The beam below is made of a horizontal and vertical board, each made of wood. Both beams are 2 inches by 12 inches. The boards below are nailed together so be symmetrical from left to right. The cross section is given below. The woods allowable shear stress is 500 psi. 1. Find the maximum shear force the beam can support. 2. Using value found in part 1. And assuming the nails are spaced evenly, find the maximum distance between the nails so that the system can support a 1000lb shear force. Horizontal Board Vertical Board

Structural Analysis
6th Edition
ISBN:9781337630931
Author:KASSIMALI, Aslam.
Publisher:KASSIMALI, Aslam.
Chapter2: Loads On Structures
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The beam below is made of a horizontal and vertical board, each made of wood. Both beams are 2
inches by 12 inches. The boards below are nailed together so be symmetrical from left to right. The cross
section is given below. The woods allowable shear stress is 500 psi.
1. Find the maximum shear force the beam can support.
2. Using value found in part 1. And assuming the nails are spaced evenly, find the maximum
distance between the nails so that the system can support a 1000lb shear force.
Horizontal Board
Vertical Board
Transcribed Image Text:The beam below is made of a horizontal and vertical board, each made of wood. Both beams are 2 inches by 12 inches. The boards below are nailed together so be symmetrical from left to right. The cross section is given below. The woods allowable shear stress is 500 psi. 1. Find the maximum shear force the beam can support. 2. Using value found in part 1. And assuming the nails are spaced evenly, find the maximum distance between the nails so that the system can support a 1000lb shear force. Horizontal Board Vertical Board
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