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Challenge the future
Delft
University of
Technology
Proposed stop criteria for proof load
testing of concrete bridges and verification
Eva Lantsoght, Cor van der Veen, Dick Hordijk
2
Overview
• Introduction to proof load testing
• Proposed of stop criteria
• Overview
• Theoretical bases
• Verification
• Proof load tests
• Failure tests
• Summary & Conclusions Slab shear experiments, TU Delft
3
Why load testing?
Bridges from 60s and 70s
The Hague in 1959
Increased live loads
common heavy and long truck (600 kN)
End of service life + larger loads
4
Proof load testing
• Target load
• Stop criteria:
• No further loading
• Failure near
• Irreversible damage near
• Bending moment AND shear?
MSc Thesis W. Vos
5
Existing Guidelines for proof loading
• DAfStB Richtlinie
• Stop criteria
• Concrete strain
• Steel strain
• Crack width and residual
• Residual deflection
• Flexure
• Buildings
• Strain: arbitrary limit
• Crack width: durability
6
Existing Guidelines for proof loading
• ACI 437.2M-13
• Stop criteria:
• Residual deflection
• Permanency ratio
• Deviation from Linearity
Index
• For prescribed loading
protocol
7
Proposed stop criteria (1)
8
Proposed stop criteria (2)
• Bending moment & shear
• Cracked & Uncracked
• w ≥ 0,05 mm
• Quant & qual
• ΔEI ≤ 25%
• Deflection profiles
• Load-deflection graph
9
Proposed stop criteria – Bending
moment
• εstop ~ 0.65fy
• wstop ~ 0.65fy
, ,max 0c c bot c stop     
2
2
0.65
2
2
ym perm
stop fr c
s
f f s
w d
E

  
  
 
10
Proposed stop criteria – Shear
• εstop : 800με or limit CSDT
(K. Benitez)
• wstop: % of wai: aggregate
interlock lower than inclined
cracking load
Aggregate interlock across crack
11
Pilot proof load tests
• Vlijmen-Oost (with BELFA)
• effect of ASR
• Halvemaans Bridge
• flexure-critical
• Zijlweg
• effect of ASR
• De Beek
• flexure-critical
• insufficient reinforcement
Halvemaans Bridge
12
Failure tests
• Ruytenschildt Bridge
• tested to failure in 2 spans
• Beams
• from Ruytenschildt Bridge
• cast in lab (plain bars)
Ruytenschildt Bridge with loading in span 2
13
Verification – field tests (1)
• Field tests
• heavily instrumented
• no structural distress
• Stop criteria should not be
exceeded
Viaduct De Beek
14
Verification – field tests (2)
Test ε w S LD TD
Vlijmen - bending >Fmax >Fmax >Fmax >Fmax --
Vlijmen – shear >Fmax >Fmax >Fmax >Fmax --
Halvemaans Bridge >Fmax >Fmax >Fmax Fmax >Fmax
Zijlweg – bending >Fmax >Fmax >Fmax >Fmax >Fmax
Zijlweg – shear >Fmax >Fmax >Fmax >Fmax >Fmax
De Beek – bending >Fmax >Fmax >Fmax >Fmax >Fmax
De Beek – shear >Fmax Fmax >Fmax >Fmax >Fmax
15
Verification – failure tests (1)
• Margin of safety
• Need cyclic loading
• Ruytenschildt:
• span 1: no failure
• span 2: pier settlement
• Results:
• 46% - 56% of Fmax in experiments
• 62% - 65% for RSBridge Failure of P804A2
16
Verification – failure tests (2)
Test Case ε w S LD TD
RB
Span 1
B + C >Fmax >Fmax 63% 62% 62%
RB
Span 2
B + C 85% 93% 79% 65% 65%
ε w S HD VD
RSB01F B + UC 53% 53% 28% - 99%‡ 54% 54%
RSB02A B + UC 46% 53% >Fmax 47% 47%
RSB02B B + UC 62% 64% 42% - Fmax 54% 54%
RSB03F B + UC 60% 62% 40% 56% 56%
RSB03A S + UC 83% 81% 55% NA 55%
P804A1 B + UC 52% 56% 58% 58% 77%
P804A2 S + C 52% 65% >Fmax 87% >Fmax
P804B S + UC 57% 88% 89% 56% 56%
P502A2 B + C 81% 52% Fmax 83% 83%
17
Summary & Conclusions
• Proof load =direct assessment
• Proposal stop criteria ~ Theory
• Flexural theory
• CSDT
• Verification of criteria
• Field test: not exceeded: OK
• Failure tests: margin of safety
• But: more shear tests (+ on slabs)
necessary for validation
18
Contact:
Eva Lantsoght
E.O.L.Lantsoght@tudelft.nl // elantsoght@usfq.edu.ec
+31(0)152787449

