1-s2.0-S0950061810000152-main

download 1-s2.0-S0950061810000152-main

of 8

Transcript of 1-s2.0-S0950061810000152-main

  • 8/19/2019 1-s2.0-S0950061810000152-main

    1/8

    Long-term bond performance of GFRP bars in concrete under temperature

    ranging from 20   C to 80   C

    Radhouane Masmoudi a,*, Abdelmonem Masmoudi b, Mongi Ben Ouezdou b, Atef Daoud b

    a Department of Civil Engineering, Faculty of Engineering, Sherbrooke of University, QC, Canada J1K 2R1b Civil Engineering Laboratory, National Engineering School of Tunis, Tunisia

    a r t i c l e i n f o

     Article history:

    Received 28 March 2009

    Received in revised form 8 December 2009

    Accepted 17 December 2009

    Available online 9 February 2010

    Keywords:

    Bond

    Concrete

    FRP bars

    Pull-out testing

    Bond–slip modelling

    Temperature effect

    a b s t r a c t

    Eightypull-out specimens were used to study the effect of temperature ranging from 20 Cto80 C indry

    environment on bond properties between Glass Fiber Reinforced Polymer (GFRP) bars and concrete. The

    pullout-test specimens were subjected during 4 and 8 months to high temperatures up to 80 C and then

    compared to untreated specimens (20 C). Experimental results showed no significant reduction on bond

    strength for temperatures up to 60 C. However, a maximum of 14% reduction of the bond strength was

    observed for 80 C temperature after 8 months of thermal loading. For treated specimens, the coefficient

    b in the CMR model, which predicts the bond–stress–displacement behavior, seems to be dependant with

    the temperature.

     2010 Elsevier Ltd. All rights reserved.

    1. Introduction

    Corrosion of steel in concrete has been identified as the prime

    factor of deterioration and structural deficiency. Various remedies,

    including replacing deteriorated concrete and using epoxy-coated

    or galvanized steel, have been proven to be costly and inadequate

    over the long run. Fiber-reinforced polymer (FRP) bars are a prom-

    ising solution to this problem. Other attractive properties of FRP

    materials include light weight, corrosion resistance, and high

    strength. Glass FRP (GFRP) bars are gaining popularity as reinforce-

    ment for concrete bridge deck slabs and other concrete structures

    due to their low initial cost compared to carbon FRP bars   [1–6].

    However, the surface deformation and mechanical properties of 

    FRP reinforced bars are different from those of conventional steel

    bars. Therefore, the design guidelines for steel reinforcing bars can-not be directly used for FRP reinforcing bars, Benmokrane et al. [7].

    FRP materials are an isotropic and characterized by high tensile

    strength only in the direction of the reinforcing fiber. The trans-

    verse coefficients of thermal expansion (CTE) controlled by the re-

    sin is up to three to six times the CTE of the concrete   [8]. This

    anisotropic behaviour should affect the shear strength action of 

    the FRP bar, as well as, the bond performance of FRP bars when

    embedded in concrete and these effects need to be evaluated. High

    temperatures, such as those occurring in extremely hot climates,

    may decrease the mechanical and bond properties of FRP bars.

    Many research studies have been carried out to evaluate the ef-

    fect of high temperature on bond strength of FRP bars, Katz et al.

    [9–11], Nanni et al [12]. However, very limited experimental data

    is available on the bond effects due to high temperatures, when ap-

    plied for a relatively long period of time. An experimental investi-

    gation Galati et al.  [13], was carried out on concrete specimens

    reinforced with an FRP bar and subjected to thermal cycles. The

    testing was completed using direct pull-out specimens. A 9.5 mm

    GFRP bar with different embedment lengths was placed inside a

    152 mm-cube of concrete. The treated specimens were placed into

    an environmental chamber for 200 h at a temperature of 70 C and

    at a humidity of 80%. The testing of the specimens was undertakenat room temperature. The influence of the thermal treatment is

    more evident with the small values of the concrete cover. Such

    behaviour was explained with the micro-cracking of the concrete

    due to the thermal stresses induced during the thermal treatment.

