Using an energy method of your choice, calculate the deflection at point B for the beam depicted in Figure 1. The second moment of area of the beam is I, with a Young's modulus E. Express the answer as a function of E, I, L and Mo. You must use an energy method and explain your steps. (You are of course free to use any other method to check your result) A B C L/3 L Figure 1: Statically determinate beam Mo X
Using an energy method of your choice, calculate the deflection at point B for the beam depicted in Figure 1. The second moment of area of the beam is I, with a Young's modulus E. Express the answer as a function of E, I, L and Mo. You must use an energy method and explain your steps. (You are of course free to use any other method to check your result) A B C L/3 L Figure 1: Statically determinate beam Mo X
Chapter2: Loads On Structures
Section: Chapter Questions
Problem 1P
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
Transcribed Image Text:Using an energy method of your choice, calculate the deflection at point B for the beam
depicted in Figure 1. The second moment of area of the beam is I, with a Young's modulus
E.
Express the answer as a function of E, I, L and Mo. You must use an energy method and
explain your steps. (You are of course free to use any other method to check your result)
A
B
C
L/3
L
Figure 1: Statically determinate beam
Mo
X
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