Flag Mechanics> A hollow tube has a disk DD attached to i...
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A hollow tube has a disk DD attached to its end (Fig. 16-33). When air of density p is blown through the tube, the disk attracts the card cc. Let the area of the card be A and let v be the average air speed between the card and the disk. Calculate the resultant upward force on CC. Neglect the card's weight; assume that v0 ≪ v, where v0 is the air speed in the hollow tube.
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

Shane Macguire , 10 Years ago
Grade upto college level
anser 1 Answers
Deepak Patra
233-1435_1.PNG
233-2227_1.PNG
Last Activity: 10 Years ago
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