b) An idealized incompressible flow has the proposed three- dimensional velocity distribution - 4xy² + f(y) /-zy² k Find the appropriate form of the function f(y) that satisfies the continuity equation. Given that f(y) = -y,find the total acceleration of the fluid. c) A two-dimensional incompressible flow field is defined by the

Elements Of Electromagnetics
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b) An idealized incompressible flow has the proposed three-
dimensional velocity distribution - 4xy² + f(y)/-zy² k
Find the appropriate form of the function f(y) that satisfies the
continuity equation. Given that f(y) = -y,find the total acceleration
of the fluid.
c) A two-dimensional incompressible flow field is defined by the
velocity components u = 2V (-), v= -2v² where V and L
are constants. If they exist, find the Stream function and velocity
potential of the flow.
Transcribed Image Text:b) An idealized incompressible flow has the proposed three- dimensional velocity distribution - 4xy² + f(y)/-zy² k Find the appropriate form of the function f(y) that satisfies the continuity equation. Given that f(y) = -y,find the total acceleration of the fluid. c) A two-dimensional incompressible flow field is defined by the velocity components u = 2V (-), v= -2v² where V and L are constants. If they exist, find the Stream function and velocity potential of the flow.
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