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Structural Concrete - Hassoun

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22.5 Gravity Loads 903<br />

Table 22.13<br />

(Continued)<br />

Type of Superstructure<br />

Applicable<br />

Cross Section<br />

from Table 22.11<br />

Distribution Factors<br />

Range of<br />

Applicability<br />

h<br />

g, i, and j if<br />

connected only<br />

enough to<br />

prevent relative<br />

vertical<br />

displacement<br />

at the interface<br />

Regardless of number of<br />

loaded lanes:<br />

S/D<br />

where<br />

C = K(W/ L) ≤ K<br />

D = 11.5 − N L + 1.4N L (1 − 0.2C) 2<br />

When C ≤ 5,<br />

D = 11.5<br />

√<br />

− N L when C > 5<br />

(1 + μ)I<br />

K =<br />

J<br />

For preliminary design, the following<br />

values of K may be used<br />

Beam type K<br />

Nonvoided rectangular beams: 0.7<br />

Rectangular beams with circular voids: 0.8<br />

Box section beams: 1.0<br />

Channel beams: 2.2<br />

T-beam: 2.0<br />

Double T-beam: 2.0<br />

N L ≤ 6<br />

Open steel grid deck on<br />

steel beams<br />

a<br />

One design lane loaded:<br />

(S/7.5) If t g < 4.0<br />

(S/10.0) If t g ≥ 4.0<br />

S ≤ 6.0<br />

Two or more design lanes loaded:<br />

(S/8.0) If t g < 4.0<br />

(S/10.0) If t g ≥ 4.0<br />

S ≤ 6.0<br />

<strong>Concrete</strong> Deck on<br />

Multiple steel Box<br />

Girders<br />

b,c<br />

Regardless of number of loaded lanes:<br />

0.05 + 0.85 N L<br />

+ 0.425<br />

N b N L<br />

0.5 ≤ N L<br />

N b<br />

≤ 1.5<br />

Source: AASHTO LRFD Bridge Design Specifications, 2014. Used by permission.<br />

22.5.3.2 Live-Load Moments and Shears in Simply Supported Spans. The maximum bending<br />

due to the uniform lane loading of 0.64 kip/ft occurs at midspan and may be computed from the<br />

following expressions:<br />

0.64(x) (L − x)<br />

Maximum M LL = kip ⋅ ft (22.4)<br />

2<br />

where<br />

x = distance from left support, ft<br />

L = beam span, ft

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