Yang_PTgravity- Slab-framing System in Concrete Corewall for High Rise Building - Presentation

download Yang_PTgravity- Slab-framing System in Concrete Corewall for High Rise Building - Presentation

of 31

description

high rise buildings in concrete presentation of structural systems referring to post-tensioned floors in interaction with core walls and other vertical load carrying members

Transcript of Yang_PTgravity- Slab-framing System in Concrete Corewall for High Rise Building - Presentation

  • Seismic behavior and modeling of gravity-slab-framing system in concrete core wall high-rise buildings

    Tony Yang, Ph.D. Assistant Professor, University of British Columbia

  • 116 Completed (>75m ~= 240 ft.) 43 Planned 20 Demolished 5 under construction 13 Never built

    Source: http://www.emporis.com/

    High-rise buildings in San Francisco

    (On hold.)

  • Concrete core shear wall buildings

    MKA

  • San Francisco, Rincon Center

  • MKA

    Concrete core shear wall buildings

    Core shear wall

    Link beam PT slab

  • Concrete core shear wall buildings

    http://activerain.com

    Gravity column Core wall PT slab

  • Structural design

    Code design:

    Design the core wall without the gravity system.

    Design the gravity system without the seismic effect.

    Gravity system need to be design for the ductility

    Questions: Is it safe ?

    Is it all?

    MKA

  • PT slab column wall gravity system

    UCB

  • PT slab column wall gravity system

  • PT slab column wall gravity system

  • PT slab column wall gravity system

  • PT slab column wall gravity system

    m1 m2

    w

    m2

    Slab (BC element with lumped plastic hinges).

    Wall (BC element)

    Column (BC element)

    F1, D1 (master) F1, D1 (slaved)

  • PT slab column wall gravity system

    -0.1 -0.05 0 0.05 -30

    -20

    -10

    0

    10

    20

    30

    40

    Drift ratio [-]

    Forc

    e [ki

    ps]

    Experimental Test Analytical Simulation

  • Floo

    r N

    umbe

    r Lateral system

    Gravity-only system

    Nonlinear analytical model

    Fiber section

  • UCLA J. Wallace

    Modeling the concrete coupling beams

    M, M,

    Analytical Experimental

    M

  • Perform3D gravity framing systems

    A A

    Plane A-A view Lump plastic hinge model:

  • Nonlinear dynamic analyses

    3D bi-directional shaking.

    Ground motion are selected based on:

    Database: PEER NGA database. Magnitude (Mw): 6.5 - 8. Distance (R): 10 km (0 - 20 km). Useable periods: > 8 sec.

  • Selection of the ground motions

    0 1 2 3 4 5 6 7 8 9 10 0 0.2 0.4 0.6 0.8

    1 1.2 1.4 1.6 1.8

    2

    Period [sec]

    Sa [g

    ] CW48WGF (T1 = 4.3 sec)

    CapCPM (SF = 2.1) CapFOR (SF = 4.1) CapPET (SF = 2.3) DuzDZC (SF = 1.2) GazGAZ (SF = 1.8) KobAMA (SF = 2.1) KobFKS (SF = 2.5) KobPRI (SF = 1.4) LomLGP (SF = 1.1) LomSTG (SF = 2.5) LomWVC (SF = 2.1) Target spectrum (MCE - SF) Mean (MCE - SF)

    0.2 T1 to 1.5 T1

  • Variation of EDP vs. story height

  • Variation of EDP vs. story height

    X S

    -9 -8 -7 -6 -5 -4 -3 -2 -1 0 B5 L1 L6 L11 L16 L21 L26 L31 L36 L41

    axialForceGCS [kips]

    Floo

    r num

    ber [

    -]

    x 1e3

    GL + GM GL + PushoverX GL + mean GM GL + mean GM std GM

    CW48WGF

    Average = 96% of PushoverX Max = 99% of PushoverX Min = 90% of PushoverX

  • Maximum un-factored axial forces

    -12 -10 -8 -6 -4 -2 0 B5 L1 L6

    L11 L16 L21 L26 L31 L36 L41

    axialForceGCS [kips]

    Floo

    r num

    ber [

    -]

    DL

    LL LLred

    EQ

    -14 x 10 3

  • Maximum factored axial forces

    -2 -1.8 -1.6 -1.4 -1.2 -1 -0.8 -0.6 -0.4 -0.2 0 x 10 4

    B5 L1 L6

    L11 L16 L21 L26 L31 L36 L41

    axialForceGCS [kips]

    Floo

    r num

    ber [

    -]

    1.4*DL 1.2*DL+1.6*LLred 1.0*DL+0.25*LL+EQ

    90% of design load.

  • Effect of modeling the gravity system

    Change in structural periods and stiffness

    T1 T2 T3 CW48NGF 4.72 sec 4.10 sec 2.66 sec CW48WGF 4.27 sec 3.86 sec 2.65 sec

    % change in stiffness 22% 13% 1%

  • Effect of modeling the gravity system

    0 50 100 B5 L1 L6

    L11 L16 L21 L26 L31 L36 L41

    Floo

    r num

    ber [

    -]

    Story Drift H1 [in.]

    0 1e4 2e4 3e4 B5 L1 L6

    L11 L16 L21 L26 L31 L36 L41

    Core Shear - H1 [kips]

    0 1 2 3 x10 7 B5

    L1 L6

    L11 L16 L21 L26 L31 L36 L41

    Core Moment - H2[kip-in.]

    CW48WGF CW48NGF

    1.5% of building height

  • Summary and conclusions

    Slab-wall-column framing is a prevalent design.

    Experimental tests and analytical simulations

    have been conducted to study the seismic effect.

    Effect on structural responses:

    Stiffness:

    Core wall:

    Gravity column:

    (10% ~ 25% ). Modest change. Insignificant.

    a) Potential significance.

    b) Simplified plastic analysis.

  • Questions and suggestions? Thank you for your attention!

    Contact information:

    Tony Yang: [email protected]

    http://peer.berkeley.edu/~yang/

  • PT slab column wall gravity system

    Hwang and Moehle (2000) ACI Structural Journal

    Beff = 120

    Beff = 80

    Effective slab width:

  • PT slab column wall gravity system

    8 120

    1.5 1.5

    #5 A615 Grade 60 steel @ 12 o.c.

    fc = 6100 psi (@ 17 days)

    67

    100

    Stress [ksi]

    Strain [-]

    0.08 0.12

    E = 2900 ksi

    90

    A615 Grade 60 steel rebar:

    0

    Stress [ksi]

    Strain [-] 0.002 0.005

    Concrete (fc = 6100 psi @ 17 days):

    0

    6.1

  • PT slab column wall gravity system

    Plastic rotation [-]

    M1

    [kip-

    in.]

    -0.2 -0.1 0 0.1 0.2 -2

    -1

    0

    1

    2

    -0.1 -0.05 0 0.05 0.1 -4 -3 -2 -1 0 1

    x1e3 x1e3

    M2

    [kip-

    in.]

    Plastic rotation [-]

    M+,+