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Speed : 4 ms^-1 diameter : 2 cm Vol. of water that passes per second : pi*(r^2)*(400) cc. = (22/7)*(1*1)*(400) = 1257.1429 cc. Equate this vol. of water to the nozzle that discharges water at a speed of 16m s^-1. hence, pi (r^2)*(1600cm) = 1257.14
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· Chapter 3 Integral Relations for a Control Volume 177 P3.4 A fire hose has a 5-inch inside diameter and is flowing at 600 gal/min. The flow exits through a nozzle contraction at a diameter Dn.For steady flow, what should Dn be, in inches, to create an exit velocity of 25 m/s?
Water flows through a pipe of diameter 2 cm at a speed of 1 m/s. What should be the diameter of a nozzle if the water is to emerge at a speed of 20m/s? [/math] i.e 4.472 times.therefore required diameter is 2cm/4.472. I.E 0.447 cms. 2.6k views · View 1 Upvoter The nozzle of a fire hose is positioned on the ground at an angle of 30° to
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(17%) Problem 5: Suppose you have a 8.4 cm diameter fire hose with a 2.8 cm diameter nozzle. > 50% Part (a) Calculate the pressure drop due to the Bemoulli effect as water enters the nozzle from the hose at the rate of 40.0 L s Take 1.00 x 10 kg/m2 for the density of the water.
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· Q = 0.7 L/s P = 2.85 × 105 N/m2 d1 = 2.6 cm d2 = 4.7 cm h1 = 2.4 m h2 = 0.35 m The water enters the hose with a 2.6 cm inside diameter and rises 2.4 m above the pump. What is the pressure at this point in N/m^2? Neglect frictional losses. The hose goes over the foundation wall, losing .35 m in height, and widens 4.7 cm in diameter.
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· Example: Air at 110 kPa and 50°C flows upward through a 6-cm-diameter inclined duct at a rate of 45 L/s. The duct diameter is then reduced to 4 cm through a reducer. The pressure change across the reducer is measured by a water manometer. The elevation difference between the …
Diameter to Circumference Calculator. Circumference or perimeter of a circle is defined as the distance around it. The diameter of a circle is the straight line passing through the center of the circle. It is also called as the longest chord of the circle.
· The end of this hose is connected to a second hose which is 4 meters long and 9 cm in diameter. At the open end of the second hose water flows out at a rate of 8 cm3/s. What is the ratio of the speed of the water flowing in the second hose to the speed of the water flowing in the first hose? 1.v2/v1= 4 2.v2/v1=1/4 3.v2/v1= 1 4.
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The pressure inside a 4cm hose is 700 kPa. If water exits through a 2 cm diameter nozzle, what velocity m/s, can be expected inside the hose? I know the answer is 9.7 but explain why please :)
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