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Building Design and Construction Handbook - Merritt - Ventech!

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7.48 SECTION SEVEN<br />

ing stress ƒ b <strong>and</strong> therefore is nearly proportional to F y, a beam of steel with F y �<br />

100.0 ksi would have to be twice the depth of a beam of steel with F y � 50.0 ksi<br />

when each is stressed to allowable values <strong>and</strong> has the same maximum deflection.<br />

Vibration of large floor areas that are usually free of physical dampeners, such<br />

as partitions, may occur in buildings such as shopping centers <strong>and</strong> department<br />

stores, where pedestrian traffic is heavy. The minimum depth-span ratios in Table<br />

7.10 suggested for ‘‘heavy pedestrian traffic’’ are intended to provide an acceptable<br />

solution.<br />

One rule of thumb that may be used to determine beam depth quickly is to<br />

choose a depth, in, not less than 1.5% of F y times the span, ft. Thus, for A36 steel<br />

depth, in, should be at least half the span, ft.<br />

Ponding. Beams for flat roofs may require a special investigation to assure stability<br />

against water accumulation, commonly called ponding, unless there is adequate<br />

provision for drainage during heavy rainfall. The AISC specification gives<br />

these criteria for stable roofs:<br />

where Cp � 32Ls /107 4 Lp Ip 4<br />

Cs � 32 /107 SLs Is Cp � 0.9Cs � 0.25 (7.1)<br />

4 25S<br />

Id � 6 10<br />

(7.2)<br />

L p � column spacing in direction of girder, ft (length of primary members)<br />

L s � column spacing perpendicular to direction of girder, ft (length of secondary<br />

member)<br />

S � spacing of secondary members, ft<br />

I p � moment of inertia for primary members, in 4<br />

I s � moment of inertia for secondary members, in 4 . Where a steel deck is<br />

supported on primary members, it is considered the secondary member.<br />

Use 0.85I s for joists <strong>and</strong> trusses<br />

I d � moment of inertia of a steel deck supported on secondary members,<br />

in 4 /ft<br />

Uniform-Load Deflections. For the common case of a uniformly loaded simple<br />

beam loaded to the maximum allowable bending stress, the deflection in inches<br />

may be computed from<br />

where F b � the allowable bending stress, ksi<br />

l � the span, in<br />

E � 29,000 ksi<br />

d/l � the depth-span ratio<br />

5 Fl<br />

b<br />

� � (7.3)<br />

24 Ed/l<br />

Drift. AISC <strong>Design</strong> Guide No. 3 (Table 7.9) suggests that the lateral deflection<br />

of a building frame (drift) be limited to a value which does not damage other<br />

structural or architectural components when subject to a 10-year recurrence interval<br />

wind pressure. The 10-year wind pressure can be reasonably estimated at 75% of<br />

the 50-year wind pressure.

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