    In most of the specimens, the thermal treatment induced degrada-

    tion in the bond performance of about 16%. A more pronounced ef-

    fect was observed for the bond stress–slip curves in terms of slip

    values due primarily to the degradation of the resin (Galati et al.

    [13]).

    Another study of the effect of high temperature on the bond be-

    tween GFRP reinforcing bars (rebars) and concrete was studied by

    Katz and Berman  [11]. Four types of rods (12.7 mm diameter),

    0950-0618/$ - see front matter  2010 Elsevier Ltd. All rights reserved.doi:10.1016/j.conbuildmat.2009.12.040

    *   Corresponding author. Address: Faculté de génie Local C1-3002-4, Université de

    Sherbrooke, 2500 Blvd. Université Sherbrooke, QC, Canada J1K 2R1. Tel.: +1 819 821

    8000x62767; fax: +1 819 821 7974.

    E-mail address:  [email protected] (R. Masmoudi).

    Construction and Building Materials 25 (2011) 486–493

    Contents lists available at  ScienceDirect

    Construction and Building Materials

    j o u r n a l h o m e p a g e :   w w w . e l s e v i e r . c o m / l o c a t e / c o n b u i l d m a t

    http://dx.doi.org/10.1016/j.conbuildmat.2009.12.040mailto:[email protected]://www.sciencedirect.com/science/journal/09500618http://www.elsevier.com/locate/conbuildmathttp://www.elsevier.com/locate/conbuildmathttp://www.sciencedirect.com/science/journal/09500618mailto:[email protected]://dx.doi.org/10.1016/j.conbuildmat.2009.12.040

  • 8/19/2019 1-s2.0-S0950061810000152-main

    2/8

    were embedded vertically (embedment length 5d), in a normal

    concrete cylinder (150 mm diameter and 300 mm long). Rod CB

    has molded deformations on the surface, similar to ordinary de-

    formed steel rebars. The polymer at the surface is a urethane mod-

    ified vinylester and the polymer at the core of the rod was recycled

    polyethylene terephthalate. Rod CPH contains wraps of helical

    braid of fibers on the surface and the polymer was vinylester

    throughout the rod. Rod CPI contains wraps of a wide braid of fi-

    bers on the surface. The polymer was vinylester throughout the

    rod. Rod NG has tight wraps of a narrow braid of fibers which pro-

    duced large deformations in the rod. The polymer was polyester.

    Pull-out tests were conducted at high temperature from 20 to

    250 C. A comparison between the behavior of the different rods

    at 80 C, showed that the NG rod have an early reduction in the

    bond strength (about 43%) which reflects its low glass transition

    temperature (T  g ) of the resin. For the CPH and CPI rods, the de-

    crease of bond strength is relatively moderate, and they both have

    approximately the same reduction (20%). For the CB rod, the reduc-

    tion is the smallest (3%), indicating that the bond relies mainly on

    the polymeric system. It is possible to conclude from the above

    that improving one or some of the followings can modify the bond

    at high temperature: (i) Use of a polymer with high T  g 

     in order to

    increase the temperature at which the reduction in bond begins.

    (ii) Use of a polymer with a high extent of crosslinks to moderate

    the gradient of bond loss. (iii) Improvement of the inorganic sys-

    tem, which supports the bond at a high temperature where the

    polymer practically ceases to contribute to the bond. We noted

    that in the same study [11], and at 200 C, the bond strength exhib-

    ited a severe reduction of 80–90% (for CB, CPH, CPI and NG rod).

