# Friction Problem

1. Jul 24, 2007

### emant777

1. The problem statement, all variables and given/known data
http://s76.photobucket.com/albums/j29/E_man777/?action=view&current=NewBitmapImage.jpg

Consider three versions of a problem with three blocks of masses m, 4m, and 3m. The small mass is always on top of the large mass, and the 3m mass is accelerating downwards (but at different rates). There is friction between the m and 4m block but not anywhere else. The coefficients of kinetic and static friction are 0.6 and 0.9 respectively. Pulleys and strings are massless.

a) Draw the forces of friction in each case. Which are static and which are kinetic?

b) In which case is the acceleration the greatest?... the least? Justify your choice.

c) Determine the accelerations in each case and check your answer to (b).

2. Relevant equations
sum of F = ma.
Fr = uN

3. The attempt at a solution
So in each of the cases the friction must be kinetic?

Last edited: Jul 24, 2007
2. Jul 24, 2007

### G01

You said that the friction only exists between bottom and top blocks. If this is the case, is the top block moving with respect to the bottom block? What does this tell you about the type of friction?

3. Jul 25, 2007

### SRode

Those diagrams are poorly drawn, but from what it looks like you need to compare the constraints between the various scenarios. In one problem you have only static friction and in the other only konetic. Examine what acting forces are different and you will see which frictional coefficient to use.