Possible webpage title: Will Applied Force Cause Rotation on Axis M-N?

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The applied force over axis M-N generates equal moments at points A and B, which cancel each other out, resulting in no rotation. Modifications to induce rotation could involve changing the force's application point or altering the distances involved. The discussion emphasizes the importance of understanding moment calculations in relation to force and distance. Participants confirm the initial conclusion that rotation does not occur under the given conditions. Further exploration of potential modifications is suggested to achieve rotation.
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Homework Statement


A force F is applied over axis M-N in the such shown position. Both of points A and B are not fixed, and can slides inside the black fixed circle. will the applied force (in the shown position) cause the axis M-N to rotate ? if it is not rotating, then what modification should be made?

Note that the distance A-M = N-B, and M-N's length is double the length of A-M.

Homework Equations


M = F*r

M: Moment
F: Force
R=distance

The Attempt at a Solution



the force will generate equal moments at both points A and B. Anyhow, both of them will cancel each other, and thus no rotation will occur.

What do you think mates?[/B]
 

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If you intended to post a diagram, none is showing up.
 
SteamKing said:
If you intended to post a diagram, none is showing up.
yup
 
......
 
Last edited:
I agree. No rotation. What about the last line of the question?
 
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