    We conclude from these works, that reduction in the bond

    strength depends on the transverse coefficients of thermal expan-

    sion. A limited experimental data is available on the GFRP bond ef-

    fects due temperature ranging from 20 C to 80 C, when applied

    for a relatively long period of time. The major focus of the present

    paper is to evaluate the long term effect of temperature ranging

    from 20 C to 80 C on bond properties of GFRP bars embedded

    in normal concrete. Results from a total of 80 specimens 8 mm

    and 16mm diameters GFRP bars, after more than 5000h

    (240 days) of exposure under high temperatures up to 80 C are re-

    ported. The thermal effects on the average bond strength are com-

    pared to untreated specimens (20 C). Based on the available

    experimental tests, the main parameters  a  of the Bertero–Popov–Elingehhausen (BPE) model and of the Cosenza, Manfredi Realfon-

    zo (CMR) model (b,  S r ) have been calibrated. The relationship be-

    tween temperature and the parameters are established using the

    CMR and BPE models.

    2. Experimental study 

     2.1. Test program

    The main objective of the test program is to evaluate, under temperature rang-

    ing from 20 C to 80 C (in dry environment) the performance of the bond strength

    of FRP bars embedded in normal concrete. Specimens were submitted to three tem-

    peratures of40, 60and80 C for4 and8 months in specially designed rooms, where

    the temperature is controlled, as shown in Fig. 1. A total of 80 specimens were

    tested. Table 1 presents the details of the experimental program.

     2.2. GFRP bars

    The Glass FRP bars ‘‘Combar” used in pull-out specimens were manufactured

    by using fiber composites and were combined with synthetic resin to achieve im-

    proved properties, such as higher strength and elevated modulus of elasticity  [14].

    The tensile properties of the bars used in this investigation are presented in

    Table 2. These properties are based on the experimental tests conducted at the

    laboratories of Schock Bauteile GmbH, Munich Technical University, and Syracuse

    University   [15].   Two nominal diameters were used in this study: 8 mm and16 mm for the GFRP bars.

     2.3. Concrete design

    Normal strength concrete was prepared in the laboratory. All the mixtures were

    prepared in a 204 liters mixer, using a Portland cement type CEM I 42.5, and aggre-

    gates with maximum size of 20 mm. Concrete mixture proportioning is presented

    in Table 3. Standard concrete cylinders 160 320 mm were cast and cured at room

    temperature (20 C). The pull-out specimens and the standard concrete cylinders

    Fig. 1.  Specimens submitted to accelerated ageing.

     Table 2

    Properties of the GFRP bars used in this study  [14].

    Type

    of 

    bar

    Nominal

    diameter

    (mm)

    Tensile

    modulus of 

    elasticity

    (GPa)

    Ultimate

    tensile

    strength

    (MPa)

    Coefficient of 

    thermal

    expansion

    (mm/mm/C)

    Density

    Glass 8 60 ± 1.9 738 ± 22 0.6 105

    (axial)

    2.2

    Glass 16 2.2 105

    (radial)

     Table 1

    Experimental program.

    Bardiameter

    (db, mm)

    Embedmentlength

    Temperature(C)

    Samples numberfor each ageing

    case

    Timeexposure

    (months)

    8 5db   20 5

    40 4

    60 8

    80

    16 5db   20 5

    40 4

    60 8

    80

     Table 3

    Concrete composition and characteristics.

    Water (kg/m3) Cement I 42.5 (kg/m3) Sand (kg/m3) Aggregate 4/12 (kg/m3) Aggregate 12/20 (kg/m3) Compressive strength (MPa) Slump (mm)

    204 300 857 296 691 30 ± 3 90 ± 2

    R. Masmoudi et al. / Construction and Building Materials 25 (2011) 486–493   487

  • 8/19/2019 1-s2.0-S0950061810000152-main

    3/8

    were cast in two layers and compacted using a vibrator. The compressive strength

    and slump were 30 ± 3 MPa and 90 ± 2 mm, respectively after 28 days of curing at

    20 C.

    The pull-out specimens were stored in dry environment under temperature

    ranging from 20 C to 80 C, until the date of testing.

