A beam has the following cross-section: Click on the image to enlarge where b = 40mm,...
A beam has the following cross-section:
Click on the image to enlarge
where b = 40mm, h = 45mm, and t = 7mm. Determine the moment of
inertia.
I = in4.
Homework Answers
the moment of inertia. is,
I = bh3/12 = [40 mm][45 mm]3 / 12 = 303750 mm4 = [303750][0.0393700787]4= 0.72976 inc4
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A beam has the following cross-section:
Click on the image to enlarge
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A beam has the following cross-section: Click on the image to enlarge where b = 6...
A beam has the following cross-section:
Click on the image to enlarge
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(1 point) A simply supported basswood beam shown below . Click on the image to enlarge...
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(1 point) A simply supported basswood beam shown below . Click on the image to enlarge...
(1 point) A simply supported basswood beam shown below . Click on the image to enlarge is 102 inches long and carries a load of 450 pounds. It has an I cross-section as shown Click on the image to enlarge where b = 5 inches, h = 5 inches, and t = 1.5 inches. Basswood has the following material properties: Modulus of Elasticity = 10x10ºpsi and Density = 165 lbm/ft3. Find the deflection. Deflection = inches.
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PLEASE PRINT Question Four The beam has a cross section shown below and is subjected to...
PLEASE PRINT
Question Four The beam has a cross section shown below and is subjected to a 1 kN load as shown. The beam AB has a length of 3 m. a) Draw the shear force and bending moment diagrams. b) Determine the maximum bending stress. c) Where is the location of the maximum stress in b) above? 30 mm 30 mm 30 mm 50 mm t 40 mm 50 m 40mm
A beam has the following cross-section:
Click on the image to enlarge
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(1 point) A simply supported steel beam shown below Click on the image to enlarge is 64 inches long is designed to carry a load of 500 pounds in the center. It has a solid box cross-section as shown b Click on the image to enlarge where b = 2.25 inches and h = 6 inches. Steel has the following material properties: Modulus of Elasticity = 30x10 psi and Density = 490 lbmlft. Determine the moment of inertia, deflection, volume,...
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PLEASE PRINT
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