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Angular Momentum of a Rigid Body Calculator

Use this online angular momentum of a rigid body calculator with labeled inputs and a worked example. L = Iω.

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rotational momentum calculator online

Use angular momentum of a rigid body calculator online with the physical quantities shown below. Fixed principal-axis scalar model; signed angular velocity sets the axis sign.

How to use it

Enter Moment of inertia (kg·m²). Set Angular velocity (rad/s). Select Calculate, check the result units, then copy or download the JSON result.

Options and example settings

OptionChoices / valueExample default
Moment of inertia (kg·m²)Main input. Decimal or scientific notation. Zero or positive values. 2
Angular velocity (rad/s)Option. Decimal or scientific notation. 3

Calculation method

L = Iω

Worked examples

Worked case for angular momentum of a rigid body calculator. Fixed principal-axis scalar model; signed angular velocity sets the axis sign.

Angular Momentum of a Rigid Body Calculator — example with explicit inputs

Settings: Angular velocity (rad/s): 3

Input:

2

Expected result for the example input and options:

Output:

{
  "angular_momentum_kg_m2_s": 6
}

Limitations and common mistakes

  • Fixed principal-axis scalar model; signed angular velocity sets the axis sign.
  • Match every input to its displayed unit; scientific notation such as 1e-6 is accepted.
  • This is the documented idealized model; real systems may require additional effects and measurement uncertainty.

Frequently asked questions

How can I use rotational momentum calculator online?

Enter Moment of inertia (kg·m²). Set Angular velocity (rad/s). Select Calculate, check the result units, then copy or download the JSON result.

Which model does Angular Momentum of a Rigid Body Calculator use?

L = Iω. Fixed principal-axis scalar model; signed angular velocity sets the axis sign.

Technical references

Where is my input processed?

The bundled tool processes input in your browser. It does not upload tool input to a conversion service. Other site plugins, analytics, advertising and browser extensions may have separate behavior.

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