     2.4. Test procedure

    Pullout bond testing were performed on specimens which consist on a 500 mmlong GFRP bar embedded vertically in 150 150 150 mm and 180 180

    180 mm concrete cube, respectively for 8 and 16 mm bar diameters. This difference

    in concrete cube dimensions is intendedto avoid theconcrete splitting. The embed-

    ment lengthfor all specimensis 5db, where db is theGFRP-bar diameter. The desired

    embedment length is obtained using PVC pipes which were placed around the bars

    and sealed with silicon to avoid the contact of the concrete in this area. All speci-

    mens were prepared following the specifications of ACI Guide Test Methods  [16].

    One additional specimen for GFRP rebars was instrumented with a thermocouple

    placed at the surface of the bar before casting the concrete, for temperature moni-

    toring during the timethat the specimens were subjectedto different temperatures.

    After thethermal treatment(40, 60 and80 C) during 4 and8 months,pull-out tests

    were performed. The pull-out specimen was installed on the machine testing

    immediately after removing it out from the environmental chamber. The pull-out

    test was performed about 3–5 min after the moment of removing it out from the

    environmental chamber. During the test, which lasts approximately 5 min, it took

    up to 10 min for the temperature at the FRPbar/Concrete Interface to decrease with

    a couple of degree Celsius as shown in Fig. 2. So, we canconclude that at the time of the pull-out test, the temperature at the FRP bar/Concrete Interface is close to the

    studied temperature levels (40, 60 and 80 C).

    The pull-out tests were carried out using a calibrated LLoyed 50 KN testing ma-

    chine with a displacement-rate control. The displacement-rate of loading was con-

    stant during the tests (1.2 mm/min). Four LVDTs, with accuracy equal to 0.001 mm,

    Fig. 2.  Temperature distribution versus time.

    Fig. 3.  Setup of the pull-out test: (a) schematic and (b) photo.

    Fig. 4.  Load versus bar end slip behaviour.

    Fig. 5.  Failure mode of the rebar.

    488   R. Masmoudi et al. / Construction and Building Materials 25 (2011) 486–493

  • 8/19/2019 1-s2.0-S0950061810000152-main

    4/8

    were used for the GFRP bar to monitor the displacements. Three LVDTs were placed

    at 120 segment orientation at the loadedend, and one LVDT at the freeend (Fig. 3).

     2.5. Experimental results

     2.5.1. Pullout load versus slip behavior 

    The obtainedexperimental results areplotted in theformof load versusend slip

    curves. These curves contained mainly two phases as shown in Fig. 4. In theascend-

    ing phase, the load increases rapidly with small slip until it reaches the maximum

    load. In the descending phase, the load decreases gradually with significant slip in-

    crease. The maximumbondstress forGFRPbars 8 mmdiameter was recorded at the

    free end at a slip of 0.55, 0.53, 0.49 and 0.43 mm respectively for 20, 40, 60 and

    80 C temperature. For 16 mm diameter, slips were 0.60, 0.58, 0.56 and 0.47 mm,

    respectively for 20, 40, 60 and 80 C. It can be concluded that as the temperature

    increases, the slip corresponding to the maximum pullout load decreases. For all

    GFRP bars, the failure mode is shearing off the concrete corbels (Fig. 5).

     2.5.2. Bond strength

    The maximal bond stress sm  was calculated using the following equation:

    sm ¼  F m

    pdbLebð1Þ

    where F m, is the Peakrecordedload (N ) during the pull-out test, db is the nominal bar

    diameter (mm), and Leb  is the embedment length of GFRP bar (mm).

    Table 4 presents the average bond strength values for each diameter and for

    each temperature after 4 and 8 months of ageing. Fig. 6 shows the maximal bond

    strengthin dryenvironment after 120 and 240 days of ageing. The 16 mm-diameter

    bar developed lower bond strength than that of the 8 mm-diameter bar, (about

    14 MPa for the 8 mm and 11 MPa for the 16 mm diameter).This diameter effect,

    is dueto a differencein the contact surface (larger for16 mmdiameter) at theinter-

    face bar/concrete. The bond strength decreases when the diameter increases (diam-

    eter effect). This finding is in agreement with the results by Boyleand Karbhari [17],

    Nanni and Faza [18], Tighiouart et al. [19].

