The shape of Rankine oval of equal axes can be found out by substituting ______________(a) Ψ=0(b) Ψ=1(c) U=0(d) U=1This question was posed to me in unit test.Asked question is from Nonlifting Flow over Cylinder topic in portion Inviscid & Incompressible Flow of Aerodynamics

The shape of Rankine oval of equal axes can be found out by substituti

1.	The shape of Rankine oval of equal axes can be found out by substituting ______________(a) Ψ=0(b) Ψ=1(c) U=0(d) U=1This question was posed to me in unit test.Asked question is from Nonlifting Flow over Cylinder topic in portion Inviscid & Incompressible Flow of Aerodynamics
Answer» Correct answer is (a) Ψ=0 Easiest explanation: The shape of the Rankine oval of equal axes can be given by substituting the stream function as ZERO in the equation Ψ = Uy + ((-u/2pir)sin θ. This GIVES US two DIFFERENT solutions for which the shape of oval varies.

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The shape of Rankine oval of equal axes can be found out by substituting ______________(a) Ψ=0(b) Ψ=1(c) U=0(d) U=1This question was posed to me in unit test.Asked question is from Nonlifting Flow over Cylinder topic in portion Inviscid & Incompressible Flow of Aerodynamics

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