Seismic Design Steel Structures 2005

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    Canadian Seismic Design of Steel Structures

    An Organized Overview

    By: Alfredo Bohl

    University of British Columbia

    Department of Civil Engineering

    March, 2005

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    Parameters:

    V: Design shear force.

    S(Ta): Design spectral response

    acceleration.

    Mv: Factor for the higher mode

    effects on the shear base.

    IE: Earthquake importance factor of

    the structure.

    W: Expected weight of the structure.

    Rd: Ductility-related force

    modification factor.

    Ro: Overstrength-related forcemodification factor.

    od

    Eva

    RR

    WIMTSV

    Lateral seismic force at the baseaccording to the 2005 NBCC

    Introduction

    The overview given in this report is

    based on the provisions contained

    in:

    The upcoming 2005 Edition of the

    National Building Code of Canada.

    Clause 27 of the 8th. Edition of theHandbook of Steel Construction.

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    Overstrength-related force

    modification factor (Ro):

    This factor is related to the

    calibration factor U used in the

    previous code.

    It takes into account in a more

    explicit way the overstrength in

    structures, by identifying the sources

    of it and assigning factors that

    consider each of these sources, like

    the actual strength of the material,

    rounding up of dimensions of the

    elements, and redistribution ofinternal forces.

    Ductility-related force modification

    factor (Rd):

    This factor corresponds to the R

    factor used in the previous 1995

    edition.

    For steel structures, these have

    been increased for ductile and

    moderately ductile systems to 3.5

    and 5.0, compared to 3.0 and 4.0 in

    the previous code.

    The design forces for these systems

    are now lower; however, the details

    requirements to ensure adequateductility according to these factors

    are more demanding.

    New force reduction factors in the 2005 NBCC

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    Steel seismic force resisting systems (SFRS)

    Classification of SFRS according tothere ductile behavior:

    Ductile or Type D: They can sustainsevere inelastic deformations. Theyhave a force reduction factorbetween 4.0 and 5.0.

    Moderately ductile or Type MD:Inelastic deformations are morelimited, members are designed toresist greater loads. They have aforce reduction factor between 3.0and 3.5.

    Limited ductile or Type LD: These

    are newly introduced types offrames. Inelastic deformations areeven more limited and design loadsare greater than in type MDelements. They have a forcereduction factor of 2.0.

    Characteristics of SFRS:

    The 2005 NBCC recognizes different

    types of SFRS, their corresponding

    Rd and Ro factors, and the design

    and detail requirements for each of

    them according to the CSA standard

    CSA-S16-01.

    In each of these SFRS, there are

    certain structural elements which are

    designed to dissipate energy by

    inelastic deformation; these must be

    able to sustain various cycles of

    inelastic loading with a minimumreduction of strength and stiffness.

    The other elements and connections

    must respond elastically to loads

    induced by yielding elements.

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    SFRS with Rd = 5.0

    Ductile moment-resisting frames:

    The energy dissipating elements are

    the beams.

    Beams must be capable of plastic

    hinging without connection failures.

    Plastic hinges in columns is only

    permitted at their base, except for

    single-storey buildings.

    Maximum axial load in columns

    limited to 0.3AFy for all load

    combinations, since their flexural

    resistance deteriorates fast when

    high axial loads are applied.

    Ductile members must be class 1

    and capable to undergo inelastic

    response without stability failures.

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    SFRS with Rd = 5.0

    Ductile moment-resisting frames:

    Limited inelastic deformations are

    permitted in column joint panel

    zones if they are properly detailed.

    The beam-to-column connections

    must be capable to develop an inter-

    storey drift angle of 0.04 rad undercyclic loading.

    Advantages: They absorb less shear

    forces due to their flexibility and

    have high energy dissipation

    capacity.

    Disadvantages: Large inter-storeydrifts may cause severe P-delta

    effects and non-structural damage.

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    SFRS with Rd = 5.0

    Ductile plate walls:

    Newly introduced system in the

    CAN/CSA S16-01.

    The main energy dissipating element

    is the web plate, framing elements

    also dissipate energy once the plate

    has yielded.

    Same requirements for beams,

    columns, panel zones and

    connections; except that columns

    must always be class 1.

    Elements are proportioned so that

    yielding occurs first in the web plate(principle of capacity design).

    The top and bottom web plates must

    also be anchored to stiff elements.

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    SFRS with Rd = 5.0

    Ductile plate walls:

    Columns must be stiffened at the

    base, so that the plastic hinges form

    at a certain distance above the base

    plate.

