Design only the cross-section (B-B) of the continuous slab in the figure using the code moment...

 

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Design only the cross-section (B-B) of the continuous slab in the figure using the code moment coefficients. Assume concrete specific weight equals to 23.5 KN/m³, and live load equals to 11 KN/m will be applied on the slab. The slabs are built integrally with the end supports, which are spandrel beams, and the spandrel supports are 25 cm wide. fy = 350 MPa and f = 28 MPa. 4₁ im Note: use your university student number to define the values of forces and angle as the following: 1₂: Sec (8-8) (the last two digits of your student No.) 100 +4.20m (the last two digits of your student No.) 100 + 3.80m Example: Student No. is xxxxxxx56 56 in this case ₁ = +4.20m = 4.76m, and l₂ = +3.80m = 100 4.36m 56 100 Design only the cross-section (B-B) of the continuous slab in the figure using the code moment coefficients. Assume concrete specific weight equals to 23.5 KN/m³, and live load equals to 11 KN/m will be applied on the slab. The slabs are built integrally with the end supports, which are spandrel beams, and the spandrel supports are 25 cm wide. fy = 350 MPa and f = 28 MPa. 4₁ im Note: use your university student number to define the values of forces and angle as the following: 1₂: Sec (8-8) (the last two digits of your student No.) 100 +4.20m (the last two digits of your student No.) 100 + 3.80m Example: Student No. is xxxxxxx56 56 in this case ₁ = +4.20m = 4.76m, and l₂ = +3.80m = 100 4.36m 56 100

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To design the crosssection BB of the continuous slab well use the moment coefficients and the given parameters Lets calculate the values step by step 1 Calculate the effective span lengths l1 last two ... View the full answer