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AHSANULLAH UNIVERSITY OF SCIENCE
AND TECHNOLOGY
 COURSE NO : CE 450
 COURSE TITLE : PROJECT AND THESIS
2
SUPERVISED BY:
Ms. SABREENA NASRIN
ASSISTANT PROFESSOR
DEPARTMENT OF CIVIL ENGINEERING
AHSANULLAH UNIVERSITY OF SCIENCE AND TECHNOLOGY
PRESENTED BY:
Faizah Ahsan Reza (11.01.03.009)
Wasi Uddin Ahmed (11.01.03.129)
Nusrat Khanum Zinia (11.01.03.157)
3
THESIS TOPIC:
NUMERICAL SIMULATION OF CIRCULAR HOLLOW STEEL
COLUMNS CONFINED WITH FIBER REINFORCED POLYMER
UNDER AXIAL COMPRESSION
PROGRESS OF THIS PRESENTATION
4
INTRODUCTION
LITERATURE REVIEW
FINITE ELEMENT MODELING
PERFORMANCE OF MODEL
CONCLUSION &
RECOMMENDATION
5
INTRODUCTION
Why Steel Structure
is Preferred High Strength
Light Weight
Durable and Sustainable
Less Construction Period
Cost Effective
Easy to Replace
Easy to Retrofit
Scope of Further Extension
INTRODUCTION
Seismic Effect
Environmental Corrosion
Fatigue Failure
Major Concerns of Steel
Structures
Necessary Attempts :
o Innovation of Smart Techniques
o Easy Installation Process
o Long Lasting Materials
o High Performance Solution
Selection of
FRP
Laminates
6
INTRODUCTION
 Easily Adjustable with Steel
 Effective in Restoring the Lost Capacity of a
Damaged Steel Section
 Strengthen the Steel Section
 Reduce the Probability of Crack Propagation
 Extend Fatigue Life
Why FRP is Chosen
Corroded Steel Column Laminating with FRP
7
INTRODUCTION
8
Objective
 To Develop a 3D Finite Element Model of a
Steel Column Confined with FRP Laminates
for Prediction of Compressive Behavior.
 To Validate the Numerical Results.
 To Find out the Effect of Different Parameters
like Slenderness Ratio.
Fiber Reinforced Polymer or Plastic
9
INTRODUCTION
CFRP GFRP
AFRP
Types of FRP
LITERATURE REVIEW
10
Column Strengthening with FRP
 The effective concept of constructing structure is to
implement strong column and weak beam. Application of
FRP laminates on steel column increases the ultimate
strength and improve the buckling effect.
 As a way of strengthening of steel column, repair of
corroded steel column, rehabilitation of fatigue damaged
steel structure, FRPs provide the increase in elastic
stiffness from 10 to 37 percent (Sarker et al 2006).
 Fatigue life of steel structure can also be extended by
using epoxy bonded FRP sheets and laminates.
FINITE ELEMENT MODELING
11
Models Name Bare
Steel
Tube
Bare Steel
Tube with 1
ply FRP
Laminates
Bare Steel
Tube with 2
ply FRP
Laminates
Bare Steel
Tube with 3
ply FRP
Laminates
Outer Diameter(mm) 165 165 165 165
Length (mm) 450 450 450 450
Tube Thickness(mm) 4.2 4.2 4.2 4.2
FRP Thickness(mm) N/A 0.17 0.34 0.51
Dimensions of Simulated Model (Teng & Hu)
12
FINITE ELEMENT MODELING
Geometric Modeling of Bare Steel Column
C3D8R Solid Element
3D Mesh View of Solid Element
13
Geometric Modeling of FRP
S4R Shell Element
3D Mesh View of Shell Element
FINITE ELEMENT MODELING
Material Properties (Teng & Hu)
Property Values
Modulus of Elasticity 201 GPa
Yield Stress 333.6 MPa
Ultimate Strength 370 MPa
Elongation after fracture 0.347
14
Steel
Property Values
Thickness (per ply) 0.17 mm
Modulus of Elasticity 80.1 GPa
Tensile Strength 1825.5 MPa
Ultimate Tensile Strain 0.0228
FRP
FINITE ELEMENT MODELING
FINITE ELEMENT MODELING
Material Properties`
Steel
FRP Laminate
Stress
Strain
15
16
FINITE ELEMENT MODELING
Contact Surface
FRP will be used to retrofit the steel tube,
so a contact modeling will be needed. So
for this face to face contact surface was
created. The displacement portion is
created to Rigid Body.
