A model of submarine is scaled down 1/20 of the prototype and is to be tested in a wind tunnel. The speed of the prototype at which we are to estimate the drag is 8 m/s. Explain why there would be no dynamic similarity if the submarine prototype is moved near the free surface. What will be ratic of the drag between the model and the prototype? Giving that Vsea water 1.21 × 10-2 cm²/s. Vair = 1.64 × 10–1 cm²/s psea water = 1027 kg/m³. Pair =
A model of submarine is scaled down 1/20 of the prototype and is to be tested in a wind tunnel. The speed of the prototype at which we are to estimate the drag is 8 m/s. Explain why there would be no dynamic similarity if the submarine prototype is moved near the free surface. What will be ratic of the drag between the model and the prototype? Giving that Vsea water 1.21 × 10-2 cm²/s. Vair = 1.64 × 10–1 cm²/s psea water = 1027 kg/m³. Pair =
Chapter2: Loads On Structures
Section: Chapter Questions
Problem 1P
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Transcribed Image Text:Question 2
a) A model of submarine is scaled down 1/20 of the prototype and is to be
tested in a wind tunnel. The speed of the prototype at which we are to
estimate the drag is 8 m/s. Explain why there would be no dynamic similarity
if the submarine prototype is moved near the free surface. What will be ratio
of the drag between the model and the prototype? Giving that Vsea water =
1.21 x 10-2 cm?/s. Vair = 1.64 × 10–1 cm²/s Psea water = 1027 kg/m³. Pair =
1.34 kg/m³. State any two (2) application to support your answer?
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