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XXIV NCR Symposium 2022-08-16—19, Stockholm
Uniaxial tensile test method for cylindrical concrete cores
from existing structures
1 (20)
Jonny Rasoul Lennart
Nilimaa Nilforoush Elfgren
1 (20)
Contents
• Background
• Tests on Kiruna Bridge
• Test results. Evaluation of fib recommendation
• Stresses parallel to crack
• Conclusions
2 (20)
Background 3 (20)
Load controll – Brittle Deformation controll - Softening 3-point bend test
GF A = W0 = Energy [NM] → GF = Fracture Energy [Nm/m2]
Brittleness and size effect
lch = fct
2/EGF = characteristic length
The brittleness decreases when the fracture energy increases
Size effect: Large structures are more brittle than small ones
4 (20)
Built 1959, Tested 2014, Length 121,5 m
Concrete 40 MPa, Tests 62,3 MPa, Reinforcement 400, 600 MPa
Prestress BBRV 1450/1700 MPa
Example -Kiruna Bridge – Test to failure
5 (20)
6
Sensitivity study of FEM Model
The value of GF
chosen in FEM
models has a big
impact on results
Bagge, Niklas (2017) PhD Thesis
Prestress
Strengthening
Boundary Conditions
Elaticity
Poisson’s ratio
Tensile strength
Compressive strength
Fracture Energy
Fixed to rotation crack
Crack band width
Tension stiffening
Aggregate size
Shear stiffness reduction
Compression strength red.
7
Test Set-up
8
Test Results
9 (20)
Crack-Opening Displacement
More test results
10 (20)
s-w -diagrams
Exponential curve proposed by Arne Hillerborg (1989)
11
Apleberger-Elfgren (2000) High Performance Concrete Structures,
Design Examples, Svensk Byggtjänst, 157 pp
12 (20)
GF versus fc
GF versus fspl
Apleberger-Elfgren (2000) High Performance Concrete Structures, Design
Examples, Svensk Byggtjänst, 157 pp
13
Code proposals
𝐺𝐹 = ∝𝐹
𝑓𝑐
𝑓𝑐0
0.7
aF = 20 for dmax = 8 mm
30 for dmax = 16 mm
50 for dmax = 32 mm
GF = 73·fc
0.18
CEB-FIB MC 1990
fib MC 2010, 2020
14 (20)
Old Concrete
References
Old concrete
fc ft GF,Test GF,MC GF,Test / GF,MC
MPa MPa N/m N/m -
Nilforoush
[2020]
Column 61.8 (11%) 2.75 (29%) 155.3 (19%) 153.4 1.01
Girder 56.4 (19%) 3.34 (16%) 166 (43%) 150.9 1.10
Slab 71.6 (3%) 3.7 (16%) 152.1 (23%) 157.5 0.97
SB Övik [2007] 68.5 (8%) 2.2 (23%) 154 (53%) 156.2 0.99
Thun [2006] Old 72.6 (6%) 3 (12%) 159.9 (32%) 157.9 1.01
15 (20)
New Concrete
References
New concrete
fc ft GF,Test GF,MC GF,Test / GF,MC
MPa MPa N/m N/m -
Nilforoush
[2020]
H100/10 66.3 (3%) 5,55 (4%) 140.6 153.4 0.91
H100/15 130.7 (21%) 0.84
H200/10 128.3 (19) 0.83
H200/15 137 (20%) 0.88
Thun [2006] New 72.2 (3%) 3 (7%) 116.5 (15%) 157.7 0.74
Gabrielsson
[1999]
C15A 130 (2%) 4.4 (5%) 207 (34%) 175.3 1.18
C21A 185 (2%) 6.07 (16%) 237 (19%) 186.8 1.27
Noghabai
[1998]
4 114.2 (2%) 5.1 (5%) 217 (6%) 171.3 1.27
7 121.6 (3%) 5.01(14%) 216 (28%) 173.2 1.25
15 113.4 (3%) 4.15 (16%) 159 (25%) 171.2 0.93
20 98.7 (2%) 3.77 (5%) 127 (20%) 168.8 0.76
27 65.1 (4%) 4.48 (13%) 170 (9%) 154.8 1.10 16
17
3
Stresses parallel crack – Gap-test by Bazant et al.
Nguyen, Pathirage, Rezaei, Isha, Cusatis & Bažant (2020). New perspective of fracture mechanics inspired by gap test
with crack-parallel compression, PNAS (Proc Nat Acad Science), 117 (25), - doi: 10.1073/pnas.2005646117
18 (20)
Conclusions
• For old Swedish concretes (30 – 50 years) GF ≈ 73·fc
0.18
fib Model Code 2010/2020. Covariances from 19 to 53%.
• For new concretes (ages up to a few months) variations are larger,
especially for high strength concretes with compression strengths fc > 80
MPa.
• Results are from uniaxial tests on drilled out cores. Beams in three-point
bending are simpler to test. However, beams are complicated to saw out
from existing structures, so here drilled out cores are preferable.
