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Horsepower from torque and RPM, or from work over time.
What your torque figure produces at each engine speed. Note where the two columns cross.
| RPM | Torque (lb-ft) | Horsepower |
|---|
One horsepower is 33,000 foot-pounds of work per minute. A rotating shaft covers 2π radians per revolution, so 33,000 ÷ 2π = 5,252. At exactly 5,252 RPM the multiplier in the formula is 1, which means torque and horsepower must be numerically equal — and every imperial power curve crosses there, whatever the engine.
Horsepower
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Where this sits against the crossover point
Horsepower is torque × RPM ÷ 5,252 in imperial units, or kW = Nm × RPM ÷ 9,549 in metric. Torque is the twisting force available; horsepower is how quickly that force can do work. European figures quoted in PS read about 1.4 percent higher than the same engine expressed in mechanical horsepower.
The Horsepower Calculator works out power from torque and engine speed, or from work done over time, and converts between the three definitions still in everyday use — mechanical, metric and electrical horsepower.
Calculate horsepower from torque and engine speed, or from work done over a period of time, and convert between the three definitions of horsepower that are still in everyday use: mechanical, metric and electrical.
The torque relationship is the one worth understanding, because it explains a great deal about how engines behave. Horsepower is torque multiplied by RPM divided by 5,252 — and that constant is why every torque and power curve, when plotted in imperial units, crosses at exactly 5,252 RPM. Torque is the twisting force available; horsepower is how quickly that force can do work. An engine can make enormous torque and modest power if it will not rev.
From torque and RPM, or from work done over a period of time.
Mechanical, metric (PS) and electrical, which differ by enough to matter when comparing quoted figures.
Torque and power curves always cross there in imperial units, because that is the constant in the formula.
A table showing what your torque figure produces at each engine speed.
lb-ft and Nm both accepted, with the right constant applied to each.
From torque and RPM, or from work done over a time period.
Torque in lb-ft or Nm, and engine speed in RPM.
In mechanical, metric and electrical horsepower, plus kilowatts.
The table shows power across the rev range for your torque figure.
Horsepower equals torque in lb-ft multiplied by RPM, divided by 5,252. In metric, kilowatts equal torque in Nm times RPM divided by 9,549.
Because that is the constant in the imperial formula. At 5,252 RPM the multiplier is exactly 1, so the two numerical values must be equal whatever the engine.
Torque is the twisting force an engine produces. Horsepower is the rate at which that force does work, so it accounts for how fast the engine turns as well as how hard it pushes.
Mechanical horsepower is 745.7 watts, metric horsepower (PS) is 735.5 and electrical horsepower is exactly 746. European figures quoted in PS read about 1.4 percent higher than the same engine in hp.
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