Friction force

T=μNT=\mu N

Result unit: N (newton)

What it describes

The friction force is proportional to the normal force and depends on the coefficient of friction between the surfaces.

Symbols

TT
friction force
[N]
μ\mu
coefficient of friction
NN
normal force
[N]

Where it comes from

Friction depends only on the normal force and the type of surfaces (the coefficient μ\mu), not on the contact area. It acts opposite to the motion (or to the tendency to move).

When to use it

Motion along a surface; on a horizontal surface N=mgN=mg, on an inclined plane N=mgcos⁡αN=mg\cos\alpha.

Example

A block presses on the ground with a force of 50 N, with a coefficient of friction μ=0.3\mu=0.3. Find the friction force.
Substitutionμ=0.3\mu=0.3, N=50N=50 N.
ResultT=0.3⋅50=15T=0.3\cdot50=15 N.

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