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    Case study on directing plastic

    hinges from columns into beams

    Scientific Team:

    asist.dr.ing. Ioana Olteanu

    prof.dr.ing. Alex Barbat (from UPC, Barcelona, Spain)

    ing. Radu Canarache

    Iasi, Mai 2013

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    CONTENT:

    Natural disasters

    Vulnerability

    Seismic risk assessment

    Case studies

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    earthquakes 9%

    meteorological events 69%

    landslides

    5%

    drought

    8%

    extreme temperature

    3%

    31%

    floods

    pests

    1%

    volcanoes

    2% fires

    3%

    storms

    27%

    epidemis

    11%

    9%

    earthquake and tsunami

    Natural disasters

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    The risk

    The disasters

    are not natural

    is not natural either

    hazard vulnerability

    is not naturalis natural

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    VULNERABILITY

    Vulnerability is a set of prevailing or consequential conditions, which adversely

    affect an individual, a household or a community's ability to mitigate, prepare for or

    respond to the earthquake hazard.

    Vulnerability factors:Population

    density

    Physical

    assets

    Economic

    activity

    Anderson and Woodrow (1989) grouped vulnerabilities into three categories:

    Physical/material vulnerability: inherent weakness of the built environment and

    lack of access to resources, especially of poor section of the population

    Social/organizational vulnerability: inherent weakness in the coping mechanism,

    lack of resiliency, lack of commitment

    Attitudinal/motivational vulnerability: fatalism, ignorance, and low level of

    awareness

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    focus

    Seismic vulnerability, V: elementpredisposition to suffer a specificloss as a result of a seismic action ofa specific intensity S.

    Seismic hazard, H: probability of occurrence

    of a seismic event with a severity greater than

    S during a exposure period T.

    Seismic risk index

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    VULNERABILITY vulnerable elements in the physical environment

    older residential and commercial buildings and infrastructure constructed of

    unreinforced masonry (i.e., URM's) or construction materials with inadequate

    resistance to lateral forces;

    older non-engineered residential and commercial buildings that have no lateral

    resistance and are vulnerable to fire following an earthquake;

    new buildings and infrastructure that have not been sited, designed, and

    constructed with adequate enforcement;

    buildings and lifeline systems sited in close proximity to an active fault system, oron poor soils that either enhance ground shaking or fail through permanent

    displacements (e.g., liquefaction and landslides), or in low-lying or coastal areas

    subject to either seiches or tsunami flood waves.

    schools and other buildings that have been built to low construction standards.

    communication and control centers that are concentrated in one area. hospital facilities that is insufficient for large number of casualties and injuries.

    bridges, overhead crossings and viaducts that are likely to collapse or be

    rendered unusable by ground shaking.

    electrical, gas, and water supply lines that are likely to be knocked out of service

    by ground failure

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    Vulnerability factors

    Short column

    Diagonal crack and shear collapse of the column due to this phenomenon almost lead to thegeneral collapse of a parking structure (Northridge, California, 1994)

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    Vulnerability factors

    Reinforced concrete frame infill

    (a) (b)(a) Masonry infill cracking (Izmit, Turcia, 1999) (b) The stiff masonry lead to the shear of the

    columns (Adana - Ceyhan, Turcia, 1998)Examples of collapsed columns due to the forming of short column because of discontinuities in

    the infill masonry (Izmit, Turcia, 1999)

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    Vulnerability factors

    Insufficient stiffness due to plates

    Structures made of prefabricated elements with inadequate connections (Armenia, 1988)

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    SEISMIC RISK ASSESSMENT

    F

    F

    Capacity spectrum method, ATC-40

    Capacity curve

    F

    b

    a

    1

    VS

    W

    top

    d

    1 top

    SPF

    Sa

    Sd

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    Capacity spectrum method, ATC-40

    Design spectrum

    -2.50

    -2.00

    -1.50

    -1.00

    -0.50

    0.00

    0.50

    1.00

    1.50

    2.00

    0.00 5.00 10.00 15.00 20.00 25.00 30.00 35.00 40.00 45.00 50.00

    Earthquake recording from March 1977, PGA=0.20g

    0

    0.1

    0.2

    0.3

    0.4

    0.5

    0.6

    0.7

    0.00 0.50 1.00 1.50 2.00 2.50 3.00 3.50 4.00 4.50

    Sa(0.2g)

