Ar 351 Deprem Sunum 2 Li

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    IZMIR INSTITUTE OF TECHNOLOGY, DEPARTMENT OF ARCHITECTURE

    Tuba NAN

    STRUCTURAL IRREGULARITIESAND

    SOLUTION SUGGESTIONS

    Turkey, with more than 90% of its land being in

    highly seismic regions, is an earthquake prone

    country and has been struck by many

    devastating earthquakes throughout history.

    Therefore, it is too significant to design

    earthquake resistant buildings in order to defend

    the structures against significant earthquake

    loads.

    Earthquakes

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    Turkey is located on Anatolian Peninsula on the Alp

    Himalayan earthquake belt that is seismically active

    region in the world. As a result of this, a great deal of

    destructive earthquakes has happened in Turkey.

    Seismic map of Turkey

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    Earthquake directions

    Earthquake Resistant Design

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    Earthquake Resistant Building Design depends on:

    1. Architectural Design

    2. Structural Configuration

    3. Seismic Zone

    4. Soil Type

    5. Proper Construction6. Proper Detailing

    7. Building Inspection

    ERD

    Architects Civil Engineer

    Building Constructor Municipalities

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    Structural Irregularities according to TEC

    Torsional Irregularity (A1)

    Floor Discontinuity (A2)

    Projections in Plan(A3)

    Nonparallel Axis (A4)

    Weak Storey(B1)

    Soft Storey(B2)

    Discontinuity of VerticalStructural Elements (B3)

    1. Irregularities in Plan 2. Irregularities in Vertical

    Direction

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    Irregularities in Plan

    Torsional irregularity is defined in the TEC-2007 as

    the the case where torsional irregularity factorbiwhich is defined for any of the two orthogonal

    earthquake directions as the ratio of the maximumstorey drift at any storey to the average storey drift

    at the same storey in the same direction, is greater

    than 1.2, as follows:

    A1- Torsional Irregularity

    bi = avgii max > 1.2

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    A1- Torsional Irregularity

    EARTHQUAKE

    i(min)

    i(max)

    bi = avgii max > 1.2

    Rigidity Center

    ex

    ey

    EARTHQUAKE LOAD

    BX

    By

    R

    G Gravity Center

    STRENGTH STRENGTH

    EARTHQUAKE LOAD

    G and RM

    Gravity and Rigidity Centre

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    the factors causing torsional irregularity can be

    categorized as follows:

    1. The plan geometry

    2. Rigidity distribution

    Effective factors on torsional irregularity

    The plan geometry/ Form

    Simple plan geometry Complex plan geometry

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    Rigidity distribution

    GR

    ex

    ey

    DEPREM

    GR

    ex

    ey

    DEPREM

    Rijit

    ekirdek MRijit

    ekirdek

    Rigid core and torsion

    Rigidity distribution

    Different collapses

    G

    RM

    M

    GR

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    Solutions for torsional irregularity

    To separate the complex forms into simple and compact

    forms by using seismic separation joints.

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    Solutions for torsional irregularity

    Softening of acute angle reentrant corners:

    b (a) b (b)

    3 1.21 1.192 1.19 1.181 1.18 1.17

    Ground 1.17 1.16

    Solutions for torsional irregularity

    Strengthening of acute angle reentrant corners:

    According to this solution the buildings, which have

    acute angle corners such as the plan geometry ofL

    and T type, are strengthened at weak points called

    notch points by vertical structural members. Thismethod is widely used in America and Japon.

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    Strengthening of acute angle reentrant corners:

    Solutions for torsional irregularity

    Strengthening offlexible sides:

    This solution suggests that rigid cores orstability walls can

    be used for preventing deformation between the wings of the

    building in case the rigidity center and the gravity center of the

    building do not coincide due to the plan geometry of the

    building.

    For instance, open facades creates unbalanced perimeter in

    a building. Moreover, this causes the formation of the rigid and

    flexible sides in a building.

