presentation on circular prestressing

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    SIDDAGANGA INSTITUTE OF TECHNOLOGY

    Technical Seminar on

    Circular Prestressing

    Department of Civil Engieering

    S.I.T, TumkurSubmitted by

    AnandRaj - 1SI09CV007

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    Circular Prestressing

    Introduction

    General Analysis and Design

    Prestressed Concrete Pipes

    Ring Beams

    Conclusion

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    Introduction

    When the prestressed members are curved, in thedirection of prestressing, the Prestressing is called

    circular prestressing.

    Pipes, tanks, silos, containment structures is the mostcommon application of circumferential prestressing.

    Circumferential prestressing resists the hoop tension

    generated due to the internal pressure.

    The prestressing is done by wires or tendons placed

    over sectors of the circumference of the member.

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    The centre of the prestressing steel (CGS) is outside

    the core concrete section.

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    Buttresses are used for the anchorage of the

    tendons.

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    General Analysis and Design

    Compressive stress can be calculated fromcompression C. From equilibrium, C=Po.

    The compressive stress (fc) is given by

    = /

    A = area of the longitudinal section of the slice

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    Analysis at Service Loads

    From equilibrium of half of the slice, T = pR

    =

    + (/)

    At= area of the transformed longitudinal section of the

    slice.

    The value offc should be compressive and within the

    allowable stress at service loads

    SincePe =pR andAtis greater thanA,fc is always

    negative. Thus, the concrete will be under compression.

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    Design

    The internal pressurep and the radiusR are given

    variables.

    It is assumed that the prestressing steel alone carries

    the hoop tension due to internal pressure.

    i.e. Pe =Apfpe =pR

    The steps of the design are:

    Calculate the area of the prestressing steel from the equation

    Ap = pR / fpe

    Calculate the prestress at transfer from an estimate of the

    permissible initial stressfp0

    P0 =Apfp0

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    Calculate the thickness of concrete shell

    A = P0 /fcc,all

    fcc,allis the allowable compressive stress at transfer

    Calculate the resultant stressfc at the service

    conditions and the value offcshould be withinf

    cc,all,

    the allowable stress at service conditions.

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    Prestressed Concrete Pipes

    Prestressed concrete pipes are suitable when the

    internal pressure is within 0.5 to 2.0 N/mm2 . IS:784 - 2001provides guidelines for the design of

    prestressed concrete pipes with the internal diameterranging from 200 mm to 2500 mm.

    The minimum grade of concrete in the core should beM40.

    the core is cast either by the centrifugal method or bythe vertical casting method.

    After adequate curing of concrete the wire is woundusing a counter weight or a die.

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    Analysis

    The stresses in the longitudinal direction are due to

    the following actions.

    1. Longitudinal prestressing (fl1)

    2. Circumferential prestressing (fl2) 3. Self weight (fl3)

    4. Transport and handling (fl4)

    5. Weight of fluid (fl5) 6. Weight of soil above (fl6)

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    Longitudinal prestressing

    The longitudinal prestressing generates a uniform

    compression.1 = /1

    Pe = effective prestress

    Ac1 = area of concrete in the core

    Circumferential prestressing

    Due to the Poissons effect, the circumferential prestressing

    generates longitudinal tensile stress.

    = 0.284 (/)

    The above expression estimates the Poissons effect

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    Self weight

    If the pipe is not continuously supported, then a varying

    longitudinal stress generates due to the moment due to selfweight (Msw).

    3 = /

    Zl= section modulus about the centroidal axis.

    Transport and handling

    A varying longitudinal stress generates due to the momentduring transport and handling (Mth).

    = /

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    Weight of fluid

    Similar to self weight, the moment due to weight of the fluidinside (Mf) generates varying longitudinal stress.

    5 = /

    Weight of soil above

    The weight of soil above for buried pipes is modelled as anequivalent distributed load. The expression of stress (fl6) is

    similar to that for the weight of fluid.

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    The longitudinal stresses are combined based on the

    following diagram:

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    The stresses in the circumferential direction are due to

    the following actions.

    1. Circumferential prestressing (fh1)

    2. Self weight (fh2

    )

    3. Weight of fluid (fh3)

    4. Weight of soil above (fh4)

    5. Live load (fh5)

    6. Internal pressure (fh6)

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    The hoop stresses are combined based on the

    following diagram:

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    CONCLUSION

    Prestressing of concrete is observed in other types of structural

    elements, such as bridge decks, shells and folded plates,

    offshore concrete gravity structures hydraulic structures,

    pavements and raft foundations.

    Further innovations in structural form, prestressing systems

    and construction technology