The moment inertia of an ellipse disc of uniform mass Desribution to mass 'M' major axis 'r' minor axis 'd' about its axis is
Answer (1)
31st Mar, 2025
The moment of inertia of a uniform elliptical disc about its center and perpendicular to the plane of the disc (the z-axis) is given by the following formula:
I = \frac{1}{4} M \left( r_{\text{major}}^2 + r_{\text{minor}}^2 \right)
Where:
- is the mass of the disc,
- is the length of the major axis,
- is the length of the minor axis.
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