1) A cantilever beann AD with square cross-section is loaded: (¹) with a linearly distributed load p over section BC. (2) a concentrated force Po at 0. The direction applied lande act in is indicated in the figure. A) Construct the shear force and bending moment diagrams for the beam, Mark the critical values on the diagrams. B) Determine the magnitude and location of the maximum flexural and shear stress. Assume: L=920mm, Po = 120 N/m₂ Po = 28 №₂ = 2 ܠܠܠܢܓܢܠܠܥܕ B PO 306.7mm 306.7mm PD a 306.7mm 20mm 20mm
1) A cantilever beann AD with square cross-section is loaded: (¹) with a linearly distributed load p over section BC. (2) a concentrated force Po at 0. The direction applied lande act in is indicated in the figure. A) Construct the shear force and bending moment diagrams for the beam, Mark the critical values on the diagrams. B) Determine the magnitude and location of the maximum flexural and shear stress. Assume: L=920mm, Po = 120 N/m₂ Po = 28 №₂ = 2 ܠܠܠܢܓܢܠܠܥܕ B PO 306.7mm 306.7mm PD a 306.7mm 20mm 20mm
Chapter2: Loads On Structures
Section: Chapter Questions
Problem 1P
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Transcribed Image Text:1) A cantilever beam AD with square cross-section is loaded:
(1) with a linearly distributed load p over section BC.
(2) a concentrated force Po at 0. The direction applied leade
act in is indicated in the figure.
A) Construct the shear force and bending moment diagrams
for the beam, Mark the critical values on the diagrams.
B) Determine the magnitude and location of the maximum
flexural and shear stress.
Assume: L=920mm, Po = 120 N/m₂ PD = 28 №₂ b = 2
B
Po
PD
Q
306.7mm 306.7mm 306.7mm
20mm
20mm
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Step 1: Given
VIEWStep 2: A) Draw FBD and determine support reactions
VIEWStep 3: Calculate shear force and moment equations
VIEWStep 4: Draw SFD and BMD
VIEWStep 5: B) Determine magnitude and location of maximum flexural stress
VIEWStep 6: Determine magnitude and location of maximum shear stress
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