Flow from a tank. For the tank shown in figure below, compute the velocity of flow from the nozzle and the volume flow rate for a range of depth from 3.0 m to 0.5 m in steps of 0.5 m. The diameter of...


Flow from a tank.<br>For the tank shown in figure below, compute the velocity of flow from the nozzle and the<br>volume flow rate for a range of depth from 3.0 m to 0.5 m in steps of 0.5 m. The diameter<br>of the jet at the nozzle is 50 mm.<br>INIH<br>Use Bernoulli's equation between points 1 and 2.<br>(s/w) ?A (w) y yadə<br>3.0<br>2.5<br>P,ly + Z, + V,?/2g = P2/ y + Z, + V,2/2g<br>2.0<br>Assume the datum to pass horizontally through<br>point 2. Therefore,<br>1.5<br>P,ly + Z, + V,4/2g = P y + Z, + V,/2g<br>0.5<br>2.<br>Also, note that by using Bernoulli's equation, the<br>following Torricelli's theorem is proved.<br>V2 = /2gh<br>%3D<br>4.<br>

Extracted text: Flow from a tank. For the tank shown in figure below, compute the velocity of flow from the nozzle and the volume flow rate for a range of depth from 3.0 m to 0.5 m in steps of 0.5 m. The diameter of the jet at the nozzle is 50 mm. INIH Use Bernoulli's equation between points 1 and 2. (s/w) ?A (w) y yadə 3.0 2.5 P,ly + Z, + V,?/2g = P2/ y + Z, + V,2/2g 2.0 Assume the datum to pass horizontally through point 2. Therefore, 1.5 P,ly + Z, + V,4/2g = P y + Z, + V,/2g 0.5 2. Also, note that by using Bernoulli's equation, the following Torricelli's theorem is proved. V2 = /2gh %3D 4.

Jun 10, 2022
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