Find the velocity given coefficient of friction and radius?

AI Thread Summary
To determine the velocity at which the putty remains stationary on the edge of a disk with a radius of 0.2 meters and a static friction coefficient of 0.9, it's essential to analyze the forces acting on the putty. A free body diagram should be drawn to identify the relevant forces, including the frictional force and the centripetal force required to keep the putty in circular motion. The equation for centripetal acceleration (ac = v^2/r) can be used alongside the static friction force equation (Fs = M*N) to find the maximum velocity before the putty slips. The discussion emphasizes the importance of showing work and understanding the forces involved before seeking further assistance. Proper analysis of these concepts will lead to the solution.
Kataryx
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Homework Statement


An disk has a radius of 0.2 meters. A lump of putty with a coefficient of static friction of 0.9 is stuck on the edge of the disk.

Let's say the disk starts at rest and gradually speeds up. At what speed will the putty just barely be able to stay in place on the edge of the disk?

Homework Equations


ac=v^2/r
at=(v-vi)/t
Fs=M*N

The Attempt at a Solution



I'm a bit stuck as to where I should start with this.[/B]
 
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Hi Kataryx,
Welcome to Physics Forums!

You need to show some work before help can be offered. Did you draw a free body diagram for the putty? What forces are acting?
 
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