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Angular momentum

physical science Maturity 9-11 Next article →

Angular momentum is a special kind of motion. It describes how objects rotate or spin around a point. You might think of it as the turning version of linear momentum. Linear momentum is about how hard it is to stop something moving in a straight line.

Ang mom vector diagram
Ang mom vector diagram

Angular momentum is different because it depends on shape and position. It has both a size and a specific direction. This direction is often shown using a rule called the right-hand rule. This rule helps us see which way an object is spinning.

Angular momentum bivector and pseudovector
Angular momentum bivector and pseudovector

This motion follows a very important rule called conservation. This means the total angular momentum stays the same unless something pushes it. That outside push is called a torque.

Torque animation
Torque animation

If there is no net external torque, the system is called isolated. In an isolated system, the total angular momentum does not change. This happens because all the tiny internal pushes cancel each other out. This rule limits how a system can move. It helps us predict how things will spin or wobble.

PrecessionOfATop
PrecessionOfATop

Scientists use math to find the exact amount of this momentum. For a single point, it is the cross product of position and momentum. For a spinning disk, the math uses its mass and radius.

Moment of inertia examples
Moment of inertia examples

There are two main types of this motion. Spin angular momentum is the rotation around an object's own center. Orbital angular momentum is the rotation around a different center point. A figure skater can change their spin by moving their arms.

Cup of Russia 2010 - Yuko Kawaguti (2)
Cup of Russia 2010 - Yuko Kawaguti (2)

We can see these rules working in our own solar system. The Earth has both types of angular momentum. It has spin angular momentum because it rotates on its axis every day. It also has orbital angular momentum because it revolves around the Sun.

Ang mom vector diagram
Ang mom vector diagram

The Earth's orbital momentum is about 2.66 × 10^40 kg⋅m^2⋅s^-1. Its rotational momentum is much smaller at 7.05 × 10^33 kg⋅m^2⋅s^-1. The total momentum of the whole solar system stays constant. This is because the planets and the Sun exchange momentum with each other.

You can find angular momentum in many everyday things. Bicycles and motorcycles use it to stay upright while moving. Flying discs and rifled bullets also rely on these spinning properties.

Even huge natural events use it. Hurricanes form large spirals because of these spinning rules. In space, neutron stars spin at very high rates. It is a rule that connects tiny objects to the largest things in the universe.

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🖼️ Images & Media (11)
File:Ang mom 2d.png
Ang mom 2d.png
File:Torque animation.gif
Torque animation.gif
File:Moment of inertia examples.gif
Moment of inertia examples.gif
File:Cup of Russia 2010 - Yuko Kawaguti (2).jpg
Cup of Russia 2010 - Yuko Kawaguti (2).jpg
File:PrecessionOfATop.svg
PrecessionOfATop.svg
File:Ang mom vector diagram.png
Ang mom vector diagram.png
File:Angular momentum bivector and pseudovector.svg
Angular momentum bivector and pseudovector.svg
File:Classical angular momentum.svg
Classical angular momentum.svg
File:Circular Standing Wave.gif
Circular Standing Wave.gif
Video of a complete use session with a...
File:Newton area law derivation.gif
Newton area law derivation.gif
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