28 Dyne meter = 2.800e-4 Newton Meter

28 dyn·m = 2.800e-4 N·m
New Conversion

Conversion Formula

1 dyn·m = 1.000e-5 N·m


Unit Information

Dyne_meter

A unit of torque in the CGS system, equal to 10^-7 newton-meters. Used in scientific applications where the dyne is the preferred unit of force and small torques need to be measured.

Newton_meter

The SI unit of torque, representing a force of one newton applied perpendicularly to a moment arm of one meter. Also used as a unit of work or energy, where it is equivalent to one joule.

Conversion Tips

  • Remember to check your decimal places for accuracy.
  • This conversion is commonly used in international applications.
  • Consider the context when choosing precision levels.
  • Double-check calculations for critical applications.
Learn More About Torque

Scientific Overview

Torque is the rotational equivalent of linear force. It measures the tendency of a force to rotate an object about an axis, fulcrum, or pivot. Torque is a vector quantity calculated as the cross product of position and force vectors.

Historical Background

The concept of torque was developed by Archimedes in his work on levers. The term "torque" comes from the Latin "torquere" meaning "to twist". James Watt first used torque measurements in his steam engine improvements.

Real-World Applications

Mechanical Engineering

Torque specifications are critical for bolt tightening and mechanical assemblies.

Automotive

Engine torque determines vehicle acceleration and towing capacity.

Robotics

Joint torque control enables precise robotic movements and force feedback.

Sports

Torque generation is essential in golf swings, baseball bats, and other rotational sports.

Interesting Facts

  • The world's most powerful production car engine produces over 1,600 Nm of torque.
  • A typical lug wrench provides about 100 Nm of torque with moderate human effort.
  • Industrial bolt tensioners can apply over 100,000 Nm of torque for large structures.
  • The human elbow joint can generate about 60 Nm of torque during maximum effort.

Key Formulas

Torque Definition

τ = r × F = rFsinθ

Rotational Work

W = τ·θ

Power Relation

P = τ·ω

Newton's Second Law (Rotation)

τ = I·α


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