An incompressible flow in polar coordinates is given by vr = Kcos (1-b/r2) vo = - Ksin
Question:
vr = Kcos (1-b/r2)
vo = - Ksin θ (1 + br2)
Does this field satisfy continuity? For consistency, what should the dimensions of constants K and b be? Sketch the surface where vr = 0 and interpret.
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Substitute into plane polar coordinate continuity 1ov rv dr 1 d d ...View the full answer
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