Finding the coefficient of friction

Join the discussion
Registration is free. Ask a follow-up in this thread, or start your own.
34 replies · 5K views
Comeback City said:
Is "N" representing normal force? If so, you cannot say it is equal to "W" (which I believe is Work(?)). Simple dimensional analysis doesn't allow this.
N=Normal
W= Weight
U= Work
We have the weight of the box (W) pushing down on the surface and the normal reaction for pushing up (N) . Will assume up is positive.
ΣFy=0
N-W=0
N=W
W=mg
 
Physics news on Phys.org
MagnificentLiver said:
N=Normal
W= Weight
U= Work
We have the weight of the box (W) pushing down on the surface and the normal reaction for pushing up (N) . Will assume up is positive.
ΣFy=0
N-W=0
N=W
W=mg
My mistake. I thought W was representing Work in your equation.
 
Last edited:
  • Like
Likes   Reactions: MagnificentLiver
Comeback City said:
don't think the author of this problem
I believe this is a lab, not an abstract problem. Complications need to be considered, especially since the experimenters may have taken insufficient note of exactly what happened.
MagnificentLiver said:
If we assume the bob came to rest as it hit the box
That's a major assumption.
How about considering the various extremes and getting the range of possible coefficients?
 
haruspex said:
I believe this is a lab, not an abstract problem. Complications need to be considered, especially since the experimenters may have taken insufficient note of exactly what happened.

That's a major assumption.
How about considering the various extremes and getting the range of possible coefficients?
I agree it is a major assumption, but without actually seeing the lab we are unsure of the complete reaction between the two objects. I was just trying to use a broad approach to show how μ would be found if the pendulum reacted in that situation.
 
haruspex said:
I believe this is a lab, not an abstract problem. Complications need to be considered, especially since the experimenters may have taken insufficient note of exactly what happened.
Good point. Your idea of a contraption preventing further collisions was a good one in that case.
 
  • Like
Likes   Reactions: MagnificentLiver