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The closed-circuit wind tunnel flows air with a velocity of 200 fus (between sections (5) and (6)] at standard condition. Th

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Answer #1

Solution:

Let's first calculate all the minor losses in entire fluid flow.

1. Head loss in conical nozzle 4 to 5 = Knozzle * V2 / 2g = 0.2 * 2002 / 2 * 32.2 = 124.22 ft ( Hint says to take velocity at point 5 )

2. Head loss in conical diffuser 6 to 4 = Kdiffuser * V2 / 2g = 0.6 * 2002 / 2 * 32.2 = 372.66 ft ( Hint says to take velocity at point 6 )

3. Head loss at all the 4 corners = Kcorner * ( V22 / 2g + V32 / 2g + V72 / 2g + V82 / 2g ) = 0.2 * ( 28.62 + 22.92 + 802 + 44.42 ) / 2*32.2 = 30.167 ft

4. Head loss in flow straightening screens = Kscreen * V2 / 2g = 4 * 22.92 / 2*32.2 = 32.57 ft

Assumption = Head loss in Test section 5 to 6 is negligible w.r.t. losses in other sections.

Now, Total Head loss = Summation of all the head losses = 124.22 + 372.66 + 30.167 + 32.57 = 559.617 ft

Now, p1-p9 = Density * g * total head loss = Density * 32.2 * 559.617 = density*18019.6674 ( Density of air is not given in the question, hence leaving answer in this format )

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