Calculating friction in Parallel?

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SUMMARY

The discussion centers on calculating the total frictional force generated by four objects subjected to an equal force, each producing a frictional force of approximately 3N. The participants confirm that if all objects act in the same direction, the total frictional force is simply the sum of the individual forces, totaling 12N. However, if the objects act in different directions or at varying angles, vector addition must be employed to determine the resultant force accurately.

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  • Understanding of Newton's laws of motion
  • Familiarity with the concept of friction and the equation F = μFNormal
  • Knowledge of vector addition principles
  • Basic grasp of forces acting in parallel
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davidc95
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Hi,

For a school project I have created a system which applies an equal force to 4 objects of measurable friction. Each yields a frictional force of approx. 3N (calculated from F = μFNormal) when in motion - but I am not quite sure as to calculating the total frictional force the combined set of 4 generates 'together' against the system supplying the same applied force across all of them.
Is it as simple as adding the 4 frictional forces together? Or perhaps more complex, through employing the parallel equation of (1/FTotal) = (1/F) + (1/F) + (1/F) + (1/F), for example? Or maybe its something different?

Thanks in advance for any help. :smile:
 
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If they are all acting in the same direction just add them together. If they act in different directions or at different angles you need use vector addition.
 

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