seismic retrofitting options of masonry & concrete structures

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An Undergraduate thesis work conducted at the Civil Engineering department of University of Asia Pacific in Dhaka, Bangladesh. In this work, we portrayed the phenomenons of seismic retrofitting options used in masonry structures into an wooden model. Also we investigated the effect of fiber reinforced polymer in increasing the ductility and strength of concrete specimens.The thesis work was conducted under the supervision of Dr. Iftekhar Anam, Professor, Dept. of Civil Engineering, UAP.Supervisor's Link: http://www.uap-bd.edu/ce/anam/

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    Retrofitting options of masonry

    and concrete structures

    Presented by:

    Armaan Habib, Md. Salauddin and

    Dipan Dhali.University of Asia Pacific (UAP)

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    Contents.

    Basic Concept of retrofitting.

    Objective of the present work

    Theoretical and numerical background

    Experiment and result on masonry model.

    Experiment and result on cylinder test.

    Experiment and result on beam test.

    Comparison of numerical and experimentalresults.

    Conclusion.

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    Basic concept of retrofitting

    The seismic retrofitting of reinforced concrete buildings is the

    process of strengthening and/or modifying existing old

    (mostly) or new structures; not designed or insufficiently

    designed to withstand seismic action.

    The retrofitting techniques are mostly aimed at the older

    structures due to their increased susceptibility to seismic

    actions compared to newer structures even though these

    structures meet codal requirements.

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    Basic concept of retrofitting (Contd.)

    Conventional retrofitting techniques also involve enlargement

    of existing structural members e.g.: jacketing of columns

    and/or beams.

    Other retrofitting techniques may include construction of

    shear walls, bracings and cross-lintels in the case of masonry

    structures.

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    Objective of the present work

    Here in this particular research we have focused on the study

    of change of strength and stiffness due to retrofitting.

    Masonry structure was represented by wood model due to

    limitation of shake table.

    Concrete cylinders were wrapped with Fiber Reinforced

    Polymer (FRP) to check for the change in failure stress due to

    compression.

    The beams were retrofitted by using epoxy and steel plate

    before undergoing a 2-point loading and an axial

    compression.

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    Theoretical and numerical background

    Two methodologies of retrofitting are available so far, i)Qualitative methods and ii) Analytical methods.

    The qualitative methods are based on the background information

    available of the building and its construction site, visual inspection

    reports and some non destructive tests.

    The analytical methods are based on the consideration of the

    capacity and ductility of buildings based on the available drawings.

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    Using wire mesh in masonry walls is a widespread method of masonryretrofitting. Application of wire mesh increases the lateral strength capacity of

    unreinforced masonry walls significantly. It consists of a galvanized iron mesh

    fixed to the walls through nails or connector-links drilled through the wall

    thickness and the mesh is covered by rich mix of cement-sand mortar in the ratio

    of 1:3. Galvanizing of wire mesh is necessary to prevent corrosion.

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    In the pictures above we can see the effectiveness of through lintels in

    masonry structures under seismic actions. With through lintels the

    structure more or less shows a rigid box like behavior.

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    bandaging the walls/corners of masonry walls is alsopracticed as retrofitting option.

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    Theoretical and numerical background

    (Contd.) The equation of dynamic equilibrium for earthquake forces has the

    form in which inertia, damping and restoring forces balance theapplied force,

    F(t) = m(t) + c(t) + ku(t)

    On the basis of this earthquakes ground shaking magnitude, shake

    table was designed; at UAP with a scale factor of 3.68. Therefore, factorized equation

    Displacement, umax=El Centro/3.68. (2.2)

    Acceleration, amax=aEl Centro* (TEl Centro/TShake)2 (2.3)

    Zone Coefficient, Zmax=(a/ag)* (TEl Centro/TShake)2 (2.4)

    Weight, Wreq.=Fmax/Zmax (2.5) TEl Centro= 40.96 sec

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    Theoretical and numerical background

    (Contd.) The M-relationship of arbitrary RC sections was derived

    numerically (Anam & Shoma 2002) by the application of

    simple principles of Strength of Materials.

    The applied loads are obtained directly from the bending

    moment M at the midpoint section; i.e.,

    M = PL/6 P = 6M/L

    Moreover, the mid-span deflection of the beam is also

    obtained from its midspan curvature; i.e., in the fully

    elastic range

    max= (23/1296) PL

    3

    /EI = (23/216) maxL2

    = (1/9.4) maxL2

    Therefore, max=PL/6EI

    while in the fully plastic range

    max= (1/8) maxL2

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    Theoretical and numerical background

    (Contd.)

    Effectively confined concrete displays increased strength and

    ductility over unconfined concrete. Confined concrete also

    has the ability to carry larger stresses and strains at ultimate

    strength. This is evident in the stress-strain model proposed

    by Saatcioglu and Razvi (1992) shown in Fig.

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    Experiment on Masonry Model

    Masonry Model Setup:

    ** The phenomenon of retrofitting on a masonry building wasportrayed onto a wooden model.

    **Timber walls (1x1x0.5) were used instead of masonry walls; dueto limitation of shake table.

    **Paper tape (3x1) was used to form the bond between the timberwalls.

    **Tapes were used in 3 layers and throughout the length of thetimber walls.

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    Bonding Test Apparatus:

    Bonding of wood and tape was tested using the

    bonding test apparatus. The bond force was required tocalculate the weight at which the walls would

    dismantle on the shake table.

    .

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    ** In the bond testing apparatus, the bond between wood and tape

    required 13.672 lb (including self-weight) to be broken; for 3 layers of

    tape.

    ** For through tapes along the length of the wooden walls, 28.672 lb

    (including self-weight) was required to break the bond between tape

    and wood.

