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A Simplified Nonlinear Analysis Procedure Using Linear Analysis

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... Deformation of Different Elements Building Performance ... Simple One Story Structure Demonstrate The Approach ... No Strength Degradation Can Be Used ... – PowerPoint PPT presentation

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Title: A Simplified Nonlinear Analysis Procedure Using Linear Analysis


1
A Simplified Nonlinear Analysis Procedure Using
Linear Analysis
  • Date 12/11/2009
  • Alireza Asgari
  • Mike Mehrain

2
Simplified Approach to Nonlinear
  • Linear Analysis
  • Nonlinear Analysis
  • Simplified Nonlinear
  • Linear Analysis ? Stiffness, Period, DCR ?
    Approximate Push over Curve? Plastic Deformation
    of Different Elements? Building Performance

3
Case Studies
  • Case 1 One Story Parking Structure
  • Case 2 15 Story Parking Structure
  • Simplified Method
  • Nonlinear Analysis
  • Comparison-Level of Accuracy

4
Building 1
  • Simple One Story Structure ? Demonstrate The
    Approach
  • Gravity ? Post-tensioned Light-weight Concrete
    Flat Slab
  • Reinforced Concrete Columns
  • Lateral ? Concrete Shear Walls Both Direction
    (N-S Analysis wo Torsion)

N
5
  • The Linear Analysis ? Base Shear 8,000 Kips
    Drift 0.31
  • Wall 1 Demand 2,000 Kips , Wall 1 Capacity160
    Kips Max D/C12.5
  • ? Wall 1 Yield _at_ Drift 160/2000 X 0.31
    0.025

6
  • At This Drift Calculate The Forces in Other Walls
  • Next Event is Next Highest D/C
  • Wall 2 Yields _at_ 320 Kips. Drift 320/2000 X 0.31
    0.05
  • Wall 1 Shear Remains. Other Walls Can Be
    Calculated
  • Repeat The Process ? Nonlinear Curve Produced
    from The D/C Values in Comparison With a
    Nonlinear Analysis.

Steps?
7
  • No Strength Degradation Can Be Used
  • Total Shear Deformations 0.55 Push Over
    Curve Method in ASCE 41
  • ? Individual Wall Plastic Deformation

8
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9
Building 2
  • 15 Story Structure Gravity ? Cast-in-place One
    Way Flat Slabs Reinforced Concrete Columns
  • Lateral ? Concrete Shear Walls Coupling Beams

10
Simplified Method
  • Linear Analysis ? Initial Stiffness First Yield
    Point (First Line of The Push Over Curve)
  • Capacities ? Maximum Base Shear (Horizontal Line
    of The Push Over Curve)
  • Connecting Line ? Approximated By A Simplified
    Step By Step DCR
  • Calculate Various DCR Values. From Max DCR Use
    Step By Step Procedure

11
  • Shear Demand Moment Demand / 1488"
  • Total Base Flexural Capacity Associated with
    Coupling Beam
  • 2 x Coupling Beam Capacity x Number (15) x L2 /
    L1
  • Flexural Demand of Coupling Beam
  • 2 x ? Coupling Beam Demand x L2 / L1

12
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13
Steps?
Element W/ Maximum DCR Yields ? Shear of Element
Will Not Exceed Repeat Until All Elements Are
Yielded
14
NONLINEAR MODEL
  • NSP Analysis ? Perform-3d
  • Properties Equal to The Linear Analysis
  • Concrete Shear Walls Modeled as Beam Column
    Elements
  • Refinements Not Used (Fiber Elements, Strain
    Hardening, Strength Degradation)
  • Triangular Lateral Load Patterns
  • Target Displacement From Coefficient Method In
    ASCE 41

15
Pushover Curve
16
  • Plastic deformation Total roof drift - elastic
    roof drift from the step by step method
  • Wall Plastic rotation plastic roof deformation
    / height of the wall
  • coupling beams Plastic rotation plastic
    deformation at roof level / height of the wall,
    corrected for the presence of rigid link at the
    end of coupling beams

17
  • Procedure can not consider
  • Other Failure Mechanism (Weak Story)
  • Strong Coupling Beam Weak Pier
  • Element Degradation

18
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