Challenge

Reinforcement Detailing of Beams from ETABS output

Ans:-

To analyze the given ETABS model and to extract the design results and detailing of two mentioned RC beams. Also, the design recheck for Grid-A RC beam has to be done.

Longitudinal Reinforcement of Beam(mm2)

  • Go to Longitudinal Reinforcement of Beam at Grid-3 from the ETABS (mm2)

  • Now we have to draw the reinforcement details in the auto-cad software

    First, we have to calculate the rebars Ast for the beam top and bottom section

    Seven-span continuous beam along grid 3 Longitudinal reinforcement of beam at grid three from ETABS (mm^2)

  • Grid 3:

    At Top:

    1) Maximum Ast at Support = 194

    2) Maximum Ast at Middle = 485.

    * 2 dia of 32mm = 1606

    * 1 dia of 25 mm = 490

    Therefore, to satisfy the support, we need to provide two dia of 32mm bar, and additionally, in the middle, we need to provide one dia of 25mm.

    At Bottom:

    1) Maximum Ast at Support = 1056

    2) Maximum Ast at Middle = 1501

    * 3 dia of 25mm = 1470

    * 1 dia of 16mm = 200.96

    Therefore, to satisfy the support, we need to provide three dia of 25mm bar, and additionally, in the middle, we need to provide one dia of 16mm.

grid A:

At Top:

1) Maximum Ast at Support = 2045

2) Maximum Ast at Middle = 477.

* 2 dia of 32mm = 1606

* 1 dia of 25 mm = 490

Therefore, to satisfy the support, we need to provide two dia of 32mm bar and additionally need to provide one dia of 25mm.

At Bottom:

1) Maximum Ast at Support = 1927

2) Maximum Ast at Middle = 789

* 2 dia of 32mm = 1606

* 1 dia of 16mm = 200.96

Therefore, to satisfy the support, we need to provide two dia of 32mm bar, and additionally, in the middle, we need to provide one dia of 16mm.

Q(3)

Ans:-

Sway shear force to Right :

Mas = 174 km

Mbh = 293 km

Lab=4.725 m

V.d+l = 92 kN

After substituting the values, we get,

V u,a= 46 kN

V u,b = 230 kN

Sway shear force to the left:

Mah = 234 km

Mbs = 155 km

Lab=4.725 m

V.d+l = 70 kN

After substituting the values, we get,

V u,a= 185 kN

V u,b = 45 kN

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