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Analysis of LSA by OpenSees

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Two different boundary conditions : Fixed and Pinned. Fixed : rigid soil. Pinned : very soft soil ... Earthquake Data. Three levels by the return period : 2%, ... – PowerPoint PPT presentation

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Title: Analysis of LSA by OpenSees


1
Analysis of LSAby OpenSees
  • GSR Tae-Hyung Lee
  • PI Khalid M. Mosalam

2
Objective
  • 2-D linear analysis (phase 1)
  • 2-D nonlinear analysis (phase 2)
  • 3-D nonlinear analysis (phase 3)
  • Current status in the middle of phase 2

3
Outline
  • 2-D structural model description
  • Eigenvalue analysis
  • Available EQ data
  • Linear elastic analysis
  • Nonlinear analysis
  • Future study

4
Structural Model
  • Member types beams, columns, shear walls, and
    coupling beams
  • nonlinearBeamColumn element in OpenSees
  • Fiber descretization of cross section

5
Structural Model (contd)
  • Two different boundary conditions Fixed and
    Pinned
  • Fixed rigid soil
  • Pinned very soft soil
  • Actual foundation
  • Mat foundation with 38 depth

6
Outline
  • 2-D structural model description
  • Eigenvalue analysis
  • Available EQ data
  • Linear elastic analysis
  • Nonlinear analysis
  • Future study

7
Eigenvalue Analysis- Fixed Boundary
T1 0.31 sec
T2 0.12 sec
T3 0.11 sec
8
Eigenvalue Analysis- Pinned Boundary
T1 0.38 sec
T2 0.13 sec
T3 0.11 sec
9
Earthquake Data
  • Three levels by the return period 2, 10, and
    50 in 50 yrs
  • 10 EQ records at each level in transverse
    direction
  • Totally, 30 EQ records

10
Outline
  • 2-D structural model description
  • Eigenvalue analysis
  • Available EQ data
  • Linear elastic analysis
  • Nonlinear analysis
  • Future study

11
Elastic Analysis
  • 60 simulations were performed 3 EQ levels 10
    data 2 B.C. 60
  • Mean max. roof displacement (in.)

12
Outline
  • 2-D structural model description
  • Eigenvalue analysis
  • Available EQ data
  • Linear elastic analysis
  • Nonlinear analysis
  • Future study

13
Nonlinear Analysis- Material Models
s
s
Confined
Unconfined
e
e
Concrete (modified Kent-Park model)
Steel
14
Nonlinear Analysis- Solution Strategy
  • Integrator Newmark beta method with g 0.5, b
    0.25
  • Solution algorithm Modified Newton-Raphson
  • Time step 10 times smaller than EQ record
    (0.0005 0.001 sec)

15
Nonlinear Analysis- 50 in 50 yrs
1.5
Pinned
1

0
Fixed
Roof displ. (in.)
-1
  • Livermore Fagundes Ranch

-2
0
5
10
15
20
Time (sec)
16
Nonlinear Analysis- 10 in 50 yrs
8
Pinned
6
4
2
0
-2
Roof displ. (in.)
Fixed
-4
-6
-8
  • Erzican, Turkey

-10
-12
0
10
20
Time (sec)
17
Nonlinear Analysis- 10 in 50 yrs
4
x 10
3
Turkey
2
1
0
-1
  • Coupling beam M - k history

-2
-3
-1.5
-1
-0.5
0
0.5
1
-3
x 10
18
Nonlinear Analysis- 10 in 50 yrs
4
Turkey, Fixed
3
Linear elastic
2
1
0
  • Roof displ. (in.)

-1
-2
Nonlinear
-3
-4
-5
0
5
10
15
20
Time (sec)
19
Nonlinear Analysis- 2 in 50 yrs
5
10 in 50 yrs
0
-5
Roof displ. (in.)
2 in 50 yrs
-10
-15
Turkey, Fixed
-20
0
5
10
15
20
Time (sec)
20
Nonlinear Analysis- Summary
  • Local failure caused numerical problems in large
    EQs (e.g. 2 in 50 yrs EQ)
  • Coupling beams and columns were modeled as
    elastic beam-column elements in these cases

21
Nonlinear Analysis- Summary
Roof
Level 6
Level 5
Floor displacement (in.)
Turkey, Fixed 10 in 50 yrs
Level 4
5
Level 3
0
-5
5
Level 2
0
-5
5
Level 1
0
-5
0
2
4
6
8
10
12
14
16
18
20
Time (sec)
22
Future Tasks
  • Resolve numerical problems in OpenSees Consult
    developers
  • Investigate other available nonlinear material
    models in OpenSees
  • Investigate role of soil flexibility (?)
  • 3-D nonlinear analysis (Major Task!)
  • Probabilistic analysis considering material
    variability
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