    After 120 days of ageing of the GFRP bar in dry environment, and at tempera-

    ture up to 60 C, the average bond strengths do not show any significant reduction

    (1.81% and3.36% respectively for the 8 mmand 16 mm). For the 80 C temperature,

    the maximumreductions after 4 months of thermal loading were 9.39% and 13.71%,

    respectively for the 8 mm and 16 mm GFRP bars, compared to the reference results

    at 20 C.

    After 240 days of ageing in dry environment at temperature up to 60 C, the

    average bond strengths also did not show any significant reduction (1.96% and

    3.54% respectively for the 8 mm and 16 mm). However, for the 80 C temperature,

    the maximum reductions after 8 months of ageing in dry environment were 9.64%

    and 14.14%, respectively for the 8 mm and 16 mm, compared to the reference re-

    sults at 20 C. Fig. 7 presents the curve fittings of the thermal degradation of the

    bond strengths for the two GFRP bars tested in this study. As shown in   Fig. 7aand b, it is concluded that the third degree polynomial equations  sm = f (T ) predictwith good accuracy the thermal degradation of the bond strength from 20 to

    80 C. These equations are very useful to predict the bond strength for   design

    purpose.

    In a similar study by Alvarez et al. [20], for the investigation of the thermal ef-

    fect on bond properties with GFRP V-Rod bar, with a modulus of elasticity 44 GPa

    and a CTE of 3.4 105 mm/mm/C, the average bond strength reduction is found

    to be up to 27% and 32% for the specimens which are subjected to 60 and 80 C,

    respectively. This comparison shows that the thermal effect on bond strength of 

     Table 4

    Specimens and summary of test results.

    Temperature

    (C)

    Average bonda (MPa)

    4 months 8 months

    8 mm

    (GFRP)

    16mm

    (GFRP)

    8 mm

    (GFRP)

    16mm

    (GFRP)

    20 14.37 ± 0.40 11.01 ± 0.25 14.32 ± 1.19 11.03 ± 0.92

    40 14.27 ± 1.04 10.87 ± 0.36 14.22 ± 1.99 10.86 ± 0.21

    60 14.11 ± 0.75 10.64 ± 0.15 14.04 ± 1.24 10.64 ± 0.44

    80 13.02 ± 0 .22 9.50 ± 0 .27 12.94 ± 1 .49 9.47 ± 0 .93

    a Based on five identical tests.

    Fig. 6.  Loss in bond strength in dry environment after 120 and 240 days of ageing.   Fig. 7.  Thermal degradation of the bond strength.

    R. Masmoudi et al. / Construction and Building Materials 25 (2011) 486–493   489

  • 8/19/2019 1-s2.0-S0950061810000152-main

    5/8

    GFRP Combar is less pronounced than that of GFRP V-Rod bar due to a lower CTE

    and higher elasticity modulus (60 GPa).

    The axial and radial GFRP coefficients of thermal expansion are respectively 0.6

    and 2.2 105 mm/mm/C. For comparison, the coefficient of thermal expansion of 

    concrete is between 0.5 and 1.2 105 mm/mm/C, which may explain why there

    is nosignificant thermal effect forthe specimenssubjected to temperatures from 20

    to 60 C.

    3. Analytical models of the bond–slip behaviour 

    In spite of a large number of formulations proposed in the past

    for steel reinforcements and FRP bars, even though many experi-

    mental programs have been conducted worldwide examining the

    bond characteristics of FRP bars, very little work has been pub-

    lished on analytical modelling. The available models for FRP rein-

    forcement bond properties are reported hereafter.