Boundary Condition
Solution Strategy:
1. Newton-Raphson Method
2. Arc-Length Method
Displacement
Fixed
FINITE ELEMENT MODELING
17
PERFORMENCE OF MODEL
18
Combined Graph for Bare Steel Model
19
PERFORMENCE OF MODEL
Combined Graph for Bare Steel Model Laminated with 1 Ply FRP
20
PERFORMENCE OF MODEL
Combined Graph for Bare Steel Model Laminated with 2 Plies FRP
PERFORMENCE OF MODEL
21
Combined Graph for Bare Steel Model Laminated with 3 Plies FRP
PERFORMENCE OF MODEL
22
Combined Graph of All Models from Numerical Analysis
23
Serial No Model Type Ultimate
Strength(KN)
Ultimate
Displacement(mm)
1 Steel Bare Model 698.844 6.00
2 Steel 1 Ply Model 799.774 15.00
3 Steel 2 Ply Model 820.517 15.00
4 Steel 3 Ply Model 830.517 15.00
Serial No FRP Ply Thickness
(mm)
Strength Ratio (fup/fub) Percentage of Strength
Gain
1 0.17 1.144 14.44%
2 0.34 1.174 17.41%
3 0.51 1.188 18.84%
PERFORMENCE OF MODEL
Gain in Strength
24
Strength Ratio of Different FRP ply Thickness
PERFORMENCE OF MODEL
25
SL
No.
Length
(mm)
Radius
(mm)
Slenderness
Ratio (L/rg)
Ultimate
Strength
(KN)
Ultimate
Displaceme
nt (mm)
Strength
Ratio
(fup/fub)
1 450 225 4.00 1992.290 0.756 1.01523873
2 450 82.5 10.90 799.774 15.00 1.14438735
3 450 45 20.00 381.517 3.875 1.03013134
Strength Ratio of Different
FRP ply Thickness
PERFORMENCE OF MODEL
26
Parametric Study on Different Types of Strength Ratio with respect to
Different Types of Slenderness Ratio
PERFORMENCE OF MODEL
27
Summary
The performance of finite element model in predicting the behavior of a variety
of FRP confined concrete columns under concentric loading in summarized as
follows
 The FE model developed in the study was observed to predict the
experimental peak quite accurately.
 The Static Riks solution strategy used in the finite element models made it
possible to trace the full behavior of confined columns without any
numerical difficulties.
 The interaction between the steel surface and FRP surface is successfully
modeled using contact pair algorithm.
PERFORMENCE OF MODEL
CONCLUSION
 A 3D Finite Element Model is developed to
investigate the axial compression behavior of FRP
confined steel column.
 The study is done by comparing the Stress vs. Strain
curves between numerical & experimental data.
 Parametric study is done to observe the variation of
strengths between bare and single ply FRP confined
models.
28
RECOMMENDATIONS
29
 Geometric imperfection was not included in the numerical simulation, so
it could have been better if geometric imperfection was provided.
 Softening Branch was created in the plastic zone of 4 models because
inward stress was greater than the outward one & also for experimental
setup.
 It was difficult to implement the overlapping the FRP part on the steel
body & so the desired result could not be found.
30
 The parametric study was performed only for Slenderness Ratio (L/rg) in
only 1 ply condition. The study can also be done for varying thickness of
FRP and square hollow columns.
 Other parametric study like Overall Column Slenderness Ratio (L/d),
Load Eccentricity Ratio (e/d), Flange Plate Slenderness Ratio (b/t), Link
Spacing to Depth Ratio (s/d) etc can be done to see different changes of
strengthening.
 It can be a good recommendation in Seismic Retrofitting, Fatigue Failure
& Corrosion Resistance.
RECOMMENDATIONS
REFERENCES
 ABAQUS Analysis User’s Manual, v6.10.
 http://www.build-on-prince.com/aramid-
fibers.html#sthash.j80PxNy8.dpbs
 http://www.fassmer.de/wind-power/technologies/materials/cfrp/
 http://www.fassmer.de/wind-power/technologies/materials/gfrp/
 Teng * J.G., Y.M. Hu “www.pipemedic.com_pdfs_behaviour-of-FRP-
jacketed-circular-steel-tubes-and-cylindrical-shells-under-axial
compression”, 2006, Construction and Building Materials 21 (2007)
827–838.
 Sarker P., Mahbuba Begum and Sabreena Nasrin, “Fiber reinforced
polymers for structural retrofitting: A review, Journal of Civil
Engineering (IEB), 39 (1) (2011) 49-57.
