An equation for the velocity for a 2D planar converging nozzle is w = 0 Where U is the speed of the flow entering into the nozzle, and L is the length. Determine if these satisfy the continuity equation. Write the Navier-Stokes equations in x and y directions, simplify them appropriately, and integrate to determine the pressure distribution P(x,y) in the nozzle. Assume that at x = (0, y = 0, the pressure is a known value, P.

Elements Of Electromagnetics
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An equation for the velocity for a 2D planar converging nozzle is
Uy
u =U1+
w=0
L
Where U is the speed of the flow entering into the nozzle, and L is the length. Determine if these satisfy the continuity
equation. Write the Navier-Stokes equations in x and y directions, simplify them appropriately, and integrate to
determine the pressure distribution P(x.y) in the nozzle. Assume that at x = 0, y = 0, the pressure is a known value, P.
Transcribed Image Text:An equation for the velocity for a 2D planar converging nozzle is Uy u =U1+ w=0 L Where U is the speed of the flow entering into the nozzle, and L is the length. Determine if these satisfy the continuity equation. Write the Navier-Stokes equations in x and y directions, simplify them appropriately, and integrate to determine the pressure distribution P(x.y) in the nozzle. Assume that at x = 0, y = 0, the pressure is a known value, P.
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