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Structural Concrete - Hassoun

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666 Chapter 17 Design of Two-Way Slabs<br />

10 no. 4<br />

top bars<br />

Figure 17.29<br />

strip.<br />

Example 17.9: Concentration of reinforcement within exterior column<br />

2 no. 6 2 no. 6 2 no. 6<br />

no. 4 @ 4″<br />

Figure 17.30<br />

Example 17.9: Reinforcement in edge of slab to resist torque.<br />

Check: a = A s f y 1.93 × 60<br />

0.85f c ′ = = 0.73 in.<br />

b 0.85 × 4 × 47<br />

Use 10 no. 4 bars within a width 47 in. divided equally at both sides from the center of the column<br />

(Fig. 17.29). Additional reinforcement of four no. 4 bars, as indicated before, provides a better<br />

solution.<br />

5. Torque on slab: The torque from both sides of the exterior column is equal to 40% of the column<br />

strip moment.<br />

T u = 0.4(107) =42.8K⋅ ft<br />

42.8<br />

Torque on each side: = 21.4K⋅ ft = 257 K ⋅ in.<br />

2<br />

A slab section of width equal to the column width will be assumed to resist the torsional stresses:<br />

T u = 1 3 v tu<br />

∑<br />

x 3 y<br />

where x is 9 in. and y is 20 in. The critical section is at a distance d from the face of the column<br />

(Fig. 17.30). Assuming that the torque varies in a parabolic curve to the center of the slab, then<br />

the torque at a distance d is<br />

( ) 140 − 7.9 2<br />

T u = 257<br />

= 229 K ⋅ in.<br />

140

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