Question

Two pipes of equal and constant diameter leave a water pumping station and dump water out of an open end that is open to the atmosphere (see the following figure). The water enters at a pressure of three atmospheres and a speed of v, - 2.7 m/s. One pipe drops a height of 20 m. What is the velocity of the water as the water leaves each pipe? (Assume the pipes are filled with water at 4°C. Enter the magnitudes.) 1 atm P1 3 atm V1 2.7 m/s P1 3 atm V1 2.7 m/ 20 m 1 atm m/s Additional Materials eBook
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Answer #1

Apply Bernoullis equation and write the equation as follows: pi+fou?+pgh = ps + px? +pghna The two points are at the same he

Apply Bernoullis equation and write the equation as follows: P1+5 px? + pgh = p; +5 pvz? +pghz The two points are at the hei

2(3 atm V latm latm) 11.01x10 Pa 2+2(9.8 m/s2)(20m - 0m)+(2.7m/s) V = 1000 kg/m = 28.3 m/s

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