    Bonding Test

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    Shake Table Tests:

    **Wreq(weight required to be placed on the model walls

    theoretically, to fail the bond between wood and tape on the

    shake table) was calculated using numerical equations.

    For 3 layers of bonding tape

    Wreq21.81lb for 15sec shaking. (by using equation )

    For Through layer bonding tape

    Wreq45.73lb for 15sec shaking. (by using equation )

    ** Experimentally the values of Wreqwere found to be 25 lb for 3

    layers of tape and 50 lb for through layer of tapes.

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    (a) (b)Figure: (a) Bond Failure with 3 layers tape (b) Bond failure with through

    layers on the shake table.

    ** Now, the tests were repeated using retrofit options. The methods

    of retrofitting used were (i) using through lintels (seismic bands) and(ii) corner sewing of the walls.

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    **Retrofitting applied in the

    form of through lintels andcorner sewing.

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    Results:Applying retrofitting (With Lintel/Seismic Band):

    3 layer bonding tape

    For 15 sec shaking the bond between the tape and wooden walls did not fail,

    under Wreq= 25lb.

    Through layer bonding tape

    For 15 sec shaking the bond between the tape and wooden walls did not fail,

    under Wreq= 50lb.

    Applying retrofitting (with corner sewing of the walls)3 layers bonding tape

    For 15 sec shaking the bond between the tape and wooden walls did not fail,

    under Wreq= 25lb.

    Through layer bonding tape

    For 15 sec shaking, the bond between the tape and wooden walls did not fail,under Wreq = 50lb.

    The experimental and theoretical values of Wreq were pretty much similar.

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    Experiments on Concrete

    Cylinders**The experiment works consist of tests on concrete cylinders

    and jacketed cylinder; i.e. normal concrete cylinder specimens

    were compared with ones retrofitted by FRP and jacketed

    cylinders (resulting from jacketing of concrete cubes).

    **The results compare the ultimate compressive strengths (fc)

    and crushing strains (ult) of retrofitted and un- retrofitted

    concrete specimens.

    **Fiber Reinforced Polymer was used in two ways. In one way it

    was wrapped along the full length of the cylinder and in another

    way it was wrapped at only the mid-half length of the cylinder.

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    Results:For Normal Cylinders:

    fc(ksi)avg= 2.923 ksi and 0(x10-3)avg= 2.473.

    For Cylinders Retrofitted with Fiber Reinforced Polymer:

    fc(ksi)avg= 6.176 ksi and 0(x10

    -3

    )avg= 15.092 (fully confined).fc(ksi)avg = 3.283 ksi and 0(x10-3)avg = 2.603 (half confined).

    For Jacketed Cylinders Retrofitted with Fiber Reinforced Polymer:

    fc(ksi)avg= 4.456 ksi and 0(x10-3

    )avg= 17.223 (fully confined).fc(ksi)avg= 2.21 ksi and 0(x10

    -3)avg = 3.52 (half confined).

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    Experiments on RC Beams

    **10 RC beams (42x7x9) were cast withreinforcements 2 #5 bars at bottom and 2 #3 bars at

    top. #3 stirrups @ 4c/c were used.

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    Sample Arrangements:All 10 beams were tested under 2-point loading but:

    **3 samples without retrofitting and without axial force. (S1,

    S2, S3)

    **2 samples with retrofitting and without axial force. (SR1,

    SR2)

    **3 samples without retrofitting and with axial force. (SA1,

    SA2, SA3)

    **2 samples with retrofitting and with axial force. (SAR1,

    SAR2)

    Steel plates with epoxy resin were used as retrofitting options

    for beams as FRP proved to be a costly alternative.

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    Load vs Deflection curve for SA2 Load vs deflection curve for SR2(With axial, without retrofitting) (Without axial, with retrofitting)

    Load vs. deflection graph and compare (SAR2)

    With Axial Force and With Retrofitting

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    Conclusion:** Masonry walls should be checked for out-of-plane failure

    criteria based on their (h/t) ratio. This is invariably the weakest

    link in their seismic resistance. because of the instability causedto them due to the large overturning moments.

    **For the case of cylinders, the compressive strength increased by up

    to 111% (more than 2 times its initial strength) after full confinementwith fiber reinforced polymer. When the cylinders were confined to

    only the mid 1/2 of length, the strength was found to increase by 12%.

    Hence partial confinement is not effective.

    **The jacketing of concrete cylinders did not produce expectedresults. It was expected that the compressive strength of the cubes

    after jacketing would remain same/increase as that of the normal

    cylinders. However this did not happen.

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    Recommendations:

    (i) improved shake table capacity so that larger models can be investigated.

    (ii) effect of retrofitting on models having different (h/t) ratios.

    (iii) For jacketing purpose the size of aggregate should be reduced.

    (iv) The surface where jacketing is to be applied should be more rough so that bonding

    improves

    (v) The properties concrete used for jacketing purpose can be varied and the effect

    studied.

    (vi) The price of fiber reinforced polymer although is high, but it is a very effective tool

    for retrofitting. However, if the structural member is not fully confined with fiber

    reinforced polymer, the results are less effective.

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    Recommendations (contd.)

    vii)For beam tests, the axial load application system can be improved.

    (viii)The beams were cast in a standing position. For beams cast in flat

    positions, the results may improve.

    (ix)Clear cover for beams cast in a standing position should be more thanwhat was given in this experimental work. This is to ensure proper tamping.

    (x)Digital and more sensitive deflection meters.

    (xi)Digital UTM machines.

    (xii)Ultra slow motion cameras to observe the physical deflection pattern

    more carefully.

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    THANK

    YOU