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Pleeeeeeeeeeeeeeeese Don T Copy The Wrong Answer Pleeeeeeeeeeeeeeeeese 1 (27.87 KiB) Viewed 38 times
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The complex velocity potential of a flow around a cylinder with radius a is given by W(z)=U(z+za2)−2πiΓlogz where z=reiθ is a complex variable in the polar form. In the case that a stagnation point is located at (r,θ)=(2a,π/2), answer the following questions.
(3) Obtain the value of the circulation Γ. (4) Obtain the maximum and minimum values of the pressure coefficient Cp on the cylinder surface.
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