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Proposed stop criteria for proof load testing of concrete bridges and verification

  • 1. Challenge the future Delft University of Technology Proposed stop criteria for proof load testing of concrete bridges and verification Eva Lantsoght, Cor van der Veen, Dick Hordijk
  • 2. 2 Overview • Introduction to proof load testing • Proposed of stop criteria • Overview • Theoretical bases • Verification • Proof load tests • Failure tests • Summary & Conclusions Slab shear experiments, TU Delft
  • 3. 3 Why load testing? Bridges from 60s and 70s The Hague in 1959 Increased live loads common heavy and long truck (600 kN) End of service life + larger loads
  • 4. 4 Proof load testing • Target load • Stop criteria: • No further loading • Failure near • Irreversible damage near • Bending moment AND shear? MSc Thesis W. Vos
  • 5. 5 Existing Guidelines for proof loading • DAfStB Richtlinie • Stop criteria • Concrete strain • Steel strain • Crack width and residual • Residual deflection • Flexure • Buildings • Strain: arbitrary limit • Crack width: durability
  • 6. 6 Existing Guidelines for proof loading • ACI 437.2M-13 • Stop criteria: • Residual deflection • Permanency ratio • Deviation from Linearity Index • For prescribed loading protocol
  • 8. 8 Proposed stop criteria (2) • Bending moment & shear • Cracked & Uncracked • w ≥ 0,05 mm • Quant & qual • ΔEI ≤ 25% • Deflection profiles • Load-deflection graph
  • 9. 9 Proposed stop criteria – Bending moment • εstop ~ 0.65fy • wstop ~ 0.65fy , ,max 0c c bot c stop      2 2 0.65 2 2 ym perm stop fr c s f f s w d E         
  • 10. 10 Proposed stop criteria – Shear • εstop : 800με or limit CSDT (K. Benitez) • wstop: % of wai: aggregate interlock lower than inclined cracking load Aggregate interlock across crack
  • 11. 11 Pilot proof load tests • Vlijmen-Oost (with BELFA) • effect of ASR • Halvemaans Bridge • flexure-critical • Zijlweg • effect of ASR • De Beek • flexure-critical • insufficient reinforcement Halvemaans Bridge
  • 12. 12 Failure tests • Ruytenschildt Bridge • tested to failure in 2 spans • Beams • from Ruytenschildt Bridge • cast in lab (plain bars) Ruytenschildt Bridge with loading in span 2
  • 13. 13 Verification – field tests (1) • Field tests • heavily instrumented • no structural distress • Stop criteria should not be exceeded Viaduct De Beek
  • 14. 14 Verification – field tests (2) Test ε w S LD TD Vlijmen - bending >Fmax >Fmax >Fmax >Fmax -- Vlijmen – shear >Fmax >Fmax >Fmax >Fmax -- Halvemaans Bridge >Fmax >Fmax >Fmax Fmax >Fmax Zijlweg – bending >Fmax >Fmax >Fmax >Fmax >Fmax Zijlweg – shear >Fmax >Fmax >Fmax >Fmax >Fmax De Beek – bending >Fmax >Fmax >Fmax >Fmax >Fmax De Beek – shear >Fmax Fmax >Fmax >Fmax >Fmax
  • 15. 15 Verification – failure tests (1) • Margin of safety • Need cyclic loading • Ruytenschildt: • span 1: no failure • span 2: pier settlement • Results: • 46% - 56% of Fmax in experiments • 62% - 65% for RSBridge Failure of P804A2
  • 16. 16 Verification – failure tests (2) Test Case ε w S LD TD RB Span 1 B + C >Fmax >Fmax 63% 62% 62% RB Span 2 B + C 85% 93% 79% 65% 65% ε w S HD VD RSB01F B + UC 53% 53% 28% - 99%‡ 54% 54% RSB02A B + UC 46% 53% >Fmax 47% 47% RSB02B B + UC 62% 64% 42% - Fmax 54% 54% RSB03F B + UC 60% 62% 40% 56% 56% RSB03A S + UC 83% 81% 55% NA 55% P804A1 B + UC 52% 56% 58% 58% 77% P804A2 S + C 52% 65% >Fmax 87% >Fmax P804B S + UC 57% 88% 89% 56% 56% P502A2 B + C 81% 52% Fmax 83% 83%
  • 17. 17 Summary & Conclusions • Proof load =direct assessment • Proposal stop criteria ~ Theory • Flexural theory • CSDT • Verification of criteria • Field test: not exceeded: OK • Failure tests: margin of safety • But: more shear tests (+ on slabs) necessary for validation
  • 18. 18 Contact: Eva Lantsoght E.O.L.Lantsoght@tudelft.nl // elantsoght@usfq.edu.ec +31(0)152787449