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An extruded aluminum beam has the cross section as shown in the figure. a) Determine the shear flow in the flange as a function of x using point A as x = 0. b) Determine the force in the flange. c) Determine the location of the shear centre 0. d) Determine the shearing stress at location A. e) Determine the shearing stress at B in the flange AB and in the web BD. f) Determine the shearing stress at the point C. 6 mm O B 12 mm 192 mm C e V = 120 kN 12 mm D E 72 mm

An extruded aluminum beam has the cross section as shown in the figure. a) Determine the shear flow in the flange as a function of x using point A as x = 0. b) Determine the force in the flange. c) Determine the location of the shear centre 0. d) Determine the shearing stress at location A. e) Determine the shearing stress at B in the flange AB and in the web BD. f) Determine the shearing stress at the point C. 6 mm O B 12 mm 192 mm C e V = 120 kN 12 mm D E 72 mm

Principles of Accounting Volume 2
Principles of Accounting Volume 2
19th Edition
ISBN:9781947172609
Author:OpenStax
Publisher:OpenStax
Chapter8: Standard Costs And Variances
Section: Chapter Questions
Problem 1Q: What two components are needed to determine a standard for materials?
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An extruded aluminum beam has the cross section as shown in the figure. a) Determine the shear flow in the flange as a function of x using point A as x = 0. b) Determine the force in the flange. c) Determine the location of the shear centre 0. d) Determine the shearing stress at location A. e) Determine the shearing stress at B in the flange AB and in the web BD. f) Determine the shearing stress at the point C. 6 mm O B 12 mm 192 mm C e V = 120 kN 12 mm D E 72 mm
Transcribed Image Text:An extruded aluminum beam has the cross section as shown in the figure. a) Determine the shear flow in the flange as a function of x using point A as x = 0. b) Determine the force in the flange. c) Determine the location of the shear centre 0. d) Determine the shearing stress at location A. e) Determine the shearing stress at B in the flange AB and in the web BD. f) Determine the shearing stress at the point C. 6 mm O B 12 mm 192 mm C e V = 120 kN 12 mm D E 72 mm
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