Theory And Calculation of Cantilever Bridges

Cover Theory And Calculation of Cantilever Bridges
Theory And Calculation of Cantilever Bridges
R M Ralph Mcintosh Wilcox
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Since these members are duplicates the stress is given for only one system. Stress in P P' is simply the shear or P P' = — 46 000 pounds.
The overturning effect of wind on the truss is, in the case of a cantilever bridge, a doubtful quantity, and very difficult of satisfactory determination. It is perfectly evident in the problem at hand that the wind blowing on the shore arm affects the chord stresses in connection with the lat- eral bracing, and that this effect is trans- mitted by the latera
...l system to the ends of the shore arm, where, by means of the cross-frame it is transmitted directly to the abutment and pier. The ^vind on the river arm and central span, or that part of 97 it acting on the lower chord, has, however^ the effect of twisting the river arm, and thereby causing some additional stress to the chord members of the central span, a^ well as additional stress in both chord and web members of the river arm. This change of stress must take place either when the train is on the bridge or when the bridge is unloaded.

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