Foot-pounds
One foot pound is the work done by a force of one pounl acting through a distance of one foot, in the direction of the force. It equates to 1.355 817 948 331 4004 joules
Foot-pounds to Newton-meters
Format
Accuracy
Note: Fractional results are rounded to the nearest 1/64. For a more accurate answer please select 'decimal' from the options above the result.
Note: You can increase or decrease the accuracy of this answer by selecting the number of significant figures required from the options above the result.
Note: For a pure decimal result please select 'decimal' from the options above the result.
Foot-pounds to Newton-meters formula
Nm =
ft-lb
_______
0.73756
Foot-pounds to Newton-meters formula
Nm =
ft-lb
_______
0.73756
Newton-meters
One newton metre is the distance travelled in the direction of applied force, (ie not the perpendicular distance from a fulcrum which is the NM when used to express torque)
Foot-pounds to Newton-meters table
| -20.000ft-lb | -27.116Nm |
| -19.000ft-lb | -25.761Nm |
| -18.000ft-lb | -24.405Nm |
| -17.000ft-lb | -23.049Nm |
| -16.000ft-lb | -21.693Nm |
| -15.000ft-lb | -20.337Nm |
| -14.000ft-lb | -18.981Nm |
| -13.000ft-lb | -17.626Nm |
| -12.000ft-lb | -16.270Nm |
| -11.000ft-lb | -14.914Nm |
| -10.000ft-lb | -13.558Nm |
| -9.0000ft-lb | -12.202Nm |
| -8.0000ft-lb | -10.847Nm |
| -7.0000ft-lb | -9.4907Nm |
| -6.0000ft-lb | -8.1349Nm |
| -5.0000ft-lb | -6.7791Nm |
| -4.0000ft-lb | -5.4233Nm |
| -3.0000ft-lb | -4.0675Nm |
| -2.0000ft-lb | -2.7116Nm |
| -1.0000ft-lb | -1.3558Nm |
| Foot-pounds | Newton-meters |
|---|---|
| 0.0000ft-lb | 0.0000Nm |
| 1.0000ft-lb | 1.3558Nm |
| 2.0000ft-lb | 2.7116Nm |
| 3.0000ft-lb | 4.0675Nm |
| 4.0000ft-lb | 5.4233Nm |
| 5.0000ft-lb | 6.7791Nm |
| 6.0000ft-lb | 8.1349Nm |
| 7.0000ft-lb | 9.4907Nm |
| 8.0000ft-lb | 10.847Nm |
| 9.0000ft-lb | 12.202Nm |
| 10.000ft-lb | 13.558Nm |
| 11.000ft-lb | 14.914Nm |
| 12.000ft-lb | 16.270Nm |
| 13.000ft-lb | 17.626Nm |
| 14.000ft-lb | 18.981Nm |
| 15.000ft-lb | 20.337Nm |
| 16.000ft-lb | 21.693Nm |
| 17.000ft-lb | 23.049Nm |
| 18.000ft-lb | 24.405Nm |
| 19.000ft-lb | 25.761Nm |
| Foot-pounds | Newton-meters |
|---|---|
| 20.000ft-lb | 27.116Nm |
| 21.000ft-lb | 28.472Nm |
| 22.000ft-lb | 29.828Nm |
| 23.000ft-lb | 31.184Nm |
| 24.000ft-lb | 32.540Nm |
| 25.000ft-lb | 33.895Nm |
| 26.000ft-lb | 35.251Nm |
| 27.000ft-lb | 36.607Nm |
| 28.000ft-lb | 37.963Nm |
| 29.000ft-lb | 39.319Nm |
| 30.000ft-lb | 40.675Nm |
| 31.000ft-lb | 42.030Nm |
| 32.000ft-lb | 43.386Nm |
| 33.000ft-lb | 44.742Nm |
| 34.000ft-lb | 46.098Nm |
| 35.000ft-lb | 47.454Nm |
| 36.000ft-lb | 48.809Nm |
| 37.000ft-lb | 50.165Nm |
| 38.000ft-lb | 51.521Nm |
| 39.000ft-lb | 52.877Nm |
| Foot-pounds | Newton-meters |
|---|---|
| 40.000ft-lb | 54.233Nm |
| 41.000ft-lb | 55.589Nm |
| 42.000ft-lb | 56.944Nm |
| 43.000ft-lb | 58.300Nm |
| 44.000ft-lb | 59.656Nm |
| 45.000ft-lb | 61.012Nm |
| 46.000ft-lb | 62.368Nm |
| 47.000ft-lb | 63.723Nm |
| 48.000ft-lb | 65.079Nm |
| 49.000ft-lb | 66.435Nm |
| 50.000ft-lb | 67.791Nm |
| 51.000ft-lb | 69.147Nm |
| 52.000ft-lb | 70.503Nm |
| 53.000ft-lb | 71.858Nm |
| 54.000ft-lb | 73.214Nm |
| 55.000ft-lb | 74.570Nm |
| 56.000ft-lb | 75.926Nm |
| 57.000ft-lb | 77.282Nm |
| 58.000ft-lb | 78.637Nm |
| 59.000ft-lb | 79.993Nm |
| 60.000ft-lb | 81.349Nm |
| 61.000ft-lb | 82.705Nm |
| 62.000ft-lb | 84.061Nm |
| 63.000ft-lb | 85.417Nm |
| 64.000ft-lb | 86.772Nm |
| 65.000ft-lb | 88.128Nm |
| 66.000ft-lb | 89.484Nm |
| 67.000ft-lb | 90.840Nm |
| 68.000ft-lb | 92.196Nm |
| 69.000ft-lb | 93.551Nm |
| 70.000ft-lb | 94.907Nm |
| 71.000ft-lb | 96.263Nm |
| 72.000ft-lb | 97.619Nm |
| 73.000ft-lb | 98.975Nm |
| 74.000ft-lb | 100.33Nm |
| 75.000ft-lb | 101.69Nm |
| 76.000ft-lb | 103.04Nm |
| 77.000ft-lb | 104.40Nm |
| 78.000ft-lb | 105.75Nm |
| 79.000ft-lb | 107.11Nm |