Question: A mathematical relation sometimes used in fluid mechanics is the theorem of Stokes [1] where A is any surface and C is the curve enclosing

A mathematical relation sometimes used in fluid mechanics is the theorem of Stokes [1] where A is any surface and C is the curve enclosing that surface. The vector ds is the differential arc length along C, and n is the unit outward normal vector to A. How does this relation simplify for irrotational flow, and how does the resulting line integral relate to velocity potential?

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