Calculating Static Friction Coefficient w/ Angle of Uniform Slip

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SUMMARY

The coefficient of static friction (μs) can be calculated using the angle of uniform slip (θ) with the equation tanθ = μs. This equation is distinct from the kinetic friction equation, which uses tanθ = μk. Understanding this difference is crucial for accurately determining static friction in practical applications.

PREREQUISITES
  • Understanding of basic physics concepts related to friction
  • Familiarity with trigonometric functions, specifically tangent
  • Knowledge of the difference between static and kinetic friction
  • Basic mathematical skills for manipulating equations
NEXT STEPS
  • Research the derivation of the equation tanθ = μs in physics literature
  • Explore practical applications of static friction in engineering contexts
  • Study the differences between static and kinetic friction coefficients
  • Learn about the factors affecting the coefficient of static friction in various materials
USEFUL FOR

Students in physics courses, engineers working with friction-related problems, and anyone interested in the principles of static and kinetic friction.

tratata
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How do you use the angle of uniform slip to calculate the coefficient of static friction?
Is there an equation for this? I cannot find it in the module on friction provided with the course... thanks!

I found somewhere that tanθ=μk, but that doesn't really help me, as i am looking for μs! thanks :)

PS sorry if this is a really stupid question by the way...
 
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hi tratata! welcome to pf! :smile:

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tratata said:
How do you use the angle of uniform slip to calculate the coefficient of static friction?

I found somewhere that tanθ=μk, but that doesn't really help me, as i am looking for μs!

it's tanθ = μs (different θ, of course!), and for the same reason

i suppose you can prove why? :wink:
 


Thank you so very much tiny-tim! I really appreciate your help with this! It makes sense now when you pointed out the difference in angle!
 

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