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Friction
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“smooth” surfaces vs. “rough” surfaces smooth rough
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In real life, surfaces are not smooth “frictionless” and they do not prevent the motion entirely either ; they are rough to some extent. Dry friction between rigid bodies. Fluid friction between layers of fluid.
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Here, we discuss one type of dry friction.
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F = static friction force
Fm = max. friction force Fk = kinetic friction force Experimentally, Fm N Fm = µs N µs = coefficient of static friction Fk = µk N µk = coefficient of kinetic friction ≈75% of µs Fk ≈ 0.75 Fm
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See Table 8-1 (p. 395) in the textbook for typical values of µs for different materials / surfaces.
4 situations are possible , as can be seen from the figure above: no friction friction force < Fm [[ p<Fm ]] Impending motion : F = Fm = µs N = p Motion : p > Fk = µk N The equations of equilibrium no longer apply.
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µs = tan ө ((Prove!!)) * Problems involving dry friction: Checking “equilibrium” ( F< Fm ) [[ forces ]]: checking sliding. Finding a force p (impending motion) Finding µs (impending motion) Checking “tipping of the rigid body”
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The friction force acts tangent to the contacting surfaces in a direction opposed to the relative motion or tendency for motion of one surface against another.
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Remember: *impending motion *slipping (sliding) *tipping
*relative motion………
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