A ship's model of scale 1 : 100 had a wave resistance of 1 kg at its design speed. The corresponding wave resistance in prototype will be
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A ship's model of scale 1:100 had a wave resistance of 1 kg at its design speed. The corresponding wave resistance in prototype is 10 kg.
1) Wave resistance follow froude's law of design.
2) Froude's number is given by v^2/ sqrt( l * g )
3) Given data: Lm / Lp = 1 / 100. The wave resistance of model is 1 kg.
4) The wave resistance of the prototype is sqrt (100) = 10Kg.
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The corresponding wave resistance in prototype is 10 kg.
Explanation:
We are given that:
- Ship's model of scale = 1 : 100
- Wave resistance = 1 Kg
- To Find: The corresponding speed = ?
Solution:
We know that the wave resistance follows Froude's law of design.
According to Froude's law:
v^2/ √( l x g )
The wave resistance of the prototype is √(100) = 10 Kg.
Thus the value of corresponding wave resistance in prototype is 10 Kg.
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