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Fibre Reinforced Concrete

        Dispersion of the mechanical properties
                of FRC investigated by different
                                  bending tests



                                                 ir. Benoit PARMENTIER
                                                          ir. E. DE GROVE
  Prof. dr. ir. L. VANDEWALLE
        dr. ir. F. VAN RICKSTAL                       Laboratory Structures
Katholieke Universiteit_Leuven    Belgian Building Research Institute (BBRI)
1969
Océanographic Museum (Valencia, Spain)
           Architect : F. Candela




2001
50 kg/mÂł
6 cm
FRC production
in Belgium...    3%
The wrong
    questions




                « What is de fibres
    1           dosage corresponding to x%
                rebars ? »
The wrong
    questions



                « What is the

    2           flexural resistance
                of concrete with x kg/mÂł
                fibres ? »
The correct
     questions / concepts
              « What is the
      1       concrete compressive strength ? »


      2       « What is the application ? »


      3       « What kind of fibre ? »

      4       « Do you know a design method ? »

      5       « The workability issue »
for L=60mm and 30kg


   138 000
         fibres       in 1 mÂł
12 samples
20 kg/mÂł
same fibre




             X3
The FRC problem is...

      Variability
due to...




                        ...3D orientation
                                 location

                                of fibres
Is this

reliable ?
Variability
                     influencing factors...
1   Dosage


2   Fibre type


3   Testing method


4   Element geometry
FRC   Mechanical properties
        Load         in   bending

                                    Fibres dosage



          FR,1
          FR,4



                     0.5           3,5 Crack   opening
                 Serviceability   Ultimate
Influence of the

1   Testing method
FRC  Mechanical properties
in bending


                       4 tests methods
Test method
                                       Variability

Round Panel            4.3%

BEFIM HSC                     7.6%

BEFIM                          8.5%

Round Panel HSC                 8.8%

4Pt Bending test                       15.9%

4Pt Bending test HSC                        18.0%

EN 14651                                               22.1%

EN 14651 HSC                                                  23.7%


                                       Residual stress
                                       @2,15/5mm    30kg/mÂł
Influence of the

2   fibre type
Load
[kN]
                   (6) Fibre types
   35
                                       Variability
                              Type C 30 kg/m3
            C30/37            Type D 30 kg/m3
   30       30 kg/mÂł          Type E 30 kg/m3
                              Type F 30 kg/m3
   25
                              Type G 30 kg/m3
   20                         Type H 4.5 kg/m3
                              Type I 4,5 kg/m3
   15
   10
   5                                       x2
   0
        0      1         2        3         4

                    Mid-span Deflection [mm]
Load
[kN]
                   (6) Fibre types  Type C 30 kg/m3
  35
                                      Variability
                                    Type D 30 kg/m3
           C30/37
  30                                Type E 30 kg/m3
           30 kg/mÂł
  25                                Type F 30 kg/m3
                                    Type G 30 kg/m3
  20
                                    Type I 4.5 kg/m3
  15
  10
   5
   0
       0      10      20       30          40          50

                           Central Deflection [mm]
C–D–E–F–G–H-I

      In the following, these letters
      indicate different fibre types
Influence of the

3    Dosage
fr,1 [N/mmÂČ]

           8
           7
           6
           5
           4   X2
           3
           2
           1
           0
Some analytical relationships can predict the
residual / equivalent stress in FRC

Here is an example for Dramix RC 65/60 BN and equivalent
stress according to the RILEM recommandations :


       (                              )(
f eq , 2 = 0,0217. f cm − 0,000119. f cm . 0,133.W f − 0,000574.W f2
                                       2
                                                                             )

           Compressive resistance      Fibres dosage [kg/mÂł]

                                                Dupont (2003)
                                                Degrande & Deprez (2001)
                                                De Smedt & Wouters (2001)
                                                Brite Euram Project (2002)
Dosage
Coefficient of           Variability
Variation [%]
         60
         50                 FR,0.46
                            FR,3.00
         40
         30
         20      ~50%
         10
          0
Dosage
Coefficient of           Variability
Variation [%]
         60
                             FR,0.46
         50
                             FR,3.00
         40
         30
         20      ~50%
         10
          0
« Do we use the
 good tool ? »


Test parameter
    Vs.
          Design
Load                                      Influence of the
[kN]
   35
                                     D/C level
   30          Same post-crack strength
   25          @ 5mm deflection