     3.1. Eligehausen, Popov and Bertero (BPE model)

    Fig. 7   shows a schematic of the BPE model, the ascending

    branch of the well-known bond–slip model proposed by Eligehau-

    sen et al. [21], given by:

    s ¼ s1s

    s1

    að2Þ

    where s1 is the maximum bond strength, (MPa),  s  and s1 is the slipand maximum slip at maximum bond strength, (mm).Fig. 8.  BPE model [17].

    Fig. 9.  Local bond–slip relationships GFRP 8 mm.

    490   R. Masmoudi et al. / Construction and Building Materials 25 (2011) 486–493

  • 8/19/2019 1-s2.0-S0950061810000152-main

    6/8

    Therefore   s1 = sm   and   s1 = sm. In Eq.   (2),   a   is a curve-fittingparameter that must be not larger than 1 to be physically meaning-

    ful (a = 0.4 for steel bars).The value of parameter a, which the ascending branch depends

    on, is evaluated by equating the area,  As1, underneath the ascend-ing branch of the analytical bond–slip curve (see  Fig. 8) given by

    Eq. (3), to the area,  Ass, underneath the ascending branch of eachactual curve:

     As1 ¼

    Z   s1

    0

    sðsÞ  ds  ¼Z 

      s1

    0

    s1s

    s1

    a ds  ¼

     s1   s11 þ a

      ð3Þ

    In Eq. (3), s1 and s1 represent the bond strength and the correspond-ing slip, respectively. Therefore, a  can be expressed as a function of 

     As1  given by:

    a ¼ sm   sm A

    s1

    1   ð4Þ

    Fig. 10.  Local bond–slip relationships GFRP 16 mm.

     Table 5

    Mean values for each temperature and diameter of GFRP bars.

    GFRP 8 mm GFRP 16 mm

    20 C 40 C 60 C 80 C 20 C 40 C 60 C 80 C

    4 months CMR model   b   0.458 0.463 0.476 0.496 0.416 0.425 0.456 0.512

    S r  (mm) 0.134 0.149 0.145 0.137 0.155 0.172 0.149 0.105

    BPE model   a   0.087 0.088 0.09 0.095 0.085 0.089 0.087 0.084

    8 months CMR model   b   0.458 0.463 0.477 0.498 0.417 0.425 0.458 0.515

    S r  (mm) 0.148 0.146 0.147 0.136 0.166 0.161 0.147 0.112

    BPE model   a   0.093 0.089 0.092 0.094 0.088 0.090 0.086 0.089

    R. Masmoudi et al. / Construction and Building Materials 25 (2011) 486–493   491

  • 8/19/2019 1-s2.0-S0950061810000152-main

    7/8

     3.2. CMR model

    Cosenza et al. [22], proposed a law to model the first branch of 

    the s–s curve

    sðsÞ ¼  sm   1  e  ssr 

    bð5Þ

    where   sm   is the maximum bond strength, (MPa),   S r   and   b   are

    parameters based on curve-fitting of the experimental data. Param-eters S r  and b  were calibrated for each diameter of bar and temper-

    ature by the least-square method.

    The local bond–slip laws of the considered bars after thermal

    treatment have been determined via the BPE and the CMR models.

    The ascending branch is the most important branch because this

    branch gives the bond strength–slip of the bar below the ultimate

    load. A comparison of the ascending branch obtained from the ana-

    lytical curves with the modified BPE and CMR models, and the

    experimental results submitted to different temperatures are pre-

    sented in Figs. 9 and 10 respectively, for the diameter 8 and 16 mm

    after 8 months of ageing. Table 5 presents the mean values of a andb parameters for each temperature and each diameter of bar stud-

    ied and calibrated to the experimental phase after 4 and 8 months

    of ageing in dry environment. The CMR model appears to be themost reliable for all specimens; the ascending branch of the

    bond–slip law is well interpreted by the CMR model valid for

    06 s 6 sm.

