Using the energy method, determine the vertical deflection of point D in the cantilever beam under the load P = 5 kN shown in Figure 5 with the dimensions. The beam has a uniform cross section. The Young's modulus of the beam material E = 80 GPa and the second moment area of the cross section I= 106 mm*.
Using the energy method, determine the vertical deflection of point D in the cantilever beam under the load P = 5 kN shown in Figure 5 with the dimensions. The beam has a uniform cross section. The Young's modulus of the beam material E = 80 GPa and the second moment area of the cross section I= 106 mm*.
Chapter2: Loads On Structures
Section: Chapter Questions
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
Transcribed Image Text:Question 5
)
Using the energy method, determine the vertical deflection of point D in the cantilever beam under
the load P = 5 kN shown in Figure 5 with the dimensions. The beam has a uniform cross section.
The Young's modulus of the beam material E= 80 GPa and the second moment area of the cross
section I= 106 mmª.
P = 5 KN
R50
101-
D
All dimensions in mm
60
150
Figure 5
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