-
Step 1
Use the formula "T = F x D" where "T = torque" in ft-lb, which means the weight in pounds (lb.) being moved over the distance of one foot (ft.), "F = force" in pounds (lb.), and "D = distance" in feet (ft.)
-
Step 2
Replace the letter "F" with the force being applied. Replace the letter "D" with the distance that must travel for one rotation. For example, 60 pounds of force pushing on a lever arm that is 3 feet long would result in the formula "T = 60 x 3."
-
Step 3
Multiply "F" by "D" to get your answer. For this equation, the answer is "T = 180." The torque is 180 ft-lb. This means this particular device can move 180 pounds per foot.
-
Step 1
Use the formula "T = HP x 5252 divided by RPM" where "HP" = horsepower and "RPM" = revolutions per minute.
-
Step 2
Replace "HP" with the horsepower of the motor and "RPM" with the rpm of the motor. For example, a 30 horsepower motor working at 1725 revolutions per minute gives you the formula "T = 30 x 5252 divided by 1725".
-
Step 3
Multiply the horsepower by 5252, in this case "30 x 5252" and divide your answer by RPM. For this equation, "30 x 5252" divided by "1725" equals 91.34. Your answer is "T = 91.34 ft-lb". The full-load torque of the engine is 91.34 foot-pounds.