• The influence of stresses parallel to crack ought to be studied
19 (20)
Acknowledgements
Many thanks for your kind attention
Jonny.Nilimaa@ltu.se
Rasoul.Nilforoush@ltu.se
Lennart.Elfgren@ltu.se
20 (20)
Swedish Universities of the Built
Environment
(LTH, KTH, Chalmers, LTU, RISE)

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D2 (A6) Lennart Elfgren - Uniaxial tensile test method for cylindrical concrete cores from existing structures.pptx

  • 1. XXIV NCR Symposium 2022-08-16—19, Stockholm Uniaxial tensile test method for cylindrical concrete cores from existing structures 1 (20) Jonny Rasoul Lennart Nilimaa Nilforoush Elfgren 1 (20)
  • 2. Contents • Background • Tests on Kiruna Bridge • Test results. Evaluation of fib recommendation • Stresses parallel to crack • Conclusions 2 (20)
  • 3. Background 3 (20) Load controll – Brittle Deformation controll - Softening 3-point bend test GF A = W0 = Energy [NM] → GF = Fracture Energy [Nm/m2]
  • 4. Brittleness and size effect lch = fct 2/EGF = characteristic length The brittleness decreases when the fracture energy increases Size effect: Large structures are more brittle than small ones 4 (20)
  • 5. Built 1959, Tested 2014, Length 121,5 m Concrete 40 MPa, Tests 62,3 MPa, Reinforcement 400, 600 MPa Prestress BBRV 1450/1700 MPa Example -Kiruna Bridge – Test to failure 5 (20)
  • 6. 6
  • 7. Sensitivity study of FEM Model The value of GF chosen in FEM models has a big impact on results Bagge, Niklas (2017) PhD Thesis Prestress Strengthening Boundary Conditions Elaticity Poisson’s ratio Tensile strength Compressive strength Fracture Energy Fixed to rotation crack Crack band width Tension stiffening Aggregate size Shear stiffness reduction Compression strength red. 7
  • 11. s-w -diagrams Exponential curve proposed by Arne Hillerborg (1989) 11
  • 12. Apleberger-Elfgren (2000) High Performance Concrete Structures, Design Examples, Svensk Byggtjänst, 157 pp 12 (20) GF versus fc
  • 13. GF versus fspl Apleberger-Elfgren (2000) High Performance Concrete Structures, Design Examples, Svensk Byggtjänst, 157 pp 13
  • 14. Code proposals 𝐺𝐹 = ∝𝐹 𝑓𝑐 𝑓𝑐0 0.7 aF = 20 for dmax = 8 mm 30 for dmax = 16 mm 50 for dmax = 32 mm GF = 73·fc 0.18 CEB-FIB MC 1990 fib MC 2010, 2020 14 (20)
  • 15. Old Concrete References Old concrete fc ft GF,Test GF,MC GF,Test / GF,MC MPa MPa N/m N/m - Nilforoush [2020] Column 61.8 (11%) 2.75 (29%) 155.3 (19%) 153.4 1.01 Girder 56.4 (19%) 3.34 (16%) 166 (43%) 150.9 1.10 Slab 71.6 (3%) 3.7 (16%) 152.1 (23%) 157.5 0.97 SB Övik [2007] 68.5 (8%) 2.2 (23%) 154 (53%) 156.2 0.99 Thun [2006] Old 72.6 (6%) 3 (12%) 159.9 (32%) 157.9 1.01 15 (20)
  • 16. New Concrete References New concrete fc ft GF,Test GF,MC GF,Test / GF,MC MPa MPa N/m N/m - Nilforoush [2020] H100/10 66.3 (3%) 5,55 (4%) 140.6 153.4 0.91 H100/15 130.7 (21%) 0.84 H200/10 128.3 (19) 0.83 H200/15 137 (20%) 0.88 Thun [2006] New 72.2 (3%) 3 (7%) 116.5 (15%) 157.7 0.74 Gabrielsson [1999] C15A 130 (2%) 4.4 (5%) 207 (34%) 175.3 1.18 C21A 185 (2%) 6.07 (16%) 237 (19%) 186.8 1.27 Noghabai [1998] 4 114.2 (2%) 5.1 (5%) 217 (6%) 171.3 1.27 7 121.6 (3%) 5.01(14%) 216 (28%) 173.2 1.25 15 113.4 (3%) 4.15 (16%) 159 (25%) 171.2 0.93 20 98.7 (2%) 3.77 (5%) 127 (20%) 168.8 0.76 27 65.1 (4%) 4.48 (13%) 170 (9%) 154.8 1.10 16
  • 17. 17 3 Stresses parallel crack – Gap-test by Bazant et al. Nguyen, Pathirage, Rezaei, Isha, Cusatis & Bažant (2020). New perspective of fracture mechanics inspired by gap test with crack-parallel compression, PNAS (Proc Nat Acad Science), 117 (25), - doi: 10.1073/pnas.2005646117
  • 19. Conclusions • For old Swedish concretes (30 – 50 years) GF ≈ 73·fc 0.18 fib Model Code 2010/2020. Covariances from 19 to 53%. • For new concretes (ages up to a few months) variations are larger, especially for high strength concretes with compression strengths fc > 80 MPa. • Results are from uniaxial tests on drilled out cores. Beams in three-point bending are simpler to test. However, beams are complicated to saw out from existing structures, so here drilled out cores are preferable. • The influence of stresses parallel to crack ought to be studied 19 (20)
  • 20. Acknowledgements Many thanks for your kind attention Jonny.Nilimaa@ltu.se Rasoul.Nilforoush@ltu.se Lennart.Elfgren@ltu.se 20 (20) Swedish Universities of the Built Environment (LTH, KTH, Chalmers, LTU, RISE)