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    Regular configuration of structural elements

    The Vertical structural members should be orderedregularly in all directions.

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    Regular configuration of structural elements

    The vertical structural members should be connected with

    beams to form a rectangular frame and provide the continuity

    in rectangular frames.

    It is desired that one should avoid from the beam-to-beam

    connection (anchorage beam) without any vertical support.

    Discontinuity of beams

    Regular configuration of structural elements

    One-way slabs cause large deformations and unexpected

    shear stresses on the structural members. It should be

    prevented. Slabs should work on both directions.

    In Turkey, over-stretched one-way slabs are often used to

    generate corridors in the apartment block projects. Both open and closed cantilever projections are widely

    constructed in Turkey. If it is necessary to use, the continuity

    between the beams is to be provided under the cantilever

    slabs. Moreover, a side beam should be designed to prevent

    critical displacement.

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    Symmetric according to both

    plan geometry and rigiditydistribution

    Despite the symmetrical plan geometry and rigidity

    distribution, structural elements type, their location in

    plan and their sufficiency play the most effective role

    on earthquake behaviour of structures.

    If the structure has a central rigid core, it must be

    supported with shear walls which are located on the

    outer axis of the structure; otherwise it exposes to

    high torsional irregularity.

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    Irregular rigidity distribution

    The models show favorable results against earthquake

    loads coming from symmetry direction.

    Asymmetry in the rigidity distribution cause excessive

    torsional irregularity despite the symmetrical plan

    geometry.

    Shear walls should be positioned symmetrically toprovide similar rigidity distribution on both

    earthquake directions.

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    Irregularities in Plan

    A2-Floor Discontinuity

    According to the TEC-2007, type A2 irregularity which is

    called floor discontinuities are described as follows:

    In any floor;

    I - The case where the total area of the openings including

    those of stairs and elevator shafts exceeds 1/3 of the gross

    floor area,

    II The cases where local floor openings make it difficult

    the safe transfer of seismic loads to vertical structuralelements,

    III The cases of abrupt reductions in the in-plane stiffness

    and strength of floors.

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    (a)(b)

    (c) (d)

    If the ratio between the total areas of openings to the gross

    floor area is greater than 1/3, the diaphragm should be

    divided into simple and regular forms to provide the

    continuity in the distribution of the earthquake forces on

    slabs, and subsequently to the columns and shear walls.

    The reinforcement around the corners and edges of the

    openings may contribute to the continuity in floors.

    The rigidity of the columns and beams around the openings

    should be increased to balance the rigidity between floors.

    Solutions for Floor discontinuity

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    The projection ratio has significant role on earthquake

    behaviour of structures. A3 irregularity which is called

    projections in plan is the cases where projections

    beyond the re-entrant corners in both of the two principal

    directions in plan exceed the total plan dimensions of the

    building in the respective directions by more than 20 %

    (TEC, 2007).

    A3- Projections in Plan

    x>0.20Lx or y>0.20Ly

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    Solutions for A3 irregularity

    Seismic joints

    Irregularities in Plan

    The TEC-2007 describes the A4 type of irregularity which

    is called Nonparallel Axes of Structural Elements as the

    cases where the principal axes of vertical structural

    elements in plan are not parallel to the consideredorthogonal earthquake directions.

    A4- Nonparalel axis:

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    Irregularities in Plan

    A4- Nonparalel axis:

    To separate the buiding to the regular and

    simple parts by using sesimic separation joints.

    Increasing the internal force values.

    Solutions for A4 type of irregularity

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    B1 type of irregularity is defined in the TEC-

    2007 that in reinforced concrete buildings, the

    case where in each of the orthogonal

    earthquake directions, Strength Irregularity

    Factorci, which is defined as the ratio of theeffective shear area of any storey to the effective

    shear area of the storey immediately above, isless than 0.80.

