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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.
For those who copy without looking, fuk you
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answerhappygod
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For those who copy without looking, fuk you
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