How does the Moment Of Inertia2 D Calculator work?

I = ∫ r² dA where r = perpendicular distance to axis Then: About x-axis: Iₓ = ∫ y² dA; about y-axis: Iᵧ = ∫ x² dA Then: Parallel axis theorem: I = I_centroid + Ad² where d = distance from axis Then: Larger moment = harder to rotate.

Can you give an example of how to use the Moment Of Inertia2 D Calculator?

Example: Input Rod L=1m, center gives a result of I=mL^2/12.

Is the Moment Of Inertia2 D Calculator free to use?

Yes — completely free with no registration, download, or subscription required. All calculations happen instantly in your browser.

How accurate is the Moment Of Inertia2 D Calculator?

Our Moment Of Inertia2 D Calculator uses verified mathematical formulas and is accurate to multiple decimal places. Results are calculated in real-time using the same methods used by professionals.

Matematica

Moment Of Inertia2 D Calculator

Moment of Inertia (2D)

Width (b)

Height (h)

Calculates moment of inertia (rotational resistance) of 2D shapes about axes.

Symbol	Name	Unit	Description
I	I_centroid + Ad² where d = distance from axis	—	I_centroid + Ad² where d = distance from axis
r	perpendicular distance to axis	—	perpendicular distance to axis

Difficulty:advanced

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Did You Know?

Flywheel moment of inertia stores rotational kinetic energy; high I stabilizes rotation.

References

›Moment of Inertia Calculator

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Moment Of Inertia2 D Calculator

Moment of Inertia (2D)

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Moment of Inertia (2D)