3. (30 points) Consider a two-dimensional flow of a Newtonian fluid in which the velocity field is given by u (1) (2) V
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3. (30 points) Consider a two-dimensional flow of a Newtonian fluid in which the velocity field is given by u (1) (2) V
3. (30 points) Consider a two-dimensional flow of a Newtonian fluid in which the velocity field is given by u (1) (2) V - -2xy y2 - x2 (a) (5 points) Is this flow incompressible? (b) (10 points) Use the x-momentum equation to determine @p/ (c) (10 points) Use the y-momentum equation to determine åp/dy (d) (5 points) Use the above results to integrate and solve for p(x,y). Evaluate constant of integration by setting p(0,0) = pa as a condition Pa = noticity
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