   20
   15                              Different post-crack
                                   strength @ 40mm
   10
       5
       0
           0      10         20           30       40     50

                              Mid-span deflection [mm]
D/C level is the
Deflection or Cracking Level

(which are correlated in function of the structural element)
Residual /
Energy            Classification based on absolute Value
feq,2         C>G>F>D>E>I>H
feq,3         C>F>G>D>E>I>H
FR,0.46       C>F>G>E>D>I>H
 Reminder : letters indicate different fibre types
FR,3.00       C>D> I>F>H>E>G

 Performance            depends on
 D/C level
Residual /
Energy        Classification based on absolute Value
feq,2        C>G>F>D>E>I>H
feq,3        C>F>G>D>E>I>H
fR,1         C>F>G>E>D>I>H
fR,4         C>D> I>F>H>E>G

 Performance highly depends
 on D/C level
Energy           Classification based on absolute Value
W’ up to 5 mm    G>C>D>I >F>E>H
W’ up to 40 mm   I>D>C>H>F>G>E




Performance      depends on
D/C level
FRC
  classification
          So simple...?
Vs.
          Reliability
High thoughness
   Pf




        xk   xm
Residual
              Performance classification based on COV
stress
fR,1       I(14)<H(15) < ... < E(25)<F(26)
fR,4       H(16)<I(21) < ... < F(31)<E(32)



Variation ...increases
with D/C level


Variation ...depends
on fibre type
...we need a
plug’n play sytem !



               Correlations
                      &

               Interpolations
Test method
25                          Correlation
                                  TYPE C - 30kg/mÂł
                                  TYPE E - 30kg/mÂł
20       y = 1.87x - 3.3          TYPE F - 30kg/mÂł
         RÂČ = 0,99                LINEAR GLOBAL

15                                 TYPE C - 30kg/mÂł
                                   TYPE E - 30kg/mÂł
                                   TYPE F - 30kg/mÂł

10                                 LINEAR GLOBAL




5


0
     0     5           10    15                 20
Effect of dosage
                                                     Interpolation
                          RÂČ of dosage influence



     1.00                                              RÂČ (F)
                                                       RÂČ (F+G)
     0.95

     0.90


rÂČ   0.85

     0.80

     0.75

     0.70

     0.65

     0.60
            fR,0.46   fR,3.00                 feq2       feq3
The dosage
dilemna
fibres 38/50
                 100 kg/mÂł




Workability        Dosage
Cracking tendency
        &
 tensile creep ?

       use, for instance

Ring



Bone tests
BBRI - Lab. Structures
                         bp@bbri.be




Time to
cross over ?

