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Quiz-Reinforced Concrete Design (submission: before 4.30 p.m. on 04.06.2015, accept only handwritten answers) 1. Determine the area of main steel, As1, required for the beam assuming the following material strengths: fck = 30 MPa and fyk = 460 MPa. Design the shear reinforcement for the beam as well. Carry out a deflection check for the beam. 2. Design the shear reinforcement for the beam shown below, assuming it resists an ultimate shear force at distance d from the face of the support of 250 kN. The characteristic material strengths are fck = 25 N mm 2 and fyk = 460 N mm 2 . 3. Design the longitudinal and link reinforcement for the beam shown below assuming Class XC1 exposure. The beam is made of class C25/30 concrete of bulk density 25 kNm 3 and grade 460 steel. 4. Design a pad footing which supports a column (200 x 200 mm) and subjected to axial characteristic permanent and variable actions of 900 kN and 300 kN respectively ( fck = 25 MPa and fyk = 460 MPa, soil bearing pressure 150 N//mm 2 ).

Quiz Concrete 1

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  • Quiz-Reinforced Concrete Design (submission: before 4.30 p.m. on 04.06.2015, accept only

    handwritten answers)

    1. Determine the area of main steel, As1, required for the beam assuming the following material

    strengths: fck = 30 MPa and fyk = 460 MPa.

    Design the shear reinforcement for the beam as well. Carry out a deflection check for the beam.

    2. Design the shear reinforcement for the beam shown below, assuming it resists an ultimate shear

    force at distance d from the face of the support of 250 kN. The characteristic material strengths are

    fck = 25 N mm2 and fyk = 460 N mm

    2.

    3. Design the longitudinal and link reinforcement for the beam shown below assuming Class XC1

    exposure. The beam is made of class C25/30 concrete of bulk density 25 kNm3 and grade 460

    steel.

    4. Design a pad footing which supports a column (200 x 200 mm) and subjected to axial

    characteristic permanent and variable actions of 900 kN and 300 kN respectively ( fck = 25 MPa

    and fyk = 460 MPa, soil bearing pressure 150 N//mm2).

  • 5. Calculate the maximum variable load that the beam shown below can carry assuming that the

    load is (i) uniformly distributed or (ii) occurs as a point load at mid-span.

    6. Design the one-way spanning floor shown below for an imposed load of 4 kN mm2, assuming

    the following material strengths: fck = 25 Nmm2, fyk = 460 Nmm

    2. The environmental conditions

    fall within exposure class XC1.

    7. Calculate the maximum uniformly distributed variable load that the floor shown below can

    carry.