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marklar13
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Homework Statement
The velocity components of a flow are given by:
u=-x v=y
Compute the volume of fluid flowing per unit time per unit area through a small surface at (1,2) whose normal makes an angle of 60 deg with the positive x-axis.
Homework Equations
V= u i + y j (velocity vector)
dq = V dot n dS (volume efflux)
The Attempt at a Solution
So for this problem V = -1 i + 2 j
then dq/dS = Vcos(60) = -cos(60) i + 2cos(60) j
i believe it wants the magnitude of dq/dS which is where i get confused.
is the magnitude this:
magnitude dq/dS = sqrt((-.5)^2 + (1)^2)
or is it this:
magnitude dq/dS = sqrt(-(.5^2) + (1^2))
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