UNIT-IV SHEAR,TORSION AND BOND.

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Presentation transcript:

UNIT-IV SHEAR,TORSION AND BOND

Topics Covered in this unit are UNIT-IVI Description of topic No. of Hrs. Nominal shear stress in RC section, design and maximum shear stress in Concrete, types or forms of shear reinforcement in RC member. 1 Simple problems to check for adequacy of the section in shear. 2 Recommendations of I.S. 456 – 2000 Design of shear reinforcement for rectangular beams using vertical stirrups only. Numerical problems 3 Concept of Development length and check for development length. Design of beams subjected to torsion and shear

After completion of this unit, student will be able to LEARNING OBJECTIVES After completion of this unit, student will be able to name and explain the three different failure modes of reinforced concrete beams under the combined effects of bending moment and shear force, define nominal shear stress τv of rectangular and T-beams of uniform and varying depths under the combined effects of bending moment and shear force, name the two parameters on which the design shear strength of concrete depends, find out the maximum shear stress of concrete beams τcmax with shear reinforcement, locate the critical sections for shear in beams, explain when and why do we consider enhanced shear strength of concrete, explain why the minimum shear reinforcement is provided in any beam, determine the amount of minimum shear reinforcement to be provided in any beam, specify the three different ways of providing shear reinforcement in a beam, desgn the shear reinforcement in a beam for each of the three methods mentioned above, design the shear reinforcement closed to the support of a beam,

Types of failures

(i) In beams of uniform depth ζv=Vu/bd where Vu = shear force due to design loads, b = breadth of rectangular beams and breadth of the web bw for flanged beams, and d = effective depth. (ii) In beams of varying depth: where τv, Vu, b or bw and d are the same as in (i), Mu = bending moment at the section, and β = angle between the top and the bottom edges.

Critical Section for Shear (i) When the reaction in the direction of the applied shear introduces tension into the end region of the member, the shear force is to be computed at the face of the support of the member at that section. (ii) When the reaction in the direction of the applied shear introduces compression into the end region of the member ,the shear force computed at a distance d from the face of the support is to be used for the design of sections located at a distance less than d from the face of the support. The enhanced shear strength of sections close to supports, however, may be considered as discussed in the following section

Minimum Shear Reinforcement (cls. 40. 3, 26. 5. 1. 5 and 26. 5. 1 Minimum Shear Reinforcement (cls. 40.3, 26.5.1.5 and 26.5.1.6 of IS 456) The minimum shear reinforcement in the form of stirrups shall be provided such that:

The minimum shear reinforcement is provided for the following: (i) Any sudden failure of beams is prevented if concrete cover bursts and the bond to the tension steel is lost. (ii) Brittle shear failure is arrested which would have occurred without shear reinforcement. (iii) Tension failure is prevented which would have occurred due to shrinkage, thermal stresses and internal cracking in beams. (iv) To hold the reinforcement in place when concrete is poured. (v) Section becomes effective with the tie effect of the compression steel.

Design of Shear Reinforcement (cl. 40.4 of IS 456) The amount of shear reinforcement to be provided is determined to carry a shear force Vus equal to

Placement of stirrups

Assignment-4 What are the different shear failures in beams UNIT-IV Assignment-4 What are the different shear failures in beams Explain under reinforced, over reinforced & balanced sections. Explain durability requirements as per IS:456-2000. Explain how concrete is divided into different grades based on strength as per IS:456-2000.