    T(s)

    Design spectrum, Sa-T

    2

    d a2

    TS = S

    4

    0

    0.1

    0.2

    0.3

    0.4

    0.5

    0.6

    0.7

    0 0.5 1 1.5 2 2.5 3 3.5 4 4.5 5

    Sd(cm)

    Design spectrum, AD format

    SEISMIC RISK ASSESSMENT

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    Deplasare spectralaSd

    P

    SaP

    Spectru de proiectare cuamortizare de 5%

    Capacity spectrum method, ATC-40

    Performance point

    SEISMIC RISK ASSESSMENT

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    Capacity spectrum method, ATC-40

    Biliniar idealization of the capacity curve

    Dy Du

    Ay

    Au

    SEISMIC RISK ASSESSMENT

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    Dy Du

    Ay

    Au

    Sd3 Sd4Sd1 Sd2

    Complet4

    Sever3Moderat2

    Usor degradate1

    Fara degradari0

    ds descriere

    0

    12

    3 4 Sd,1 = 0.7 DySd,2 = DySd,3 = Dy+0.25(Du-Dy)Sd,4 = Du

    Capacity spectrum method, ATC-40

    Damage states limits

    SEISMIC RISK ASSESSMENT

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    RISCUL SEISMIC

    SdP0.0

    0.1

    0.2

    0.3

    0.4

    0.5

    0.6

    0.7

    0.8

    0.9

    1.0

    0.0 0.5 1.0 1.5 2.0 2.5 3.0 3.5 4.0

    Slab

    Fara degradati

    Moderat

    Sever

    Complet

    Sd (cm)

    P(

    DS>dsi/

    Sd=Sdi)

    Metoda spectrului de capacitate, ATC-40Determinarea curbelor de fragilitate

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    3D FRAME STRUCTURE

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    3D FRAME STRUCTURE

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    3D FRAME STRUCTURE

    (a) (b)

    Frame type C2: (a) Crack development in the concrete; (b) Reinforcement stresses for a loading

    of 1000 kN

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    3D FRAME STRUCTURE

    (a) (b)

    Frame type C3: (a) Crack development in the concrete; (b) Reinforcement stresses for a loading

    of 800 kN

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    3D FRAME STRUCTURE

    (a) (b)

    Frame type C4: (a) Crack development in the concrete; (b) Reinforcement stresses for a loading

    of 800 kN

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    3D FRAME STRUCTURE

    (a) (b)

    Frame type C5: (a) Crack development in the concrete; (b) Reinforcement stresses for a loading

    of 800 kN

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    3D FRAME STRUCTURE

    (a) (b)

    Frame type C6: (a) Crack development in the concrete; (b) Reinforcement stresses for a loading

    of 1000 kN

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    3D FRAME STRUCTURE

    (a) (b)

    Plastic hinge development: a model C2; b model C6.

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    3D FRAME STRUCTURE

    Cracks and stress development for : a model C1;

    b

    model C2; c

    model C4; d

    model C6.

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    0

    200

    400

    600

    800

    1,000

    1,200

    0.00 0.02 0.04 0.06 0.08 0.10 0.12 0.14 0.16 0.18

    Fortataietoaredebaza(KN)

    Deplasare (m)

    Cadru fara placa

    Placa plina 15 cm

    0

    200

    400

    600

    800

    1000

    1200

    0.00 0.01 0.02 0.03 0.04 0.05 0.06

    Fortataietoarel

    abaza(KN)

    Deplasare (m)

    Cadru cu placa plina de 15 cm - armare normala

    Cadru cu gol la placa 50cm pe colt armare redusa

    Cadru cu inlocuire material pe colturi 50 cm armareredusa

    Cadru cu rost 5mm la placa pe colt - armare completa

    3D FRAME STRUCTURE

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    EFFECT OF INFILL MASONRY

    Capacity curves for a 3 level 2D reinforced concrete frame structure with different infillgeometries

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    EFFECT OF INFILL MASONRY

    Plastic hinge development, frame with 4th infill model: (a) without joint, (b) with 5

    cm joint

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    Case study on directing plastic

    hinges from columns into beams

    Scientific Team:

    asist.dr.ing. Ioana Olteanu

    prof.dr.ing. Alex Barbat (from UPC, Barcelona, Spain)

    ing. Radu Canarache

    Iasi Mai 2013