A box beam is fabricated from two plywood webs that are secured to dimension lumber boards at its top and bottom flanges. The beam supports a concentrated load of P = 450O Ib at the center of a span of length L = 16 ft. The cross-section dimensions are shown where h1 = 14 in., h2 = 5.0 in., b1 = 4.0 in., and b2 = 0.50 in. Bolts (%-in. diameter) connect the plywood webs and the lumber flanges at a spacing of s = 12.0 in. along the span. Supports A and C can be idealized as a pin and a roller, respectively. Determine: (a) the maximum horizontal shear stress in the plywood webs. (b) the average shear stress in the bolts. (c) the maximum bending stress in the lumber flanges. h2 Plywood webs h h2 b2 Determine the moment of inertia l, for the cross-section about the z centroidal axis.
A box beam is fabricated from two plywood webs that are secured to dimension lumber boards at its top and bottom flanges. The beam supports a concentrated load of P = 450O Ib at the center of a span of length L = 16 ft. The cross-section dimensions are shown where h1 = 14 in., h2 = 5.0 in., b1 = 4.0 in., and b2 = 0.50 in. Bolts (%-in. diameter) connect the plywood webs and the lumber flanges at a spacing of s = 12.0 in. along the span. Supports A and C can be idealized as a pin and a roller, respectively. Determine: (a) the maximum horizontal shear stress in the plywood webs. (b) the average shear stress in the bolts. (c) the maximum bending stress in the lumber flanges. h2 Plywood webs h h2 b2 Determine the moment of inertia l, for the cross-section about the z centroidal axis.
Chapter2: Loads On Structures
Section: Chapter Questions
Problem 1P
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