    Advantages: They have very large

    stiffness, reducing the amount ofnon-structural damage during an

    earthquake.

    Disadvantages: They may be more

    expensive; and calculating the

    tension fields in the plate web and

    determining the yielding sequence ofthe plate and the framing system is

    still a problem, due to the limitations

    of the strip model.

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    SFRS with Rd = 4.0

    Ductile eccentrically braced frames:

    The energy dissipating elements are

    the links, which are the beam

    segments between the brace

    connections and the beam.

    Links must be class 1.

    Link rotation limits depend on if it

    yields in shear or flexure.

    Full-depth stiffeners at both ends of

    the link and intermediate stiffeners

    are required to make sure that it will

    have a ductile behavior.

    Beams outside the link, braces andcolumns must be stronger than the

    link.

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    SFRS with Rd = 4.0

    Ductile eccentrically braced frames:

    If the link is directly connected to the

    column, the link beam-to-column

    connection must be able to develop

    anticipated plastic deformation.

    The columns must be designed for

    secondary moment effects due tothe frame drift.

    Advantages: Combines the ductile

    behavior of the moment-resisting

    frame and the stiffness of the

    concentrically braced frame.

    Disadvantages: Since all the energydissipation is restricted to the link,

    the collapse mechanism forms once

    this element has yielded; while other

    SFRS are more redundant.

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    SFRS with Rd = 3.5

    Moderately ductile moment-resisting

    frames:

    Requirements are the same as for

    ductile moment-resisting frames,

    except for the following:

    Beams must be class 1 or 2.

    Maximum axial load in columns

    limited to 0.5AFy for all load

    combinations, since their flexural

    resistance deteriorates fast when

    high axial loads are applied.

    The beam-to-column connections

    must be capable to develop an inter-storey drift angle of 0.03 rad under

    cyclic loading.

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    SFRS with Rd = 3.0

    Moderately ductile concentrically

    braced frames:

    The energy dissipating elements are

    the diagonal braces.

    Only configurations that allow

    inelastic response without losing

    stability are permitted, like tension-

    compression, chevron or tension-

    only bracing systems.

    Because ground motions may occur

    in any direction, the dimensions of

    the diagonal braces must be such

    that the shear resistance in eachstorey provided by the tension forces

    developed in these elements is

    similar for storey shears acting in

    opposite directions.

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    SFRS with Rd = 3.0

    Moderately ductile concentrically

    braced frames:

    In tension-compression systems,

    braces must be class 2 to delay local

    buckling, but they must yield before

    the other elements.

    In chevron systems, the beams must

    be strong enough to resist yielding

    and buckling forces from the braces

    together with gravity loads, without

    considering the support from the

    braces.

    In tension-only systems, the energydissipation capacity is very limited,

    the braces must be able to carry all

    the seismic loads.

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    SFRS with Rd = 3.0

    Moderately ductile concentricallybraced frames:

    Brace connections must have aductile rotational performance if highinelastic response is expected.

    Beams, columns and connections

    must resist forces induced byyielding of the braces.

    The columns must be designed forsecondary moment effects due tothe frame drift.

    Advantages: They have very largestiffness.

    Disadvantages: They tend to have asoft-storey response, so heightrestrictions apply depending on thebracing system used.

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    SFRS with Rd = 2.0

    Moment-resisting frames with limited

    ductility:

    Requirements are the same as for

    moderately ductile moment-resisting

    frames, except for the following:

    Beams must be class 1 or 2, while

    columns must be class 1 and I-

    shaped.

    In high seismic areas, buildings with

    this system cannot exceed 12

    storeys.

    The beam-to-column connections

    must be capable to develop an inter-storey drift angle of 0.02 rad under

    cyclic loading.

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    SFRS with Rd = 2.0

    Limited ductility plate walls:

    Requirements are the same as for

    ductile plate walls, except for the

    following:

    The energy dissipating element is

    the web plate, not the framing

    elements.

    Beams, columns and their

    connections do not have any special

    requirements, since they are not

    expected to yield.

    Buildings with this type of system

    cannot exceed 12 storeys.

    Limited ductility concentrically

    braced frames:

    Requirements are the same as for

    moderately ductile concentrically

    braced frames, except for the

    following:

    Height restrictions are relaxed, since

    elements are designed for higher

    forces.

    Diagonal braces can be class 2 or

    lower in low seismic areas.

    Brace connections do not need to

    have a ductile rotationalperformance in low seismic areas if

    braces are slender.

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    Characteristics:

    Connections in type D and MD

    frames must be tested to ensure that

    they satisfy certain deformation

    criteria under cyclic loading.

