Question

moment of inertia of right circular cylinder

Answer 1

Answer:

A solid cylinder’s moment of inertia can be determined using the following formula;

I = ½ MR2

Answer 2

꧁༺ǟռֆաɛʀ༻꧂

A solid cylinder’s moment of inertia can be determined using the following formula;

❥I = ½ MR2

Here, M = total mass and R = radius of the cylinder and the axis is about its centre.

To understand the full derivation of the equation for solid cylinder students can follow the interlink.

✿Hollow Cylinder

The moment of inertia of a hollow cylinder rotating about an axis passing through the centre of the cylinder can be determined by the given formula;

❥I = ½ M (R22 + R12)

Here, the cylinder will consist of an internal radius R1 and external radius R2 with mass M.

A hollow cylinder with a thin wall can be expressed using the following equation of moment of inertia;

❥I = MR2

In this case, the axis is passing through the centre of the cylinder. M = mass and R = radius.

Explanation:

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