Consider the two-dimensional flow u= 3.0 v = -3y (a) Confirm that the flow is incompressible and find its streamfunction. Sketch the streamlines.
(b) At time t = 0, suppose the fluid particles that lie on the curve ++y = 4 are marked with a dye. Find the equation governing the shape of the dyed fluid for t > 0 (c) Docs the area enclosed within the dyed region change ofver time? Is there a simple reason for this?
Consider the two-dimensional flow u= 3.0 v = -3y (a) Confirm that the flow is incompressible and find its streamfunction
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Consider the two-dimensional flow u= 3.0 v = -3y (a) Confirm that the flow is incompressible and find its streamfunction
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