40gal/min of water is pumped and the energy loss in the discharge line is 13.5 feet and at the suction line it is 2.5 feet. If the steel suction pipe is 2.5” in diameter and the steel discharge is 1.5” in diameter. The pressure at the distribution tank is 30 psi. Determine a) the pressure at the outlet of the pump b) the power in kW of the pump

Q: • Pump (or turbine) efficiency = Power Out / Power In • Schedule 40 steel and PVC pipe have the same…

A: a) Calculating the head pump delivery: hpump=∆Pγhpump=128 psi×114 in2ft262.4 lb/ft3hpump=295.38 ft

Q: The mechanical efficiency of the pump is 0.85 and pumping with a rate of 650 gal/min of engine oil…

A:

Q: Which of the following statements about cavitation is true? Locating the pump below the water…

A: To determine:Which of the following statements about cavitation is true(a) Locating the pump below…

Q: Q-The allowable net positive suction head (NPSH) for a pump provided by the manufacturer for a flow…

A: To Find-The maximum height of the pump above the suction reservoir.

Q: Select the most economical (lightest) structural steel wide-flange section (W shape) for the propped…

A: Consider the following free body diagram: The value of the downward deflection at point A due to…

Q: 1.) For the water shooting out of the pipe and nozzle under the condition showed, find the height…

A: Given: A jet is given provided with the nozzle diameter of 100mm. PA=55kPa Diameter at  A, DA=200mm…

Q: The pump has to draw 0.7 m³/s flow to the pipe at an elevation of 10 m where a pressure p = -88.29…

A:

Q: 8-42E Water at 60°F passes through 0.75-in-internal- diameter copper tubes at a rate of 1.2 lbm/s.…

A: Diameter of copper tube = 0.75 in Mass flow rate = 1.2 lbm/s   To determine the pumping power,P per…

Q: shows a pump employed for lifting water from a sump. If its required to pump 60 liters/sec of water…

A:

Pressurized pipe flow

A 15-kilometer-long pipe with a pipe diameter of one meter transports water at a speed of one meter per second. The pipe has a friction coefficient of 0.005. Calculate the frictional head loss?