CLEARWATER BEACH SPUR CONNECTOR CABLE-STAYED BRIDGE - PowerPoint PPT Presentation

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CLEARWATER BEACH SPUR CONNECTOR CABLE-STAYED BRIDGE

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Title: CLEARWATER BEACH SPUR CONNECTOR CABLE-STAYED BRIDGE


1
CLEARWATER BEACH SPUR CONNECTOR CABLE-STAYED
BRIDGE
Presented by Hisham N. Sunna, Ph.D., P.E. Ayres
Associates
2
Agenda
  • Bridge Configuration
  • Deck Section and Pylon
  • GTSTRUDL Model
  • Stay Cables
  • Post-tensioining
  • Losses Due to Creep, Shrinkage and Relaxation
  • Result Comparisons
  • Element Stresses
  • Construction Phases
  • Cable Loss
  • Conclusions

3
Bridge Configuration
4
Bridge Deck Section
  • Symmetric
  • About Centerline

5
Pylon
6
GTSTRUDL Model
  • 1639 Joints
  • 318 Members
  • 12 Isoparametric Cable Elements
  • 2 Nonlinear Spring Elements
  • 1460 SBHQ6 Elements

7
Model Elevation
8
Model Top View
9
Model Isometric View
10
Support Conditions
11
Stiffness Matrix for Drilled Shafts
(From FB-Pier
Program Output)
  • STATUS SUPPORT 1618 1619
  • JOINT 1618 1619 RELEASES FORCE KFX 0.2877E03 KFY
    0.1886E05 KFZ 0.2493E03 -
  • KMX 0.3320E08 KMY 0.5716E00 KMZ 0.3456E08

12
GTSTRUDL Statements for Initial Cable Prestress
  • DEFINE CABLE NETWORK 12
  • INCLUDE ELEMENTS 'CABLE12'
  • ATTACH JOINTS 1602 1631
  • INITIAL TENSION T0 244.0 JOINTS 1602
  • CONVERGENCE RATE 1.0
  • CHORD LENGTH 188.69
  • ADJUST LENGTHS
  • END
  • CABLE ANALYSIS DATA
  • CONVERGENCE TOLERANCE GEOMETRY 0.01
  • MAXIMUM NUMBER OF GEOMETRY ITERATIONS 30
  • MAXIMUM NUMBER OF EQUILIBRIUM ITERATIONS 50
  • LOAD 12
  • END
  • PERFORM CABLE PRESTRESS ANALYSIS

13
Longitudinal Tendon Profiles
14
PT Equivalent Loads (per ½ Deck)
15
 Tendon L1 Profile
16
Tendon L1 Stresses
17
Tendon L1 Equivalent Loads
18
 Tendon L2 Profile
19
Tendon L2 Stresses
20
Tendon L2 Equivalent Loads
21
 Tendon L3 Profile 
22
Tendon L3 Stresses
23
Tendon L3 Equivalent Loads
24
GTSTRUDL Statements for Addition of
Post-tensioning Equivalent Load
  • FORM LOAD 'DEAD PLUS STAY' FROM 12 1.0
  • LOAD LIST 12 'DEAD PLUS STAY'
  • NONLINEAR EFFECTS
  • GEOMETRY MEMBERS 1 TO 4
  • CONVERGENCE TOLERANCE EQUILIBRIUM 0.5
  • MAXIMUM NUMBER OF CYCLES 200
  • NONLINEAR ANALYSIS
  • LIST DISPLACEMENTS JOINTS 1 TO 146 1618 TO 1637
  • LIST REACTIONS
  • SECTION FR NS 2 0.5 1.0
  • LIST SECTION FORCES
  • LIST ELEMENT FORCES ELEMENTS 'CABLE1' TO
    'CABLE12'
  • CHANGES
  • FORM LOAD 12 FROM 3 0.25
  • ADDITIONS
  • MAXIMUM NUMBER OF CYCLES 50
  • LOAD LIST 12
  • NONLINEAR ANALYSIS CONTINUE
  • FORM LOAD 12 FROM 3 0.25
  • ADDITIONS
  • MAXIMUM NUMBER OF CYCLES 100
  • LOAD LIST 12
  • NONLINEAR ANALYSIS CONTINUE
  • CHANGES
  • FORM LOAD 12 FROM 3 0.25
  • ADDITIONS
  • MAXIMUM NUMBER OF CYCLES 150
  • LOAD LIST 12
  • NONLINEAR ANALYSIS CONTINUE
  • CHANGES
  • FORM LOAD 12 FROM 3 0.25
  • ADDITIONS
  • MAXIMUM NUMBER OF CYCLES 50
  • LOAD LIST 12
  • NONLINEAR ANALYSIS CONTINUE
  • LOAD LIST ALL
  • CREATE LOAD COMBINATION 'DELTA PT' SPECS 12 1.0
    'DEAD PLUS STAY' -1.0

