A box beam is fabricated from two plywood webs that are secured to lumber boards at its top and bottom flanges. The beam supports a concentrated load of P = 4100 lb at the center of a 13-ft span. Bolts (3/8-in. diameter) connect the plywood webs and the lumber flanges at a spacing of s = 9 in. along the span. Supports A and C can be idealized as a pin and a roller, respectively. [w = 4.5 in., b = 0.25 in., t = 5 in., h = 17 in.] B Determine the maximum horizontal shear stress in the plywood webs. Determine the average shear stress in the bolts. Determine the maximum bending stress in the lumber flanges.

Steel Design (Activate Learning with these NEW titles from Engineering!)
6th Edition
ISBN:9781337094740
Author:Segui, William T.
Publisher:Segui, William T.
Chapter9: Composite Construction
Section: Chapter Questions
Problem 9.1.4P
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A box beam is fabricated from two
plywood webs that are secured to
lumber boards at its top and bottom
flanges. The beam supports a
concentrated load of P = 4100 lb at the
center of a 13-ft span. Bolts (3/8-in.
diameter) connect the plywood webs
and the lumber flanges at a spacing of s
=
9 in. along the span. Supports A and
C can be idealized as a pin and a roller,
respectively. [w = 4.5 in., b = 0.25 in., t
= 5 in., h = 17 in.]
B
Determine the maximum horizontal
shear stress in the plywood webs.
Determine the average shear stress in
the bolts.
Determine the maximum bending stress
in the lumber flanges.
Transcribed Image Text:A box beam is fabricated from two plywood webs that are secured to lumber boards at its top and bottom flanges. The beam supports a concentrated load of P = 4100 lb at the center of a 13-ft span. Bolts (3/8-in. diameter) connect the plywood webs and the lumber flanges at a spacing of s = 9 in. along the span. Supports A and C can be idealized as a pin and a roller, respectively. [w = 4.5 in., b = 0.25 in., t = 5 in., h = 17 in.] B Determine the maximum horizontal shear stress in the plywood webs. Determine the average shear stress in the bolts. Determine the maximum bending stress in the lumber flanges.
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