Before steam power became widespread during the Industrial Revolution, horses were the main source of energy for applications like pulling carts, turning grinding mill wheels, and providing movement to industrial machines. As the availability of steam engines increased, a means of providing understandable power ratings be-came important. Comparing the power output of a steam engine to a corresponding number of horses was an easy way for prospective engine owners to understand and compare power rat-ings. James Watt, an engineer, inventor, and entrepreneur of the late 1700s, determined that by recording the distance a horse traveled in a specific time while pulling a known weight against gravitational force, a measurement could be made of the power the horse produced. After several observations, Watt concluded that a strong horse could provide 550 foot-pounds per second of power, or one horsepower.

To fully understand pump water horsepower, it is important to understand the terminology involved in deriving such a unit. The term “energy” is defined as the capacity to do work. “Power” is the rate at which energy flows or at which energy is used per unit of time.  It is also the rate at which work is performed. In other words, power is the amount of energy that is used to do work or how quickly work can be done. Pump water horsepower is the minimum power that is required to move the water. In other words, it is the power that the pump would require if the pump were 100% efficient. The water horsepower can be determined if the flow rate of the water and the force (pressure) required to produce that flow are known.The following formula can be used to calculate water horsepower (WHP).WHP = HQ / 3960.  Where H is the change in pressure measured in height of water in feet and Q is the water flow rate in gallons per minute. This equation was derived knowing that one horse-power is equal to 550 ft-lb/s. For example, if an irrigation pump located at ground level is pumping 460 gallons of water per minute from a well whose water level is 112 feet below the ground level and discharging that water at ground level, the water horsepower that the pump is delivering is:WHP = (112 x 460) / 3960 = 13.0So the pump is providing 13.0 WHP when it lifts water 112 feet at a rate of 460 gallons per minute.  For industrial applications, the pressure is more conveniently given in PSI and that is the unit that is used in the above calculator.