What is the orientation of the vector of friction?

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The discussion centers on determining the correct orientation of the friction vector between a translating circle and a rotating wall. The friction vector is defined to be parallel to the wall and opposes the relative sliding motion. Participants explore the implications of the wall's rotation on the energy dynamics, noting that the energy required to move the circle exceeds the energy recovered from friction due to slipping. The conversation emphasizes the need to consider the changing normal force and the geometry of the system as the wall rotates. Ultimately, the key takeaway is that the friction force is constant in magnitude but its effectiveness varies with the relative motion of the two objects involved.
  • #241
I have a question about the direction of the graphical method. I built all the drawings with the final position back to the initial, why ? (at the beginning of the thread I done that, without think of the direction) the true direction is from the initial position to the final. If I drew from the initial to the final I have less than d2, it is worst: I have less than d2. With basic examples, it is easy and from initial to final or the reverse it is the same result, here not at all.
 
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  • #242
JrK said:
With basic examples, it is easy and from initial to final or the reverse it is the same result, here not at all.
If you get different diagrams depending on what part you draw first, then that's more a problem with your consistency, rather than physics.
 

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