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Pumps - Power Calculator

Calculate pump hydraulic and shaft power

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 Hydraulic Pump Power

The ideal hydraulic power to drive a pump depends on

  • the mass flow rate the
  • liquid density
  • the differential height

Pump power - si imperial units

- either it is the static lift from one height to an other or the total head loss component of the system - and can be calculated like

Ph(kW) = q ρ g h / (3.6 106)                                  (1)

where

Ph(kW) = hydraulic power (kW)

q = flow capacity (m3/h)

ρ = density of fluid (kg/m3)

g = gravity (9.81 m/s2)

h = differential head (m)

The hydraulic Horse Power can be calculated as:

Ph(hp)Ph(kW) / 0.746                                  (2)

where

Ph(hp) = hydraulic horsepower (hp)

Example - Power pumping Water

1 m3/h of water is pumped a head of 10 m. The theoretical pump power can be calculated as

Ph(kW) = (1 m3/h) (1000 kg/m3) (9.81 m/s2) (10 m) / (3.6 106)

    = 0.027 kW

Shaft Pump Power

The shaft power - the power required transferred from the motor to the shaft of the pump - depends on the efficiency of the pump and can be calculated as

Ps(kW) Ph(kW) / η                                     (3)

where

Ps(kW)  = shaft power (kW)

η = pump efficiency

Online Pump Calculator - SI-units

The calculator below can used to calculate the hydraulic and shaft power of a pump:

q - flow capacity (m3/h)

ρ - density of fluid (kg/m3)

g - gravity (m/s2)

h - differential head (m)

η - pump efficiency

Online Pump Calculator - Imperial units

The calculator below can used to calculate the hydraulic and shaft power of a pump using Imperial units:

q - flow capacity (gpm)

 γ - specific weight of fluid (lb/ft3)

g - gravity (ft/s2)

h - differential head (ft)

η - pump efficiency

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Pumps - shaft power vs. flow and lift diagram

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