If velocity vector is given for a flow by V= (u, v) = (ax + b)i...

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If velocity vector is given for a flow by V= (u, v) = (ax + b)i + (-ay + c)j. Decide that is it irrotational flow or not? If it is irrotational, generate an expression for the velocity potential function. It is noted that the flow is steady, 2D and incompressible. If you want to make a novel design for a motorcycle rider helmet, make a list to describe the three necessary conditions for complete similarity between a model and a prototype. And explain them. If velocity vector is given for a flow by V= (u, v) = (ax + b)i + (-ay + c)j. Decide that is it irrotational flow or not? If it is irrotational, generate an expression for the velocity potential function. It is noted that the flow is steady, 2D and incompressible. If you want to make a novel design for a motorcycle rider helmet, make a list to describe the three necessary conditions for complete similarity between a model and a prototype. And explain them.

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Solution To determine if the flow is irrotational we can calculate the curl of the velocity vector V uy vx 0 Since the flow is steady 2D and incompressible the velocity vector can be expressed as a gr... View the full answer