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1. Ashland Bridge Rehabilitation Using Advanced Composite Materials Matt Swinehart
August 7, 2002
Advisor: Michael Chajes
2. Overview Introduction
Background
Methods
Results
Conclusions
Future research
3. Introduction Ashland Bridge Ashland Bridge carries SR 82 over Red Clay Creek
Floor beams and concrete deck are suspected of deterioration
Solution: CFRP plates and replacement of deck
4. Introduction Location of Bridge
5. Introduction Fibers are strong when pulled along the fiber direction
The matrix in a fiber reinforced polymer gives the material strength in any direction
6. Introduction
7. Background University of Delaware
Trent Miller Rehabilitation of steel bridge girders using advanced composites
Todd West Enhancement to the bond between advanced composite materials and steel for bridge rehabilitation
Chajes, et. al Full-scale deck replacement
8. Methods Bridge load test conducted on June 13
Analysis of peak strain values, impact factor, effective width of floor beams, percent fixity, prediction of change in stress after rehabilitation, inservice monitoring, and natural frequency
9. Methods
10. Methods - Passes Six passes with four different routes and two different truck speeds (semi-static and dynamic)
11. Methods Truck Specifications
12. Results Peak Strain Values Largest strain from a single truck pass experienced by
Through girder = 96.98 e
Floor beam = 169.5 e - when the back axle is directly above
Overall: minimal strains
13. Comparison with DelDOT model Simple analytical model vs. experimental data
Using DelDOTs model with our truck specifications - maximum floor beam stress = 11.9 ksi
Largest stress during load test = 6.6 ksi
Possible reasons for differences: incorrect effective width calculation or inherent inaccuracies of theoretical model
14. Results - Composite vs. Non-composite Composite action between the deck and beam are evident from graphs from load test
15. Results Composite vs. Non-composite (cont.) Neutral axis of composite is about 24 inches from the bottom of the steel flange
16. Results - Impact Factor Dynamic loading of the bridge causes an increase in stress:
8% for the through girder
5% for the floor beams
Formula:
17. Results - Percent Fixity Percent fixity =
Overall percent fixity values for floor beams are relatively low (range from 1-3.5)
Percent fixity values can range from 0 to 100
Can consider the floor beams to not be fixed
Model as simply supported
18. Results - Predictions of Change in Stress
Method of transformed sections steel and concrete modeled as steel
Change in stress is less than expected at 2%
Possible reason: composite action already present
19. Results In-service Monitoring Installed by Degang Li, University of Delaware
June 17 - June 22, 2002, normal traffic
Trigger strain of 25 e
Bridge experiences very few heavy truck loads
Largest strain = 130 e
20. Results In-service Monitoring Peak Values Peak value was 130 e
21. Results In-service Monitoring Frequency Infrequent high strains
22. Results - Natural Frequency Perception of safety
The lower damping shows that the through girders vibrate longer
Frequency = 3.4 cycles/second
Percent Damping around 1%
Energy decays slowly
23. Conclusions There probably is no immediate need for bridge rehabilitation based on the load test
Field testing yields more accurate assessments of a bridges capacity than simple analytical models
24. Conclusions (cont.) Current condition of bridge (before rehab.):
Concrete deck and floor beams act as a composite might explain lower than expected stress
Experiences little heavy truck traffic
Experiences minimal strains/stresses
Energy in the bridge is dissipated slowly
25. Conclusions (cont.) Projected change in stress after rehab. due to bonding of CFRP plates: 2% decrease
Change in stress means retrofit increases stiffness of floor beams
Decrease is smaller than expected, possibly because already acting compositely
26. Future Research Post-rehabilitation test on bridge to determine actual effects of CFRP retrofit
Long-term durability of CFRP retrofits
Long-term monitoring of rehabilitated structures
Effects of concurrent environmental factors and fatigue
Accurate analysis of effective width (How do you get it