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Newton-Meters to Foot-Pounds Converter

1 newton-meter is about 0.737562 foot-pounds. To convert newton-meters to foot-pounds, divide by 1.3558179483314004.

Sources: NIST SP 811, BIPM SI Brochure Updated

Result

100 N·m = 73.7562 ft·lb

How to convert newton-meters to foot-pounds

foot-pounds = newton-meters ÷ 1.3558179483314004

The newton-meter is the SI unit of torque. 1 foot-pound (pound-force foot) is 0.3048 m × 0.45359237 kg × 9.80665 m/s², about 1.3558 newton-meters.

Dividing by 1.3558179483314004 is exact. Written as a multiplication the factor is a repeating decimal, 1 N·m = 0.7375621492773… ft·lb, so a rounded multiplier such as 0.7376 is slightly off. This converter keeps the exact fraction (2500000000000000/3389544870828501) and rounds only the result it shows.

Worked example: 120 N·m

  1. Start with the value in newton-meters: 120 N·m.
  2. Divide by 1.3558179483314004, because 1 foot-pound = 1.3558179483314004 newton-meters: 120 ÷ 1.3558179483314004 = 88.50745791….
  3. Round to the precision you need: 88.51 ft·lb to two decimals.

Newton-Meters and foot-pounds side by side

N·mft·lb020406080100120140160180200020406080100120140
Newton-Meters on top, foot-pounds below, lined up with the exact factor. The line marks the value in the converter. Drawn to proportion, not to actual size.

Newton-Meters to foot-pounds chart

Newton-meters from 5 to 500 converted to foot-pounds with the exact factor, shown to five significant digits.

Newton-Meters to foot-pounds, part 1 of 4
N·mft·lb
53.6878
107.3756
1511.063
2014.751
2518.439
3022.127
3525.815
4029.502
4533.19
5036.878
5540.566
6044.254
6547.942
7051.629
7555.317
8059.005
8562.693
9066.381
9570.068
10073.756
10577.444
11081.132
11584.82
12088.507
12592.195
Newton-Meters to foot-pounds, part 2 of 4
N·mft·lb
13095.883
13599.571
140103.26
145106.95
150110.63
155114.32
160118.01
165121.7
170125.39
175129.07
180132.76
185136.45
190140.14
195143.82
200147.51
205151.2
210154.89
215158.58
220162.26
225165.95
230169.64
235173.33
240177.01
245180.7
250184.39
Newton-Meters to foot-pounds, part 3 of 4
N·mft·lb
255188.08
260191.77
265195.45
270199.14
275202.83
280206.52
285210.21
290213.89
295217.58
300221.27
305224.96
310228.64
315232.33
320236.02
325239.71
330243.4
335247.08
340250.77
345254.46
350258.15
355261.83
360265.52
365269.21
370272.9
375276.59
Newton-Meters to foot-pounds, part 4 of 4
N·mft·lb
380280.27
385283.96
390287.65
395291.34
400295.02
405298.71
410302.4
415306.09
420309.78
425313.46
430317.15
435320.84
440324.53
445328.22
450331.9
455335.59
460339.28
465342.97
470346.65
475350.34
480354.03
485357.72
490361.41
495365.09
500368.78

foot-pounds = newton-meters ÷ 1.3558179483314004. Factors: NIST SP 811, BIPM SI Brochure. unitcheck.net/energy/newton-meters-to-foot-pounds/

Check which unit your wrench shows

A torque wrench set to “100” applies very different torque depending on its scale: 100 N·m is 73.76 ft·lb, and 100 ft·lb is 135.58 N·m. Confirm the unit on the tool and on the specification before tightening.

Where the factor comes from

A foot-pound of torque is one pound-force acting at one foot. With 1 ft = 0.3048 m, 1 lb = 0.45359237 kg and standard gravity 9.80665 m/s² (all exact by definition), 1 ft·lb = 0.3048 × 0.45359237 × 9.80665 = 1.3558179483314004 N·m. Small fasteners are often specified in inch-pounds: 1 ft·lb = 12 in·lb.

Frequently asked questions

How many foot-pounds are in 1 newton-meter?

1 newton-meter is about 0.737562 foot-pounds. 1 foot-pound (pound-force foot) is 0.3048 m × 0.45359237 kg × 9.80665 m/s², about 1.3558 newton-meters.

How do I convert newton-meters to foot-pounds?

Divide by 1.3558179483314004: foot-pounds = newton-meters ÷ 1.3558179483314004. For example, 120 N·m = 88.51 ft·lb.

How many newton-meters are in 1 foot-pound?

1 foot-pound is exactly 1.3558179483314004 newton-meters. Press Swap on the converter to go the other way.

Is the N·m to ft·lb conversion exact?

The relationship is exact (1 ft·lb = 1.3558179483314004 N·m), but 1 ÷ 1.3558179483314004 is a repeating decimal, 0.7375621493…. The converter works with the exact fraction and rounds only the displayed result, so it does not pick up the small error a rounded multiplier would cause.

Sources