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If r=2m and v=7m/s when the floor drops away, what is the minimum coefficient of friction?


when i tryed this problem i got .1 but i think it is wrong because i dont know how to work out the problem

2007-11-23 06:19:08 · 1 answers · asked by the_hockey_guy1990 1 in Science & Mathematics Physics

1 answers

The force due tot he rotational motion on a mass m on the wall of teh drum is:

F = mv^2/r where v = speed of rotation and r = radius of drum

Now teh object has a force W = -mg where g = acceleration due to gravity pulling it down along the drum. The force of friction is

f = uN = uF = umv^2/r whrere u = coefficient of friction.

If mass does not slip, then f -mg = 0 or mg = umv^2/r

So u = rg/v^2 = 2*9.8/(7^2) = 19.6/49 = 0.4

2007-11-23 06:36:36 · answer #1 · answered by nyphdinmd 7 · 0 0

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