Coefficient of Static Fraction

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SUMMARY

The coefficient of static friction, denoted as μs, is defined by the equation μs = Fs / R, where Fs is the static friction force and R is the normal reaction force. In practical applications, μs is often treated as a constant value in tables, representing the coefficient of limiting friction. This value is applicable until the maximum static friction force is reached, beyond which kinetic friction takes over. The discussion confirms that μs is indeed the coefficient of limiting friction.

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  • Understanding of basic physics concepts, particularly forces and friction.
  • Familiarity with the equations of motion and static equilibrium.
  • Knowledge of the difference between static and kinetic friction.
  • Basic mathematical skills for manipulating equations.
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  • Research the differences between static and kinetic friction coefficients.
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poonintoon
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Please could somebody explain how the coefficient of static friction can be quoted as a constant in tables etc?
\mu_s = F_s/ R
In most cases the reaction force is constant but as I push the box harder the friction force increases.

Is \mu_s actually the coefficient of limiting friction? Or am I totally misunderstanding?
 
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poonintoon said:
Is \mu_s actually the coefficient of limiting friction?
Yes.
 
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