An incompressible flow field has the cylinder components Cr, z K (R2 r2), r 0, where C and K are constants and r R, z L Does this flow satisfy continuity What might it represent physically

Question: An incompressible flow field has the cylinder components = Cr, z = K (R2 r2), r = 0, where C and K are constants

An incompressible flow field has the cylinder components υθ = Cr, υ z = K (R2 – r2), Υr = 0, where C and K are constants and r ≤ R, z ≤ L. Does this flow satisfy continuity? What might it represent physically?

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