Seismic Analysis for offshore structures

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    SEISMIC ANALYSIS

    To generate forces on the structure due to base motion arisingfrom earthquake.

    Structural

    response

    Verticalmotion

    or zon amotion

    14 June 2009Dr. S. Nallayarasu

    Department of Ocean EngineeringIndian Institute of Technology

    Madras-36

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    SEISMIC ANALYSIS

    API RP 2A IS 1893

    STRENGTH LEVEL EQ

    (200 YEARS)

    DESIGN BASIS EQ

    (DBE)

    DUCTILITY LEVEL EQ(2000 YEARS)

    MAXIMUMCONSIDERED EQ

    14 June 2009Dr. S. Nallayarasu

    Department of Ocean EngineeringIndian Institute of Technology

    Madras-36

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    SEISMIC ANALYSISGEOMETRY

    ANDSEASTATE

    LINEARISE

    SOIL MODELPSI INPUT

    FILE

    SUPERELEMENT

    DYNAMIC ANALYSIS

    & FREQUENCIES

    DYNAMIC RESPONSERESPONSE

    SEISMICSPECTRASPECTRA METHOD API IS 1893

    LOAD COMBINATIONMODEL: CQC

    NUMBER CHECKPRST 1.0

    14 June 2009Dr. S. Nallayarasu

    Department of Ocean EngineeringIndian Institute of Technology

    Madras-36

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    SEISMIC ANALYSIS

    Peak Ground Acceleration (PGA) Indication of Strengthof earthquake

    PGA = 0.3 X Spectral average between period 0.1 to 0.3sec.

    Structure

    PGA

    14 June 2009Dr. S. Nallayarasu

    Department of Ocean EngineeringIndian Institute of Technology

    Madras-36

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    SEISMIC ANALYSIS

    AS PER IS: 1893-2000

    ZONE SEISMIC

    INTENSITY

    ZONE

    FACTOR.

    III Moderate 0.16

    .

    V Very 0.36

    14 June 2009Dr. S. Nallayarasu

    Department of Ocean EngineeringIndian Institute of Technology

    Madras-36

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    SEISMIC ANALYSIS

    ar qua e es gn r er a

    Specific design criteria depends on the country, location andtype of soil stratum etc.

    IS 1893

    .

    Maximum Considered Earthquake (MCE)

    API RP 2A

    Strength Level Earthquake (SLE)

    Ductilit Level Earth uake DLE

    14 June 2009Dr. S. Nallayarasu

    Department of Ocean EngineeringIndian Institute of Technology

    Madras-36

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    SEISMIC ANALYSIS

    ar qua e es gn r er a

    OPERATIONAL EARTHWUAKE (200 YEARS RETURN PERIOD)

    conventional structural design Allowable stresses can be increased

    EXTREME EARTHQUAKE (2000 YEARS RETURN PERIOD)

    structure to be stable

    Redundant framing

    14 June 2009Dr. S. Nallayarasu

    Department of Ocean EngineeringIndian Institute of Technology

    Madras-36

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    SEISMIC ANALYSIS

    e pea groun acce era on o a par cu ar s e epen s onthe following parameters.

    Soil stratum

    Distance from epicenter

    .

    IS 1893 defines PGA as

    Sa Sa

    0.1 0.30.4

    2

    G Gs sPGA =

    14 June 2009Dr. S. Nallayarasu

    Department of Ocean EngineeringIndian Institute of Technology

    Madras-36

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    SEISMIC ANALYSISResponse SpectraSpectra Normalized to 1.0 Gravity (API RP 2A)

    14 June 2009Dr. S. Nallayarasu

    Department of Ocean EngineeringIndian Institute of Technology

    Madras-36

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    SEISMIC ANALYSIS

    Response spectra for rock and soil sites for 5% damping (IS 1893)

    14 June 2009Dr. S. Nallayarasu

    Department of Ocean EngineeringIndian Institute of Technology

    Madras-36

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    SEISMIC ANALYSIS

    e o s o na ys s

    Seismic co-efficient method

    Time series method

    Response spectra method

    esponse cons era on

    Horizontal acceleration both orthogonal directions

    Vertical acceleration

    Number of modes to be combined by complete quadraticcombination (CQC)

    .(Square Root of Sum of Sequences)

    e.g. ( ) ( ) ( )2 2 2

    X Y ZER ER ER ER= + +

    14 June 2009Dr. S. Nallayarasu

    Department of Ocean EngineeringIndian Institute of Technology

    Madras-36

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    SEISMIC ANALYSIS

    e sm c o-e c en me o

    Design horizontal co-efficient

    2h

    ZISaA

    Rg=

    Where

    Z =zone factor

    I =importance factor

    =average response acceleration co-efficient

    R =response reduction factorg

    14 June 2009Dr. S. Nallayarasu

    Department of Ocean EngineeringIndian Institute of Technology

    Madras-36

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    SEISMIC ANALYSIS

    Total base shear can be calculated as

    = .

    Where

    Ah=design horizontal seismic co-efficient

    W=total weight of structure

    Distribution of Design Forces

    Design seismic force at each floor is to be calculated by

    i ii B n

    W hQ V=

    1

    j j

    j

    W h=

    n=number of storage or points of mass located along the height.

    14 June 2009Dr. S. Nallayarasu

    Department of Ocean EngineeringIndian Institute of Technology

    Madras-36

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    i=se sm c we g o oor,