What Are the Frictional Forces in a Modified Atwood's Machine Experiment?

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Homework Help Overview

The discussion revolves around determining the static and kinetic friction forces in a modified Atwood's machine experiment. Participants are analyzing the forces acting on a mass on a surface and the corresponding weights used in the experiment.

Discussion Character

  • Exploratory, Assumption checking, Problem interpretation

Approaches and Questions Raised

  • Participants are attempting to derive expressions for the normal force and frictional force, with some questioning the setup of the experiment and the relationships between the forces involved.

Discussion Status

There are multiple lines of reasoning being explored, including the calculation of normal force and frictional force expressions. Some participants are seeking clarification on the relationships between the forces and the setup of the modified Atwood's machine.

Contextual Notes

Participants are working with specific mass values and are discussing the implications of these values on the calculations of frictional forces. There is a noted interest in seeing the derivation of expressions and understanding the physical setup of the experiment.

krazy19812
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Hey guys, I am having a little brain fart here, any help? Easy stuff

Im trying to find the static and kinetic friction of an object on a certain surface. We used a modified atwood's machine and got the following results:

Static mass required: 360g
Kinetic mass required: 250g

The mass on the table was 1 kg.

Can someone help me out? and i would love to see some work also..
 
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Also here is some spitballing i have been doing

[tex]\Sigma[/tex]Fy=F[tex]_{N}[/tex]-F[tex]_{G}[/tex]=0
=> F[tex]_{N}[/tex]=F[tex]_{G}[/tex]= ma

I got 9.8m/s[tex]^{2}[/tex]? not sure if that's right
 
Can you write down the expression for the frictional force?
 
rl.bhat said:
Can you write down the expression for the frictional force?

[tex]\mu[/tex][tex]_{s}[/tex]ma

i believe it is where mu sub s is the static coefficient
 
Mass is on the table and weight is hanging. Is it so?
In the given problem, what is the frictional force? And what is the normal reaction?
 

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