authority for Tunnels, Cairo 11522, Egypt
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Abstract

In this study, ultrahigh-performance fiber-reinforced concrete (UHPFRC) used in a type B70 concrete sleeper is investigated experimentally and parametrically. The main parameters investigated are the steel fiber volume fractions (0%, 0.5%, 1%, and 1.5%). Under European standards, 35 UHPFRC sleepers are subjected to static bending tests at the center and rail seat sections, and the screw on the fastening system is pulled out. The first cracking load, failure load, failure mode, crack propagation, load–deflection curve, load–crack width, and failure load from these tests are measured and compared with those of a control sleeper manufactured using normal concrete C50. The accuracy of the parametric study is verified experimentally. Subsequently, the results of the study are applied to UHPFRC sleepers with different concrete volumes to investigate the effects of the properties of UHPFRC on their performance. Experimental and parametric study results show that the behavior of UHPFRC sleepers improves significantly when the amount of steel fiber in the mix is increased. Sleepers manufactured using UHPFRC with a steel fiber volume fraction of 1% and a concrete volume less than 25% that of standard sleeper B70 can be used under the same loads and requirements, which contributes positively to the cost and surrounding environment.

Key wordspre-stressed concrete sleeper    ultrahigh performance fiber-reinforced concrete    pull-out test    static bending test    steel fiber    aspect ratio    volume fraction
收稿日期: 2022-08-22      出版日期: 2023-05-24
Corresponding Author(s): Hossam ATEF   
 引用本文:   
. [J]. Frontiers of Structural and Civil Engineering, 2023, 17(3): 411-428.
Sayed AHMED, Hossam ATEF, Mohamed HUSAIN. Experimental and parametrical investigation of pre-stressed ultrahigh-performance fiber-reinforced concrete railway sleepers. Front. Struct. Civ. Eng., 2023, 17(3): 411-428.
 链接本文:  
https://academic.hep.com.cn/fsce/CN/10.1007/s11709-023-0928-3
https://academic.hep.com.cn/fsce/CN/Y2023/V17/I3/411
Fig.1  
Fig.2  
materialseries with a unit weight of materials (kg/m3)
NCS0S0.5S1S1.5
CEM I 42.5 R400
CEM I 52.5 N874.9870.5866.2862
micro sand218.7217.6216.5215.5
sand 0-21054.71049.51044.21039.1
sand 0-5509
silica fume43.743.743.543.343.1
superplasticizer45.945.945.645.445.2
water120202.1201.1200199.1
end-hooked fiber019.53958.5
corrugated fiber019.53958.5
dolomite 22/30315
dolomite 11/22309
dolomite 5/11312
Tab.1  
Fig.3  
Fig.4  
Fig.5  
static testpull-out test
at rail seatat center
Frr > Fr0 = 130 kN;FrB > k2s × Fr0 = 2.5 × 130 = 325 kNFcrn > Fc0n = 28.6 kN;FcBn > k2s × Fc0n = 75 kNPf > P0 = 60 kN
Tab.2  
Fig.6  
Fig.7  
sleeper seriesspecimen no.first cracking Frr > 130 kNfailure load FrB > 325 kNfailure mode
SNSN-no.1301.0370.0shear and compression failure
SN-no.2260.2374.6failure at the edge
SN-no.3274.8362.7flexural-shear failure
average278.7369.1
S0S0-no.1264.4482.8shear and compression failure
S0-no.2287.9470.0flexural-shear failure
S0-no.3255.8491.7shear and compression failure
average269.4481.4
S0.5S0.5-no.1330.6542.5flexural-shear failure with displaced wire
S0.5-no.2307.9563.4shear and compression failure
