(20 points) A sphere and a circular cylinder (with its axis perpendicular to the flow), both have identical cross-sectio

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20 Points A Sphere And A Circular Cylinder With Its Axis Perpendicular To The Flow Both Have Identical Cross Sectio 1 (32.1 KiB) Viewed 29 times

(20 points) A sphere and a circular cylinder (with its axis perpendicular to the flow), both have identical cross-section area, are mounted in the same free-stream. A pressure tap exists at the top of the sphere, and this is connected via a tube to one side of a manometer. The other side of the manometer is connected to a pressure tap on the surface of the cylinder. This tap is located on the cylinder surface such that no pressure difference on both side of manometer tube takes place (i.e. P₁ P2). Calculate the location of this tap (find 0) P₁ P2 V Vo M sphere cylinder