Newton Meter to Gram-Force Centimeter Conversion

Convert between Newton Meter and Gram-Force Centimeter quickly and accurately.

From Newton Meter

N·m

To Gram-Force Centimeter

gf·cm

How to Convert Newton Meter to Gram-Force Centimeter

Conversion Formula

1 N·m = 10197.162 gf·cm

1 gf·cm = 0 N·m

Example

Convert 15 N·m to gf·cm:

15 N·m = 15 × 10197.162 gf·cm = 152957.432 gf·cm

Unit Information

Learn about the torque units you're converting between

Newton Meter

N·m

Definition

The newton meter (N·m) is the SI unit of torque, representing the rotational force produced when a force of one newton is applied perpendicularly at a distance of one meter from the pivot point. It is the fundamental unit for measuring rotational force in the International System of Units.

History/Origin

The newton meter was established as part of the SI system in 1960, derived from the fundamental units of force (newton) and length (meter). It replaced various historical torque units and became the international standard for measuring rotational force in scientific and engineering applications worldwide.

Current Use

Widely used in mechanical engineering, automotive design, robotics, and physics to calculate torque in engines, motors, and other rotating machinery. It is essential for understanding rotational equilibrium, motion, and the design of mechanical systems.

Multiplier

Offset

Gram-Force Centimeter

gf·cm

Definition

The gram-force centimeter (gf·cm) is a gravitational metric unit of torque, equal to 9.80665E-5 newton meters. It represents the rotational force produced by one gram-force applied at one centimeter from the pivot point.

History/Origin

This unit was commonly used in the CGS and technical systems for small-scale torque measurements in precision instruments and laboratory equipment. It provided a practical unit for fine mechanical work.

Current Use

Found in some specialized scientific instruments, older technical literature, and in fields where CGS or technical units are maintained for consistency with historical data and measurements.

Multiplier

Offset