    Testing procedures are described in

    the FEMA 350 document.

    The test assemblies must represent

    the prototype characteristics, and the

    test loading the deformation

    magnitude and cyclic nature.

    For each given combination of beam

    and column size, tests of at least twospecimens must be performed. The

    results obtained must be able to

    predict the mean value of the drift

    angle capacity of the connection.

    Physical tests for connections in moment-resisting frames

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    Characteristics:

    The size of the beam used in the

    specimen must be at least the

    largest depth and heaviest weight

    used in the structure.

    The column must provide a flexural

    strength consistent with therequirements of strong-column-

    weak-beam connections, and must

    have a height similar to the real

    column, so that the drift angles

    obtained are representative of the

    real structure. The mean drift angle capacity must

    not be less than a certain limit.

    Tests results must be supported with

    analytical design procedures.

    Physical tests for connections in moment-resisting frames

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    Bolted unstiffened end plateconnection:

    The beam is welded to an end plate,

    extended above and below the

    flanges. The beam flange-to-plate

    joints have complete-penetration-

    groove welds, and the beam web isconnected to the plate with fillet or

    complete-joint-penetration-groove

    welds. Then, the end plate is bolted

    to the column using eight bolts.

    Design principle: Member sizes are

    selected to preclude brittle failuremodes, and for yielding to occur as a

    combination of beam flexure and

    panel zone yielding. This applies

    also for the other connections.

    Moment-resisting connections for seismic applications

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    Bolted stiffened end plateconnection:

    The beam is welded to an end plate.

    The beam flange-to-plate joints have

    complete-penetration-groove welds,

    and the beam web is connected to

    the plate with fillet or complete-joint-penetration-groove welds. The end

    plate extensions at the top and

    bottom of the beam are stiffened

    with vertical stiffeners that extend

    outward from beam flanges. Then,

    the end plate is bolted to the column

    using 16 bolts.

    Elements must have similar sizes

    and details to those that were tested,

    to predict their behavior. This applies

    also for the other connections.

    Moment-resisting connections for seismic applications

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    Reduced beam section connection:

    The flexural resistance of the beam

    is reduced at a certain distance from

    the connection, so that yielding and

    plastic hinging occurs in the beam.

    The top and bottom beam flanges

    have circular radius cuts for thispurpose. The flanges of the beam

    are connected to the columns only

    with complete joint penetration

    groove welds. A shear tab, that can

    be bolted or welded, is used for the

    web connection.

    This type of connection cannot be

    used for type LD frames, but the

    previous two connections may be

    used for these cases.

    Moment-resisting connections for seismic applications

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    Special truss moment frames:

    This system is designed in such a

    way that the inelastic deformation is

    moved to some segments of the

    truss that are specially designed.

    This truss has several diagonal

    members in a segment at themidspan designed for this purpose,

    they absorb most of the energy and

    dissipate it by yielding. After the

    earthquake, the diagonal members

    that were damaged can easily be

    repaired or replaced.

    This system has the advantage that

    it weighs less than common framing

    systems. Also, it provides substantial

    cost and time savings compared to

    these systems.

    Special seismic steel framing systems

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    Friction-damped steel frames:

    Friction dampers are designed in

    such a way they have moving parts

    that will slide over each other during

    a strong earthquake. Friction is

    created between these sliding

    elements, which dissipates energybuilt up in the structure. Examples of

    these are the basic sliding joint, the

    rotation sliding joint, the dual level

    joint, the Pall friction device and the

    Sumitomo friction device.

    They have the advantage that theirbehavior is not seriously affected by

    repeated cycles of displacement, the

    friction force between surfaces can

    be controlled, and they are not

    affected by fatigue.

    Special seismic steel framing systems

    Basic sliding joint

    Pall friction device

    Rotating sliding joint

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    Conclusions

    An overall overview of the seismicdesign of steel structures in Canada

    has been carried out. The design

    procedures for SFRS, moment-

    resisting connections, and some

    special framing systems, which are

    spread in various documents andpublications, have all been organized

    in this report.

    Each of the SFRS presented have

    their own advantages and

    disadvantages.

    There may be cases in which itmight not be possible to use the

    prequalified connections, and

    physical tests are usually very

    expensive and cannot be afforded by

    small engineering companies. More

    research is needed to developdesign procedures for various types

    of connections with different element

    sections.

    Systems like the special truss

    moment frame and the friction-

    damped steel frame provide safe

    and economic solutions compared toconventional framing systems, and

    may be implemented in future codes.

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    End of the presentation

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