S0.5-no.3358.9555.3flexural-shear failure with displaced wire
average332.5553.7
S1S1-no.1370.4607.1flexural-shear failure
S1-no.2367.1577.9flexural-shear failure
S1-no.3376.1628.0flexural-shear failure and failure at the edge
average371.2604.3
S1.5S1.5-no.1390.5647.1flexural-shear failure with displaced wire
S1.5-no.2401.1640.2flexural-shear failure
S1.5-no.3398.1662.6flexural-shear failure with displaced wire
average396.6650.0
Tab.3  
Fig.8  
Fig.9  
Fig.10  
Fig.11  
Fig.12  
sleeper seriesspecimen no.first cracking Fcrn > 28.6 kNfailure load FcBn > 75 kNfailure mode
SNSN-no.452.089.1concrete crushing with flexural-shear cracking
SN-no.550.094.12flexural-shear cracking with bond splitting along the strand
average51.091.61
S0S0-no.466.5109.2flexural-shear cracking with bond splitting along the strand
S0-no.560.2104.2concrete crushing with flexural-shear cracking
average63.4106.7
S0.5S0.5-no.467.8119.0concrete crushing with flexural-shear cracking
S0.5-no.572.3117.6flexural-shear cracking with bond splitting along the strand
average70.0118.3
S1S1-no.479.0121.3failure of flexural tension
S1-no.583.5123.0failure of flexural tension
average81.2122.2
S1.5S1.5-no.498.0129.2concrete crushing with flexural-shear cracking
S1.5-no.5101.8548.7concrete crushing with flexural-shear cracking
average99.9128.2
Tab.4  
Fig.13  
Fig.14  
Fig.15  
Fig.16  
Fig.17  
sleeper seriesspecimen no.crack inspection at 60 kN loadfailure load (kN)
SNS0-no.6no cracks109
S0-no.7no cracks116.3
average112.6
S0S0-no.6no cracks106.6
S0-no.7no cracks108.7
average107.6
S0.5S0.5-no.6no cracks120
S0.5-no.7no cracks118.2
average119.1
S1S1-no.6no cracks132.5
S1-no.7no cracks130.7
average131.6
S1.5S1.5-no.6no cracks151
S1.5-no.7no cracks155.8
average153.4
Tab.5  
Fig.18  
Fig.19  
indexsteps of calculation
compression block areaAc=bca, a=a1c, a1=0.8,0.65
pre-stressing wireEp=205GPa, Ap=69.4mm2
fpy=1460MPa, fpu=1620MPa, ?pe=fpe/Ep=0.006193
fpe=fpy/?ps=1270MPa, ?ps=1.15
steel fiberEs=200GPa, ?=50mm, df=1mm, vf=0,0.5%,1%,1.5%, Fbe=1.2
cassumed for (C = Tn)
ee=[?s+0.003]c/0.003
tensile block areaAt=bt(h?e)
compressive forcesC=0.85fcuAc
the nominal moment, MnTn?Zn
the design moment, MdMdr+ = 13 kN?m , Mdc? = 10 kN?m
the condition?Mn??Md
Tab.6  
Fig.20  
Fig.21  
sleeper seriesrail seat sectioncenter section
Mn?MnMdr+?Mdr+safety factorMn?MnMdc??Mdc?safety factor
SN51.543.81324.11.8226.322.31018.51.21
S069.459.02.4536.431.01.67
S0.573.362.32.5939.133.21.79
S177.365.72.7341.935.61.92
S1.580.968.82.8644.437.72.04
Tab.7  
sleeper seriesAv.FrB(Exp.)FrB(Cal.)FcB(Ref.)FcB(Exp.)/FcB(Cal.)FcB(Exp.)/FcB(Ref.)
S0481.5589.73250.821.48
S0.5553.7622.70.891.70
S1604.3657.00.921.86
S1.5650.0687.60.952.00
Tab.8  
sleeper seriesAv.FrB(Exp.)FrB(Cal.)FcB(Ref.)FcB(Exp.)/FcB(Cal.)FcB(Exp.)/FcB(Ref.)
S0106.788.5751.211.42
S0.5118.394.91.251.57
S1122.2101.71.201.63
S1.5128.2107.81.191.71
Tab.9  
sleeper seriesrail seat sectioncenter section
Mn?MnMdr+?Mdr+safety factorMn?MnMdc??Mdc?safety factor
S05042.31324.051.7725.021.21018.51.15
S0.546.739.71.6523.419.91.07
S14336.61.5221.918.61.01
S1.54538.31.5923.219.71.06
Tab.10  
Fig.22  
sleeper seriesaverage failure load, Pcr (kN)concrete strength, fcu (MPa)Pcr/fcu
S0107.6102.051.05
S0.5119.1112.001.06
S1131.6122.891.07
S1.5153.4132.871.15
Tab.11  
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