31
32
Questions & Answers
Session
33

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Thesis presentation

  • 1. 1
  • 2. AHSANULLAH UNIVERSITY OF SCIENCE AND TECHNOLOGY  COURSE NO : CE 450  COURSE TITLE : PROJECT AND THESIS 2
  • 3. SUPERVISED BY: Ms. SABREENA NASRIN ASSISTANT PROFESSOR DEPARTMENT OF CIVIL ENGINEERING AHSANULLAH UNIVERSITY OF SCIENCE AND TECHNOLOGY PRESENTED BY: Faizah Ahsan Reza (11.01.03.009) Wasi Uddin Ahmed (11.01.03.129) Nusrat Khanum Zinia (11.01.03.157) 3 THESIS TOPIC: NUMERICAL SIMULATION OF CIRCULAR HOLLOW STEEL COLUMNS CONFINED WITH FIBER REINFORCED POLYMER UNDER AXIAL COMPRESSION
  • 4. PROGRESS OF THIS PRESENTATION 4 INTRODUCTION LITERATURE REVIEW FINITE ELEMENT MODELING PERFORMANCE OF MODEL CONCLUSION & RECOMMENDATION
  • 5. 5 INTRODUCTION Why Steel Structure is Preferred High Strength Light Weight Durable and Sustainable Less Construction Period Cost Effective Easy to Replace Easy to Retrofit Scope of Further Extension
  • 6. INTRODUCTION Seismic Effect Environmental Corrosion Fatigue Failure Major Concerns of Steel Structures Necessary Attempts : o Innovation of Smart Techniques o Easy Installation Process o Long Lasting Materials o High Performance Solution Selection of FRP Laminates 6
  • 7. INTRODUCTION  Easily Adjustable with Steel  Effective in Restoring the Lost Capacity of a Damaged Steel Section  Strengthen the Steel Section  Reduce the Probability of Crack Propagation  Extend Fatigue Life Why FRP is Chosen Corroded Steel Column Laminating with FRP 7
  • 8. INTRODUCTION 8 Objective  To Develop a 3D Finite Element Model of a Steel Column Confined with FRP Laminates for Prediction of Compressive Behavior.  To Validate the Numerical Results.  To Find out the Effect of Different Parameters like Slenderness Ratio.
  • 9. Fiber Reinforced Polymer or Plastic 9 INTRODUCTION CFRP GFRP AFRP Types of FRP
  • 10. LITERATURE REVIEW 10 Column Strengthening with FRP  The effective concept of constructing structure is to implement strong column and weak beam. Application of FRP laminates on steel column increases the ultimate strength and improve the buckling effect.  As a way of strengthening of steel column, repair of corroded steel column, rehabilitation of fatigue damaged steel structure, FRPs provide the increase in elastic stiffness from 10 to 37 percent (Sarker et al 2006).  Fatigue life of steel structure can also be extended by using epoxy bonded FRP sheets and laminates.
  • 11. FINITE ELEMENT MODELING 11 Models Name Bare Steel Tube Bare Steel Tube with 1 ply FRP Laminates Bare Steel Tube with 2 ply FRP Laminates Bare Steel Tube with 3 ply FRP Laminates Outer Diameter(mm) 165 165 165 165 Length (mm) 450 450 450 450 Tube Thickness(mm) 4.2 4.2 4.2 4.2 FRP Thickness(mm) N/A 0.17 0.34 0.51 Dimensions of Simulated Model (Teng & Hu)
  • 12. 12 FINITE ELEMENT MODELING Geometric Modeling of Bare Steel Column C3D8R Solid Element 3D Mesh View of Solid Element
  • 13. 13 Geometric Modeling of FRP S4R Shell Element 3D Mesh View of Shell Element FINITE ELEMENT MODELING
  • 14. Material Properties (Teng & Hu) Property Values Modulus of Elasticity 201 GPa Yield Stress 333.6 MPa Ultimate Strength 370 MPa Elongation after fracture 0.347 14 Steel Property Values Thickness (per ply) 0.17 mm Modulus of Elasticity 80.1 GPa Tensile Strength 1825.5 MPa Ultimate Tensile Strain 0.0228 FRP FINITE ELEMENT MODELING
  • 15. FINITE ELEMENT MODELING Material Properties` Steel FRP Laminate Stress Strain 15
  • 16. 16 FINITE ELEMENT MODELING Contact Surface FRP will be used to retrofit the steel tube, so a contact modeling will be needed. So for this face to face contact surface was created. The displacement portion is created to Rigid Body.
