seismic to asce 7-05

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  • 7/24/2019 Seismic to Asce 7-05

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    CONTRACT

    1

    CLIENT:

    PROJECT TITLE: DATE OF

    SEISMIC LOAD

    Seismic load is calculated as per ASCE 7-2005 for frame type of structure, the steel frameis moment resistance in tranverse direction and braced in the longitudenal direction.

    The stucture has an overall height of m above ground

    SEISMIC CALCULATIONS TO ASCE 7-05

    The Seismic Base Shear, V , in a given direction shall be determined in accordance with following equation:

    V = Cs x W (Eq. 12.8-1)

    Cs = = Seismic response coefficient (Eq. 12.8-2)

    ( R / I )

    2

    Sds = x Sms = Design spectral acceleration parameter (Eq. 12.8-2)

    3

    Sms = Fa x Ss

    Sm1 = F1x S 1

    The value of Ss S1

    Ss =

    S1 =

    Fa = (Table 11.4-1)

    F1 = (Table 11.4-2)

    Sms = x =

    Sm1 = x =

    2 2

    Sds = x Sms = x =

    3 3

    Transverse Frame, on the structure are moment - resisting steel frames

    R = (Table 12-2-1)

    0.13 0.09

    12

    3.5

    1.6 0.081 0.13

    2.4 0.023 0.06

    Sds

    and

    0.081

    0.023

    1.6

    2.4

    3

    By

    CKD

    Seismic Load Calculation

    SEISMIC to ASCE 7-05 .xlsASCE 7-2005 2/15/20161:19 PM

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    CONTRACT

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    PROJECT TITLE: DATE OF

    Longitudinal Stabilityis by ordinary braced frames, for steel & concrete

    R = (Table 12-2-1)

    Occupancy Category is considered to be category 3 - Special Occupancy Structures.

    Seismic Importance Factor I = (Table 11-5-1)

    Transverse

    Cs = = x = Transverse (Eq. 12.8-2)

    ( R / I )

    Longitudinal

    Cs = = x = Longitudinal (Eq. 12.8-2)

    ( R / I )

    T = Fundamental Period of the structure

    Ta . Approximate fundamental period

    Ta = Ct x hn^(x) where hnis height of structure, for top of structure at = m above grade level

    Ct = (Table 12-8-2)

    x = (Table 12-8-2)

    Ta = x ( ) ^ = Sec Transverse

    Ct = (Table 12-8-2)

    x = (Table 12-8-2)

    Ta = x ( ) ^ = Sec Longitudinal

    The maximum design base shear

    Cs = (Table 12-8-3)

    ( R / I ) x T

    2 2

    Sd1 = x Sm1 = x = (Eq. 11.4-4)3 3

    x

    Cs = = Transverse

    x

    x

    Cs = = Longitudinal

    x

    0.04 1.25

    3.25 0.31

    39.36 0.8

    0.02 39.36 0.75

    0.02

    3.5 0.53

    Sd1

    Sds

    0.04 1.25

    0.025

    Sds 0.09

    1.25 0.033

    0.028

    0.8

    1.25

    Seismic Load Calculation

    0.09

    3.25

    0.06

    1.25 0.031

    0.75

    0.028 0.53

    0.31

    3.5

    3.25

    31/0/1900

    0.04

    12

    0.045

    By 0

    CKD 0

    SEISMIC to ASCE 7-05 .xlsASCE 7-2005 2/15/20161:19 PM

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    CONTRACT 0

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    PROJECT TITLE: DATE OF

    The minimum design base shear

    Cs = (Eq. 12.8-5)

    Therefore,

    Cs = Transverse

    Cs = Longitudinal

    V = Cs x W (Eq. 12.8-1)

    V = x W Transverse

    V = x W Longitudinal

    0.01

    0.0309

    0.033

    0.031

    0.033

    Seismic Load Calculation 1/0/1900 3

    CKD 0

    0By

    SEISMIC to ASCE 7-05 .xlsASCE 7-2005 2/15/20161:19 PM