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9.3-2 A l-meter-long, simply supported copper beam (E = 117 GPa) carries uniformly distributed load q. The maximum deflection is measured as 1.5 mm. (a) Calculate the magnitude of the distributed load q if the beam has a rectangular cross section (width b = 20 mm, height h = 40 mm). (b) If instead the beam has circular cross section and q = 500 N/m, calculate the radius r of the cross section. Neglect the weight of the beam. B L-

9.3-2 A l-meter-long, simply supported copper beam (E = 117 GPa) carries uniformly distributed load q. The maximum deflection is measured as 1.5 mm. (a) Calculate the magnitude of the distributed load q if the beam has a rectangular cross section (width b = 20 mm, height h = 40 mm). (b) If instead the beam has circular cross section and q = 500 N/m, calculate the radius r of the cross section. Neglect the weight of the beam. B L-

Structural Analysis
Structural Analysis
6th Edition
ISBN:9781337630931
Author:KASSIMALI, Aslam.
Publisher:KASSIMALI, Aslam.
Chapter2: Loads On Structures
Section: Chapter Questions
Problem 1P
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9.3-2 A l-meter-long, simply supported copper beam (E = 117 GPa) carries uniformly distributed load q. The maximum deflection is measured as 1.5 mm. (a) Calculate the magnitude of the distributed load q if the beam has a rectangular cross section (width b = 20 mm, height h = 40 mm). (b) If instead the beam has circular cross section and q = 500 N/m, calculate the radius r of the cross section. Neglect the weight of the beam. A B
Transcribed Image Text:9.3-2 A l-meter-long, simply supported copper beam (E = 117 GPa) carries uniformly distributed load q. The maximum deflection is measured as 1.5 mm. (a) Calculate the magnitude of the distributed load q if the beam has a rectangular cross section (width b = 20 mm, height h = 40 mm). (b) If instead the beam has circular cross section and q = 500 N/m, calculate the radius r of the cross section. Neglect the weight of the beam. A B
9.2-1 The equation of the deflection curve for a cantilever beam is Mox? v(x) = 2 EI (a) Describe the loading acting on the beam. (b) Draw the moment diagram for the beam.
Transcribed Image Text:9.2-1 The equation of the deflection curve for a cantilever beam is Mox? v(x) = 2 EI (a) Describe the loading acting on the beam. (b) Draw the moment diagram for the beam.
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