A pump with a 25 kW motor, lifts 1000 kg of water to a height of 100 m in 3 hours.

A pump with a 25 kW motor, lifts 1000 kg of water to a height of 100 m in 3 hours. determine the efficiency of the pumping station.

Useful work performed by the pump during time t:

A = M g H,

where M is the mass of water, M = 1000 kg; g – acceleration of gravity, g = 9.8 m / s2; Н – water rise height, Н = 100 m.

Net pump power:

Np = A / t,

where t is the pump operation time, t = 3 h = 10800 s.

Pump efficiency:

η = Nп / N = M g H / (N t),

where N is the engine power, N = 25 kW = 25000 W.

Substitute the values in SI units:

η = 1000 × 9.8 × 100 / (25000 × 10800) = 0.0036 = 0.36%.

Answer: The efficiency is 0.36%.



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