Understanding Rotational Acceleration and the Role of Normal Force

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SUMMARY

The discussion focuses on the concept of rotational acceleration and the role of normal force (Fn) in calculating moments of inertia. It clarifies that the moment of inertia (IG) is calculated about an axis perpendicular to the page, primarily considering the tangential force (Ft) without including the normal force. The normal force influences rotational accelerations around axes that lie within the plane of the page, but does not contribute to the total moment about the axis coming out of the page. This distinction is crucial for understanding how different forces affect rotational dynamics.

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goldfish9776
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in this notes , the author gave that the IG is the moment of inertia calculated about an axis which is perpendicular to the page ...

moment of inertia calculated about an axis which is perpendicular to the page here means id due to Ft(tangential force) only ? not include Fn ( normal force ) ? So , for the sum of moment about O , it's involve only moment due to Ft only ? Not include Fn ? Why ? can you explain ?
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That is for the rotational acceleration around the axis coming out or the page. The normal force will have an effect on rotational accelerations around other axes which are on the plane of the page.
 
FactChecker said:
That is for the rotational acceleration around the axis coming out or the page. The normal force will have an effect on rotational accelerations around other axes which are on the plane of the page.
So the total moment about M is considering only the rotational acceleration about the axis which is outside of the page(tangential acceleration)?
Why the total moment about O doesn't include the normal acceleration?
 

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