The wave drag on a concrete canoe is believed to be a function of the speed of the canoe, the length of the canoe, the density of water, and the acceleration of gravity. The prototype 20-foot long canoe has a top speed of 10 ft/s. a. What is the corresponding speed of flow for a 1/10 scale model? b. If the drag on the model canoe is measured as 0.02 lb, what is the corresponding drag on the prototype?
The wave drag on a concrete canoe is believed to be a function of the speed of the canoe, the length of the canoe, the density of water, and the acceleration of gravity. The prototype 20-foot long canoe has a top speed of 10 ft/s. a. What is the corresponding speed of flow for a 1/10 scale model? b. If the drag on the model canoe is measured as 0.02 lb, what is the corresponding drag on the prototype?
Chapter2: Loads On Structures
Section: Chapter Questions
Problem 1P
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Transcribed Image Text:The wave drag on a concrete canoe is believed to be a function of the speed of the canoe, the length of
the canoe, the density of water, and the acceleration of gravity. The prototype 20-foot long canoe has a
top speed of 10 ft/s.
a. What is the corresponding speed of flow for a 1/10 scale model?
b. If the drag on the model canoe is measured as 0.02 lb, what is the corresponding drag on the
prototype?
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