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Mechanical Engineering

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Shiv123 | 06:44 Thu 16th Jul 2020 | Technology
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A fine tube whose section k is a function of its lengths s, in the form of a closed plan curve of area A, filled with ice, is moved in any manner. When the component angular velocity of the tube about a normal to its plan is Ω, the ice melts without change of volume. Prove that the velocity of the fluid relativity to the tube at a point where the section is K at any subsequent time when ω is the angular velocity is,the internal being taken once round the tube.
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And before anyone asks, a piece of string is twice as long as half its' length.

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