    The average values obtained for the coefficient  a, from the firstbranch of the BPE model for reference (20 C) GFRP-Combars spec-

    imens is 0.089. It is noted that the average value found by Cosenza

    et al.  [22] for sand-coated bars is 0.067. No significant effect was

    detected after 8 months of ageing on the calibrated coefficient afor specimens submitted to temperature ranging from 20 C to

    80 C.

    For the CMR model and after 8 months of ageing, the coefficient

    b   calibrated to the experimental data for specimens after condi-

    tioning depends on the temperature  T . The coefficient  b , from the

    first branch of the CMR model increases as temperature increases,

    as shown in Fig. 11. The third degree polynomial equations b = f (T )

    for each diameter predicts this dependence on temperature as pre-

    sented by Eqs. (6) and (7). These equations are fit for temperature

    ranging from 20 C to 80 C with this particular kind of rebar and

    diameters used in this investigation

    Diameter 8 mm   :

    bðT Þ ¼ 0:0002T 3 þ 0:005T 2 0:0088T  þ 0:462   ð6Þ

    Diameter 16 mm   :

    bðT Þ ¼  0:0005T 3 þ 0:008T 2 0:0185T  þ 0:426   ð7Þ

    4. Conclusions

    The following conclusions are deduced from the experimental

    and analytical results:

    – For temperature up to 60 C applied for periods of 4 and

    8 months, the average bond strengths did not show any signifi-

    cant reduction.

    – For the 80 C temperature, the maximum reductions after

    8 months of ageing in dry environment were 10% and 14%,

    respectively for the 8 mm and 16 mm GFRP bars, compared to

    the reference results at 20 C.

    – No significant damages were observed on the interface GFRP

    rebars/concrete after 240 days of thermal loading in dry

    environment.

    – No significant effects were detected on the coefficient  a  of theBPE modified model submitted to temperature ranging from

    20 C to 80 C.

    – The bond strength decreases when the diameter increases

    (diameter effect).

    – The thermal effect on bond strength of GFRP Combar is less pro-

    nounced than that of GFRP V-Rod bar due to a lower CTE and

    higher elasticity modulus.

    – To predict the bond–stress slip behavior, the CMR model pro-

    vides better accuracy with the experimental results, than the

    BPE model.

    – The coefficient   b, from the first branch of the CMR model

    increases as temperature increases. This finding is fit for temper-

    ature ranging from 20 C to 80 C with this particular kind of rebar and diameters used in this investigation.

     Acknowledgments

    The authors would like to thank the manufacturer of the GFRP

    Combar (Schöck, Baden-Baden, Germany) for providing the GFRP

    bars. The opinion and analysis presented in this paper are those of 

    the authors.

    References

    [1] El-Salakawy E, Benmokrane B, Desgagné G. FRP composite bars for the

    concrete deck slab of Wotton Bridge. Can J Civ Eng 2003;30(5):861–70.[2] Huck Elbridge Jr A, Eitel AK. Preliminary performance observations for FRP

    reinforced concrete bridge deck. In: Rizkalla S, Nanni A, editors. Field

    applications of FRP reinforcement: case studies, SP-215. Farmington Hills

    (Mich.): ACI; 2003. p. 121–38.

    [3] Nanni A, Faza S. Designing and constructing with FRP bars: an emerging

    technology. Concr Int 2002;24(11):53–8.

    [4] Stone D, Nanni A, Myers J. Field and laboratory performance of FRP bridge

    decks. In: Figueiras J, Juvandes L, Furia R, editors. Proceedings, CCC, FRP

    composites in construction. Porto, Portugal; 2001. p. 701–06.

    [5] Bradberry TE. Concrete bridge decks reinforced with fiber reinforced polymer

    bars. In: Transportation research. Record 1770. Washington

    (DC): Transportation Research Board, National Research Council; 2001. p.

    94–104.

