Axa Assurance Maroc - Insurer Innovation Award 2024
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)
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/m³
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 »
19. Load
[kN]
(6) Fibre types
35
Variability
Type C 30 kg/m3
C30/37 Type D 30 kg/m3
30 30 kg/m³ 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/m³
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
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/m³]
Dupont (2003)
Degrande & Deprez (2001)
De Smedt & Wouters (2001)
Brite Euram Project (2002)
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
37. Test method
25 Correlation
TYPE C - 30kg/m³
TYPE E - 30kg/m³
20 y = 1.87x - 3.3 TYPE F - 30kg/m³
R² = 0,99 LINEAR GLOBAL
15 TYPE C - 30kg/m³
TYPE E - 30kg/m³
TYPE F - 30kg/m³
10 LINEAR GLOBAL
5
0
0 5 10 15 20