Discover the ease of converting torque from Newton square Meter (N·m) to Kilogram-force square Meter (kgf·m) with Newtum's intuitive converter. Get accurate results instantly, sparking your curiosity to explore more.
A Newton, symbolized as 'N', is the SI unit of force. It is defined as the force necessary to impart an acceleration of one meter per second squared to a one-kilogram mass. In essence, 1 N is the amount of force required to move 1 kg at an acceleration rate of 1 m/s².
Definition of Kilogram-forceKilogram-force, denoted as 'kgf', is a non-SI unit of force. It represents the gravitational force exerted by one kilogram of mass under standard gravity (9.80665 m/s²). One kilogram-force is equal to the gravitational force exerted on a 1 kg mass at Earth's surface.
Newton square Meter (N·m) | Kilogram-force square Meter (kgf·m) |
---|---|
1 N·m | 0.10197 kgf·m |
2 N·m | 0.20394 kgf·m |
3 N·m | 0.30591 kgf·m |
4 N·m | 0.40788 kgf·m |
5 N·m | 0.50985 kgf·m |
6 N·m | 0.61182 kgf·m |
7 N·m | 0.71379 kgf·m |
8 N·m | 0.81576 kgf·m |
9 N·m | 0.91773 kgf·m |
10 N·m | 1.0197 kgf·m |
Example 1:
Convert 10 N·m to kgf·m:
10 N·m = 10 × 0.10197 kgf·m = 1.0197 kgf·m
Example 2:
Convert 20 N·m to kgf·m:
20 N·m = 20 × 0.10197 kgf·m = 2.0394 kgf·m
The Newton square Meter to Kilogram-force square Meter Converter is a tool that stems from the need to bridge two different units of torque. Historically, as the scientific community sought to standardize measurements, the converter became an essential utility for engineers and technicians working across different unit systems.
Explore practical applications of converting N·m to kgf·m that illustrate the converter's significance in real-world scenarios.
Example 1:
To convert 30 N·m to kgf·m:
30 N·m = 30 × 0.10197 kgf·m = 3.0591 kgf·m
Example 2:
To convert 50 N·m to kgf·m:
50 N·m = 50 × 0.10197 kgf·m = 5.0985 kgf·m