Engineering, 14.08.2020 15:01 jocelynbeoletto
The velocity components for a flow of an incompressible fluid are given by the following
equations:
u=kx (y + z);
v=ky (x + z);
w=-k z(x + y)- 22.
β’ Determine the value of βkβ in order to have a physically possible flow.
β’ Determine if the flow is steady or not (use the value of βKβ, obtained in the first part).
β’ Determine if the flow is uniform or not (use the value of βKβ, obtained in the first part).
β’ Determine if the flow is rotational or not (use the value of βkβ, obtained in the first part). If it
is a rotational flow, compute the magnitude of rotations at a point A which has the following
coordinates: x=1, y=1, z=1.
Answers: 2
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The velocity components for a flow of an incompressible fluid are given by the following
equations:...
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