    [6] GangaRao HVS, Thippesway HK, Kumar SV, Franco JM. Design constructionand

    monitoring of the first FRP reinforced concrete bridge deck in the United

    States. In: Proceedings of the third international symposium (FRPRCS-3) on

    non-metallic (FRP) reinforcement for concrete structures, vol. 1. Sapporo,

     Japan: Japan Concrete Institute; 1997. p. 647–56.

    [7] Benmokrane B, Tighiouart B, Chaallal O. Bond strength and load distribution of composites GFRP reinforcing bars in concrete. ACI Mater J 1996:246–53.Fig. 11.  Temperature dependence of parameter beta after 8 months of ageing.

    492   R. Masmoudi et al. / Construction and Building Materials 25 (2011) 486–493

  • 8/19/2019 1-s2.0-S0950061810000152-main

    8/8

    [8] Masmoudi R, Zaidi A, Girard P. Transverse thermal expansion of FRP bars

    embedded in concrete. ACSE J Compos Constr 2005;9(5):377–87.

    [9] Katz A, Berman N, Bank L. Effect of cyclic loading and elevated temperature on

    the bond properties of FRP rebars. In: Benmokrane B, Rahman H, editors.

    Proceeding of the 1st international conference on the durability of composites

    for construction CDCC98. Sherbrooke, Canada; 1998. p. 403–13.

    [10] Katz A, Berman N, Bank LC. Effect of high temperature on bond strength of FRP

    rebars. ASCE J Compos Constr 1999;3(2):73–81.

    [11] Katz A, Berman N. Modelling theeffect of high temperature on thebond of FRP

    rebars to concrete. Cem Concr Compos 2000;22:433–43.

    [12] Nanni A, Bakis CE, Mathew JA. Acceleration of FRP bond degradation. In:Durability of fiber reinforced polymer (FRP) composites for construction;

    1998. p. 45–53.

    [13] Galati N, Nanni A, Dharani LR, Focacci F, Aiello MA. Thermal effects on bond

    between FRP rebars and concrete. J Compos, Part A 2006;37:30–6.

    [14] Schock Bauteil GmbH Combar. Design guideline for concrete structures

    reinforced with glass fiber reinforced polymer following the requirements of 

    DIN 1045-1and EC2 Issued, Germany; 2006. 26p.

    [15] Aboutaha R. Recommended design for the GFRP rebar Combar. Syracuse

    University, Department of Civil and Environmental Engineering. Technical

    report, sponsored by Schok Bauteile GmbH, USA; 2004.

    [16] ACI Committee 440. Guide test methods for fiber-reinforced polymers for

    reinforcing or strengthening concrete (ACI 440.3R-04). Farmington Hills

    (Mich.): American Concrete Institute; 2004. 40p.

    [17] Boyle HC, Karbhari VM. Investigation of bond behaviour between glass fiber

    composite reinforcements and concrete. Polym Plast Technol Eng

    1994;33(6):733–53.

    [18] Nanni A, Faza S. Designing and constructing with FRP bars: an emerging

    technology. Concr Int 2002;24(11):53–8.

    [19] Tighiouart B, Benmokrane B, Gao D. Investigation of bond in concrete member

    with fibre reinforced polymer bars. Constr Build Mater 1998;12(8):453–62.

    [20] Alvarez A, Zaidi A, Masmoudi R. Bond slip behaviour of FRPbars underlow andhigh temperature, experimental and theoretical studies. CDCC-2007; 2007. p.

    523–30.

    [21] Eligehausen R, Bertero V, Popov EP. Analytical model for concrete anchorages

    of reinforcing bars under generalized excitations. Report No. UCB/ERC 82/23.

    EERC, University of California, Berkeley, CA, USA; 1982.

    [22] Cosenza E, Manfredi G, Realfonzo R. Behaviour and modelling of bond of FRP

    rebars to concrete. J Compos Constr 1997;1(2):40–51.

    R. Masmoudi et al. / Construction and Building Materials 25 (2011) 486–493   493