  • 17. Boundary Condition Solution Strategy: 1. Newton-Raphson Method 2. Arc-Length Method Displacement Fixed FINITE ELEMENT MODELING 17
  • 18. PERFORMENCE OF MODEL 18 Combined Graph for Bare Steel Model
  • 19. 19 PERFORMENCE OF MODEL Combined Graph for Bare Steel Model Laminated with 1 Ply FRP
  • 20. 20 PERFORMENCE OF MODEL Combined Graph for Bare Steel Model Laminated with 2 Plies FRP
  • 21. PERFORMENCE OF MODEL 21 Combined Graph for Bare Steel Model Laminated with 3 Plies FRP
  • 22. PERFORMENCE OF MODEL 22 Combined Graph of All Models from Numerical Analysis
  • 23. 23 Serial No Model Type Ultimate Strength(KN) Ultimate Displacement(mm) 1 Steel Bare Model 698.844 6.00 2 Steel 1 Ply Model 799.774 15.00 3 Steel 2 Ply Model 820.517 15.00 4 Steel 3 Ply Model 830.517 15.00 Serial No FRP Ply Thickness (mm) Strength Ratio (fup/fub) Percentage of Strength Gain 1 0.17 1.144 14.44% 2 0.34 1.174 17.41% 3 0.51 1.188 18.84% PERFORMENCE OF MODEL Gain in Strength
  • 24. 24 Strength Ratio of Different FRP ply Thickness PERFORMENCE OF MODEL
  • 25. 25 SL No. Length (mm) Radius (mm) Slenderness Ratio (L/rg) Ultimate Strength (KN) Ultimate Displaceme nt (mm) Strength Ratio (fup/fub) 1 450 225 4.00 1992.290 0.756 1.01523873 2 450 82.5 10.90 799.774 15.00 1.14438735 3 450 45 20.00 381.517 3.875 1.03013134 Strength Ratio of Different FRP ply Thickness PERFORMENCE OF MODEL
  • 26. 26 Parametric Study on Different Types of Strength Ratio with respect to Different Types of Slenderness Ratio PERFORMENCE OF MODEL
  • 27. 27 Summary The performance of finite element model in predicting the behavior of a variety of FRP confined concrete columns under concentric loading in summarized as follows  The FE model developed in the study was observed to predict the experimental peak quite accurately.  The Static Riks solution strategy used in the finite element models made it possible to trace the full behavior of confined columns without any numerical difficulties.  The interaction between the steel surface and FRP surface is successfully modeled using contact pair algorithm. PERFORMENCE OF MODEL
  • 28. CONCLUSION  A 3D Finite Element Model is developed to investigate the axial compression behavior of FRP confined steel column.  The study is done by comparing the Stress vs. Strain curves between numerical & experimental data.  Parametric study is done to observe the variation of strengths between bare and single ply FRP confined models. 28
  • 29. RECOMMENDATIONS 29  Geometric imperfection was not included in the numerical simulation, so it could have been better if geometric imperfection was provided.  Softening Branch was created in the plastic zone of 4 models because inward stress was greater than the outward one & also for experimental setup.  It was difficult to implement the overlapping the FRP part on the steel body & so the desired result could not be found.
  • 30. 30  The parametric study was performed only for Slenderness Ratio (L/rg) in only 1 ply condition. The study can also be done for varying thickness of FRP and square hollow columns.  Other parametric study like Overall Column Slenderness Ratio (L/d), Load Eccentricity Ratio (e/d), Flange Plate Slenderness Ratio (b/t), Link Spacing to Depth Ratio (s/d) etc can be done to see different changes of strengthening.  It can be a good recommendation in Seismic Retrofitting, Fatigue Failure & Corrosion Resistance. RECOMMENDATIONS
  • 31. REFERENCES  ABAQUS Analysis User’s Manual, v6.10.  http://www.build-on-prince.com/aramid- fibers.html#sthash.j80PxNy8.dpbs  http://www.fassmer.de/wind-power/technologies/materials/cfrp/  http://www.fassmer.de/wind-power/technologies/materials/gfrp/  Teng * J.G., Y.M. Hu “www.pipemedic.com_pdfs_behaviour-of-FRP- jacketed-circular-steel-tubes-and-cylindrical-shells-under-axial compression”, 2006, Construction and Building Materials 21 (2007) 827–838.  Sarker P., Mahbuba Begum and Sabreena Nasrin, “Fiber reinforced polymers for structural retrofitting: A review, Journal of Civil Engineering (IEB), 39 (1) (2011) 49-57. 31
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