0. A velocity vector is given as V = (xyzt)i -(xy2r²)}+0.5z²(x² – yr)k . Find he vector representing the applied differential force on a unit mass of the fluid ie., dF I dm ). Hint, dF I dm = (aV / dt) + (V¸dV /əx+V,aV l Əy +V¸aÑ /əz)]. %3!

Elements Of Electromagnetics
7th Edition
ISBN:9780190698614
Author:Sadiku, Matthew N. O.
Publisher:Sadiku, Matthew N. O.
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30. A velocity vector is given as V = (xyzt)ĩ – (xyzı²)} +0.5z²(xr² – yt)k . Find
the vector representing the applied differential force on a unit mass of the fluid
(i.e., dF I dm ).
[Hint, dF I dm = (aV / Ət) + (V¸ƏÑ / əx+V ‚ðv i əy +V¸dÑ /dz)].
Transcribed Image Text:30. A velocity vector is given as V = (xyzt)ĩ – (xyzı²)} +0.5z²(xr² – yt)k . Find the vector representing the applied differential force on a unit mass of the fluid (i.e., dF I dm ). [Hint, dF I dm = (aV / Ət) + (V¸ƏÑ / əx+V ‚ðv i əy +V¸dÑ /dz)].
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