The cantilever beam below is subjected to a couple, Mo, applied at point A and is propped at point B as shown. Use the Principle of Stationary Total Potential Energy to determine the rotation and deflection at point A. (L = 36 in, Mo = 300 lb-in, I = 0.001736 in¹). Mo ΕΙ L/2 B L/2
The cantilever beam below is subjected to a couple, Mo, applied at point A and is propped at point B as shown. Use the Principle of Stationary Total Potential Energy to determine the rotation and deflection at point A. (L = 36 in, Mo = 300 lb-in, I = 0.001736 in¹). Mo ΕΙ L/2 B L/2
Chapter2: Loads On Structures
Section: Chapter Questions
Problem 1P
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![2. The cantilever beam below is subjected to a couple, Mo, applied at point A and is propped at point B
as shown. Use the Principle of Stationary Total Potential Energy to determine the rotation and
deflection at point A. (L= 36 in, Mo = 300 lb-in, I = 0.001736 in*).
Mo
ΕΙ
L/2
B
L/2](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F1cf29de1-e3f4-4dce-af3b-387ce3b73ca3%2Fcb7af3f9-1d0c-498f-8108-786bda00bb67%2F8cjay2d_processed.png&w=3840&q=75)
Transcribed Image Text:2. The cantilever beam below is subjected to a couple, Mo, applied at point A and is propped at point B
as shown. Use the Principle of Stationary Total Potential Energy to determine the rotation and
deflection at point A. (L= 36 in, Mo = 300 lb-in, I = 0.001736 in*).
Mo
ΕΙ
L/2
B
L/2
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