25
Creep, Shrinkage, and Temperature Effects on Stay
Forces
26
Creep, Shrinkage, and Temperature Effects on Stay
Forces
27
Temperature Change Loading to Simulate Axial Creep
  • LOAD 6 'CREEP'UNITS FAHRENHEITJOINT
    TEMPERATUREJOINTS 1 TO 1617 TEMPERATURE CHANGE
    -116.37MEMBER TEMPERATURE LOADS3 4 AXIAL
    -86.40729 TO 320 AXIAL -116.37

28
Lateral Restraint and Creep and Shrinkage
Analysis Using Temperature Loads
  • Issue
  • Stress artifacts due to lateral deformations
    caused by the temperature loading.
  • Workaround
  • Release lateral restraint at one end for analysis
    of creep and shrinkage. The lateral restraint is
    restored to the model to investigate lateral
    loading (wind loads)

29
Deflection Due to Dead Load Plus Stay Force
30
Incremental Deflection Due to Post Tensioning
31
Deflection Due to Dead Load, Stay Forces, and
Post-tensioning
32

Deflection Due to DL, LL, Stay Force, and PT

After all losses (10000 days)
33
Deck Deflections
34
(No Transcript)
35
Principal Stress Contours (S1, Top) Due to Dead
Load Plus Stay Force
36
Principal Stress Contours (S1, Top) Due to Dead
Load, Stay Force, and Post-tensioning
37
Principal Stress Contours (S1, Top) Due to
Total Loads
38
Principal Stress Contours (S2, Top) Due to Dead
Load Plus Stay Force
39
Principal Stress Contours (S2, Top) Due to Dead
Load, Stay Force, and Post-tensioning
40
Principal Stress Contours (S2, Top) Due to
Total Loads
41
Phase 1 Construction
42
Phase 1 Stress Cables 5 and 6
43
Phase 1 Stress Cables 3 and 4
44
Eigenvalue Analysis
  • Mode Shapes
  • Vertical Single Peak
  • Lateral Tower Displacement
  • Tower Lean Back
  • Deck Twist
  • Tower Twist
  • Vertical Double
  • etc.
  • Deck Lateral Sway Eliminated from Low Modes by
    Supporting Deck Laterally at End Bridge!!

45
Cable Replacement and Loss of Cable
(ref. PTI)
  • Cable Exchange
  • 1.2 DC 1.4 DW 1.5(LLIM) Cable Exchange
    Forces (can reduce live load in the area of the
    cable under exchange)
  • Strength Limit State, f 0.8 suggested
  • Loss of Cable
  • 1.2 DC 1.4 DW 0.75(LLIM) Cable Loss
    Dynamic Forces. Extreme Limit State Event f0.9
    suggested
  • Dynamic Force Due to Sudden Cable Fracture is of
    magnitude equal TWICE the static force in the
    cable and acts at both top and bottom anchorages.

46
Loss of Cable 1 (Vertical Scale Exaggerated 10
times)
47
Loss of Cable 12 (Vertical Scale Exaggerated 20
times)
48
CLEARWATER BEACH SPUR CONNECTOR CABLE-STAYED
BRIDGE
  • Questions?
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