The cantilevered handle shown here is made from mild steel. Let Fy=300 lbf and Fx= F₂ = 0. The part dimensions are as follows: doa = 1.5 in, dAB=0.875 in and dBC=1.5 in, dCD=1 in, LAB=10 in, LCD=12 in. Determine the angle of twist in the bar OC, ignoring the fillets but including the changes in diameter between O and C. Compare the angle of twist if the bar OC is simplified to be of uniform diameter equal to dAB. Use superposition to determine the vertical deflection (along the y-axis) at D, using the simplified bar OC. 2 in doa +-in R. dAB LAB dco LCD B 2 in dec
The cantilevered handle shown here is made from mild steel. Let Fy=300 lbf and Fx= F₂ = 0. The part dimensions are as follows: doa = 1.5 in, dAB=0.875 in and dBC=1.5 in, dCD=1 in, LAB=10 in, LCD=12 in. Determine the angle of twist in the bar OC, ignoring the fillets but including the changes in diameter between O and C. Compare the angle of twist if the bar OC is simplified to be of uniform diameter equal to dAB. Use superposition to determine the vertical deflection (along the y-axis) at D, using the simplified bar OC. 2 in doa +-in R. dAB LAB dco LCD B 2 in dec
Chapter2: Loads On Structures
Section: Chapter Questions
Problem 1P
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