newton | 1 N | 2 N | 3 N | 4 N | 5 N | 6 N | 7 N | 8 N | 9 N | 10 N | 11 N | 12 N | 13 N | 14 N | 15 N | 16 N | 17 N | 18 N | 19 N | 20 N | 21 N | 22 N | 23 N | 24 N | 25 N | 26 N | 27 N | 28 N | 29 N | 30 N | 31 N | 32 N | 33 N | 34 N | 35 N | 36 N | 37 N | 38 N | 39 N | 40 N | 41 N | 42 N | 43 N | 44 N | 45 N | 46 N | 47 N | 48 N | 49 N | 50 N | 51 N | 52 N | 53 N | 54 N | 55 N | 56 N | 57 N | 58 N | 59 N | 60 N | 61 N | 62 N | 63 N | 64 N | 65 N | 66 N | 67 N | 68 N | 69 N | 70 N | 71 N | 72 N | 73 N | 74 N | 75 N | 76 N | 77 N | 78 N | 79 N | 80 N | 81 N | 82 N | 83 N | 84 N | 85 N | 86 N | 87 N | 88 N | 89 N | 90 N | 91 N | 92 N | 93 N | 94 N | 95 N | 96 N | 97 N | 98 N | 99 N | 100 N |
millinewton | 1 000 mN | 2 000 mN | 3 000 mN | 4 000 mN | 5 000 mN | 6 000 mN | 7 000 mN | 8 000 mN | 9 000 mN | 10 000 mN | 11 000 mN | 12 000 mN | 13 000 mN | 14 000 mN | 15 000 mN | 16 000 mN | 17 000 mN | 18 000 mN | 19 000 mN | 20 000 mN | 21 000 mN | 22 000 mN | 23 000 mN | 24 000 mN | 25 000 mN | 26 000 mN | 27 000 mN | 28 000 mN | 29 000 mN | 30 000 mN | 31 000 mN | 32 000 mN | 33 000 mN | 34 000 mN | 35 000 mN | 36 000 mN | 37 000 mN | 38 000 mN | 39 000 mN | 40 000 mN | 41 000 mN | 42 000 mN | 43 000 mN | 44 000 mN | 45 000 mN | 46 000 mN | 47 000 mN | 48 000 mN | 49 000 mN | 50 000 mN | 51 000 mN | 52 000 mN | 53 000 mN | 54 000 mN | 55 000 mN | 56 000 mN | 57 000 mN | 58 000 mN | 59 000 mN | 60 000 mN | 61 000 mN | 62 000 mN | 63 000 mN | 64 000 mN | 65 000 mN | 66 000 mN | 67 000 mN | 68 000 mN | 69 000 mN | 70 000 mN | 71 000 mN | 72 000 mN | 73 000 mN | 74 000 mN | 75 000 mN | 76 000 mN | 77 000 mN | 78 000 mN | 79 000 mN | 80 000 mN | 81 000 mN | 82 000 mN | 83 000 mN | 84 000 mN | 85 000 mN | 86 000 mN | 87 000 mN | 88 000 mN | 89 000 mN | 90 000 mN | 91 000 mN | 92 000 mN | 93 000 mN | 94 000 mN | 95 000 mN | 96 000 mN | 97 000 mN | 98 000 mN | 99 000 mN | 100 000 mN |
The newton (symbol: N) is the International System of Units (SI) derived unit of force. It is named after Isaac Newton in recognition of his work on classical mechanics, specifically Newton's second law of motion.
Name of unit | Symbol | Definition | Relation to SI units | Unit System |
---|---|---|---|---|
newton | N | A force capable of giving a mass of one kilogram an acceleration of one metre per second per second. | = 1 N = 1 kg·m/s2 | Metric system SI |
newtons | millinewtons | newtons | millinewtons |
---|---|---|---|
1 | ≈ 1000 | 6 | ≈ 6000 |
2 | ≈ 2000 | 7 | ≈ 7000 |
3 | ≈ 3000 | 8 | ≈ 8000 |
4 | ≈ 4000 | 9 | ≈ 9000 |
5 | ≈ 5000 | 10 | ≈ 10000 |
Name of unit | Symbol | Definition | Relation to SI units | Unit System |
---|---|---|---|---|
millinewton | mN | = 1 × 10-3 newtons | = 0.001 newtons | Metric system SI |
millinewtons | newtons | millinewtons | newtons |
---|---|---|---|
1 | ≈ 0.001 | 6 | ≈ 0.006 |
2 | ≈ 0.002 | 7 | ≈ 0.007 |
3 | ≈ 0.003 | 8 | ≈ 0.008 |
4 | ≈ 0.004 | 9 | ≈ 0.009 |
5 | ≈ 0.005 | 10 | ≈ 0.01 |
newtons | millinewtons |
---|---|
1 | ≈ 1 000 |
0.001 | ≈ 1 |
Symbol | Definition |
---|---|
≡ | exactly equal |
≈ | approximately equal to |
= | equal to |
digits | indicates that digits repeat infinitely (e.g. 8.294 369 corresponds to 8.294 369 369 369 369 …) |