    Irregularities in Vertical directionB1- Weak storey

    If the ratio is between 0.8 and 0.6, there exists

    weak storey irregularity in structure.

    If it is less than 0.6, the structure must beredesigned until appropriate range of values are

    gained.

    B1-Weak storey

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    Ae = Aw + Ag + 0.15 Akci = (Ae)i / (Ae)i+1 < 0.80

    Aw: Effective shear area

    of column

    Ag: Effective shear area ofshear walls

    Ak: Effective shear area of

    wall

    B1-Weak storey / interstorey strength

    irregularity

    Earthquake loads are directly proportional with

    the mass. Overturning moments will increase if

    the gravity center moves from ground to the

    upper levels.

    B1- Weak storey

    Inverted pyramid

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    B1- Weak storeyVertical setbacks:

    B1-Weak storey

    Considerable overhangs

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    Deficiency of shear walls in the ground floor

    B1-Weak storey

    To create partly setbacks as pyramidal

    configuration (Figure 3.18)

    To create seismic separation joints

    To provide equal strength between stories To leave joint between column and wall

    To make isolation

    Solutions for B1- Weak storey

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    Solutions for B1- Weak storey

    B2 type of irregularity is defined in the TEC-2007 as the

    case where in each of the two orthogonal earthquake

    directions, stiffness irregularity factorki, which is definedas the ratio of the average storey drift at any storey to the

    average storey drift at the storey immediately above or

    below, is greater than 2.0

    B2- Soft storey / Interstorey stiffness

    irregularity

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    [ki = (i/hi)ort / (i+1/hi+1)ort > 2.0 orki = (i /hi)ort / (i1/hi1)ort > 2.0]

    B2- Soft storey / Interstorey stiffness

    irregularity

    B2- Soft storey / Interstorey stiffness

    irregularity

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    a) Add bracing elements which stiffen thecolumns up to a level

    b) Add additional columns at ground storey toincrease the stiffness

    c) Increase the cross-sections of the columns atfirst storey.

    d) Add external buttresses

    e) Create vaults on the ground floor

    Solutions for B2- Soft storey

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    Solutions for B2- Soft storey

    a) Gusseted columns or the columns which rest oncantilever beams are prohibited

    b) In the case where a column rest on a beam supportedwith columns at both ends, all internal forces consistingvertical loads and seismic loads from the earthquakedirection shall be increased by 50 % at all sections ofthe all beams and the columns which are adjacent tothe beam

    B3-Discontinuity of Vertical Structural

    Elements

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    c) In no case the shear walls should be allowed to

    rest under the columns

    d) In no case the shear walls should be allowed to

    rest on the beams

    B3-Discontinuity of Vertical Structural

    Elements

    B3-Discontinuity of Vertical Structural

    Elements

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    Short column effect

    Mezzanine floors

    Mechanical floors

    Hillside sides

    Graded foundation

    Adjacent columns to the openings

    Stair landing

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    Strong beam-weak column

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    Seismic pounding effect

    There are various parameters causing irregularity of

    pounding in structures. They can be listed as follows:

    a) Soft ground floors

    b) Irregular plan geometry

    c) Setbacks

    d) Liquefaction

    Pounding due to the torsion

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    Pounding due to the liquefaction

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    Minimum size of the seismic gaps should be 30

    mm up to 6 m height. From thereon a minimum 10

    mm shall be added for every 3 m height increment.

    Seismic gaps

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    Conclusions

    Effective Factors for Structural Irregularities:

    Architectural form (Plan Geometry)

    Configuration of structural elements

    (Rigidity Distribution)

    The number of structural axis

    The number of stories

    Floor opening ratio

    Positions of floor openings in plan

    Positions of Shear walls according to the floor openingsProjection ratio & Projection direction or symmetry condition

    Overhang directions & Symmetry in plan geometry & Building mass

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    Structural configuration is much more important than plan geometry

    Thank you for your interest

    Tuba NAN