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Show transcribed image text Design Challenge: Stress Analysis of Pole and Struts A portable basketball hoop is shown below. The pole is pinned to the base at A, and the struts are pinned at B and C. Assume the backboard and rim are rigidly attached to the pole.
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Notes for google keep mac download. Following a slam dunk, Shaq hangs from the part of the rim furthest from the backboard at D. Shaq weighs 325 lbs. The base is filled with 400 lb of sand. You may treat this The base is 43 in. And weighs 400 lb. Dead rising 1 free download.
Assume the base is a uniform rectangular prism. The pole is made of 16-gauge A36 steel with an outer diameter of 3 inches.
The steel struts are also made of 16-gauge A36 steel with an outer diameter of 0.75 in, and pinned at B and C as shown in the figure below. Assume the weight of all components (other than the base) are negligible. Determine the maximum stresses in the pole.
Are these stresses acceptable? If not, determine the minimurn steel gauge required for an acceptable poie design. Determine the maximum stresses in the struts. (Note that there are two of them!) Are these stresses acceptable? If not, determine the minimum steel gauge required for an acceptable strut a 2D pro Your task is to determine whether Shaq's slam dunk will cause failure in the pole and/or the struts.
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Assume failure due to yielding with a minimum safety factor of 3. 16 If failure occurs, redesign the weak component(s) for a safety factor of 3.