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Fibre reinforced concrete

  • 1. Fibre Reinforced Concrete Dispersion of the mechanical properties of FRC investigated by different bending tests ir. Benoit PARMENTIER ir. E. DE GROVE Prof. dr. ir. L. VANDEWALLE dr. ir. F. VAN RICKSTAL Laboratory Structures Katholieke Universiteit_Leuven Belgian Building Research Institute (BBRI)
  • 3. OcĂ©anographic Museum (Valencia, Spain) Architect : F. Candela 2001 50 kg/mÂł 6 cm
  • 5.
  • 6. The wrong questions « What is de fibres 1 dosage corresponding to x% rebars ? »
  • 7. The wrong questions « What is the 2 flexural resistance of concrete with x kg/mÂł fibres ? »
  • 8. The correct questions / concepts « What is the 1 concrete compressive strength ? » 2 « What is the application ? » 3 « What kind of fibre ? » 4 « Do you know a design method ? » 5 « The workability issue »
  • 9. for L=60mm and 30kg 138 000 fibres in 1 mÂł
  • 11. The FRC problem is... Variability due to... ...3D orientation location of fibres
  • 13. Variability influencing factors... 1 Dosage 2 Fibre type 3 Testing method 4 Element geometry
  • 14. FRC Mechanical properties Load in bending Fibres dosage FR,1 FR,4 0.5 3,5 Crack opening Serviceability Ultimate
  • 15. Influence of the 1 Testing method
  • 16. FRC Mechanical properties in bending 4 tests methods
  • 17. Test method Variability Round Panel 4.3% BEFIM HSC 7.6% BEFIM 8.5% Round Panel HSC 8.8% 4Pt Bending test 15.9% 4Pt Bending test HSC 18.0% EN 14651 22.1% EN 14651 HSC 23.7% Residual stress @2,15/5mm 30kg/mÂł
  • 18. Influence of the 2 fibre type
  • 19. Load [kN] (6) Fibre types 35 Variability Type C 30 kg/m3 C30/37 Type D 30 kg/m3 30 30 kg/mÂł Type E 30 kg/m3 Type F 30 kg/m3 25 Type G 30 kg/m3 20 Type H 4.5 kg/m3 Type I 4,5 kg/m3 15 10 5 x2 0 0 1 2 3 4 Mid-span Deflection [mm]
  • 20. Load [kN] (6) Fibre types Type C 30 kg/m3 35 Variability Type D 30 kg/m3 C30/37 30 Type E 30 kg/m3 30 kg/mÂł 25 Type F 30 kg/m3 Type G 30 kg/m3 20 Type I 4.5 kg/m3 15 10 5 0 0 10 20 30 40 50 Central Deflection [mm]
  • 21. C–D–E–F–G–H-I In the following, these letters indicate different fibre types
  • 23. fr,1 [N/mmÂČ] 8 7 6 5 4 X2 3 2 1 0
  • 24. Some analytical relationships can predict the residual / equivalent stress in FRC Here is an example for Dramix RC 65/60 BN and equivalent stress according to the RILEM recommandations : ( )( f eq , 2 = 0,0217. f cm − 0,000119. f cm . 0,133.W f − 0,000574.W f2 2 ) Compressive resistance Fibres dosage [kg/mÂł] Dupont (2003) Degrande & Deprez (2001) De Smedt & Wouters (2001) Brite Euram Project (2002)
  • 25. Dosage Coefficient of Variability Variation [%] 60 50 FR,0.46 FR,3.00 40 30 20 ~50% 10 0
  • 26. Dosage Coefficient of Variability Variation [%] 60 FR,0.46 50 FR,3.00 40 30 20 ~50% 10 0
  • 27. « Do we use the good tool ? » Test parameter Vs. Design
  • 28. Load Influence of the [kN] 35 D/C level 30 Same post-crack strength 25 @ 5mm deflection 20 15 Different post-crack strength @ 40mm 10 5 0 0 10 20 30 40 50 Mid-span deflection [mm]
  • 29. D/C level is the Deflection or Cracking Level (which are correlated in function of the structural element)
  • 30. Residual / Energy Classification based on absolute Value feq,2 C>G>F>D>E>I>H feq,3 C>F>G>D>E>I>H FR,0.46 C>F>G>E>D>I>H Reminder : letters indicate different fibre types FR,3.00 C>D> I>F>H>E>G Performance depends on D/C level
  • 31. Residual / Energy Classification based on absolute Value feq,2 C>G>F>D>E>I>H feq,3 C>F>G>D>E>I>H fR,1 C>F>G>E>D>I>H fR,4 C>D> I>F>H>E>G Performance highly depends on D/C level
  • 32. Energy Classification based on absolute Value W’ up to 5 mm G>C>D>I >F>E>H W’ up to 40 mm I>D>C>H>F>G>E Performance depends on D/C level
  • 33. FRC classification So simple...?
  • 34. Vs. Reliability High thoughness Pf xk xm
  • 35. Residual Performance classification based on COV stress fR,1 I(14)<H(15) < ... < E(25)<F(26) fR,4 H(16)<I(21) < ... < F(31)<E(32) Variation ...increases with D/C level Variation ...depends on fibre type
  • 36. ...we need a plug’n play sytem ! Correlations & Interpolations
  • 37. Test method 25 Correlation TYPE C - 30kg/mÂł TYPE E - 30kg/mÂł 20 y = 1.87x - 3.3 TYPE F - 30kg/mÂł RÂČ = 0,99 LINEAR GLOBAL 15 TYPE C - 30kg/mÂł TYPE E - 30kg/mÂł TYPE F - 30kg/mÂł 10 LINEAR GLOBAL 5 0 0 5 10 15 20
  • 38. Effect of dosage Interpolation RÂČ of dosage influence 1.00 RÂČ (F) RÂČ (F+G) 0.95 0.90 rÂČ 0.85 0.80 0.75 0.70 0.65 0.60 fR,0.46 fR,3.00 feq2 feq3
  • 40.
  • 41. fibres 38/50 100 kg/mÂł Workability Dosage
  • 42. Cracking tendency & tensile creep ? use, for instance

  • 44. BBRI - Lab. Structures bp@bbri.be Time to cross over ?