Experimentally Determine Coefficient of Static Friction

AI Thread Summary
To determine the coefficient of static friction in the given setup, the tension in the string is equal to M2g, where M2 is the mass causing the system to move. The friction force must equal this tension, leading to the equation uN = M2g. Here, N represents the normal force, which is the weight of M1, not its mass. Thus, the coefficient of static friction can be calculated using the relationship u = (M2g) / (weight of M1). Understanding these relationships is crucial for accurately determining the coefficient of static friction.
chrissyinbloom
Messages
5
Reaction score
0
I need to determine the coefficient of static friction for the following set-up.

M1 = 380.45g
M2 = 74.7g

This is what I know... u=F/mg

What I can't figure out is how to factor in the horizontal and vertical weights.

Can anyone help?

Thanks!
 

Attachments

Physics news on Phys.org
I should clarify.. those weights are the weights where the system just begins to move.
 
Hint: What does the tension in the string equal?
 
OK, the tension for both is the same.. and it is equal to... M2g I think ?

I'll keep thinking on this..

Thanks
 
Right. There's a single tension in the string and it equals M_2g.

So, what must the friction force equal?
 
OK, here's what I think... the force must equal the tension (M2g), which is equal to uN.

What is N then? The mass of M1??
 
chrissyinbloom said:
OK, here's what I think... the force must equal the tension (M2g), which is equal to uN.
Good!

What is N then? The mass of M1??
Not the mass but the weight of M1.
 
Yes, the weight!

Thanks a bunch for your help!
 
Back
Top