- Coefficient of friction (µ)
- 0.3
- Normal force
- 100N
30.000N
Open with these values30.000N
Result: 30.000 NFriction is the coefficient times the normal force, nothing more: µ = 0.3 under a 100 N load gives 30 N. The coefficient is a measured property of the surface pair, not of the object — a large aluminium block has the same µ as a small one, only the load differs.
Held fixed: Coefficient of friction (µ) 0.300.
| Normal force (N) | Result (N) |
|---|---|
| 0.000 | 0.000 |
| 25.000 | 7.500 |
| 50.000 | 15.000 |
| 75.000 | 22.500 |
| 100.000Your value | 30.000 |
| 125.000 | 37.500 |
| 150.000 | 45.000 |
| 175.000 | 52.500 |
| 200.000 | 60.000 |
30.000N
Open with these values350.000N
Open with these values10.000N
Open with these valuesF = µ × N
| Coefficient, normal force | Surface pair | Friction force |
|---|---|---|
| 0.05, 200 | Ice, a 200 N load on top | 10 |
| 0.3, 100 | A middling dry pair, 100 N | 30 |
| 0.45, 78.5 | An 8 kg block on a rough floor | 35.325 |
| 0.6, 1000 | Steel on steel, dry and clean | 600 |
| 0.7, 500 | Rubber on dry concrete | 350 |
Multiply the coefficient of friction by the normal force: F = µ × N. With the normal force in newtons the answer is in newtons — µ = 0.3 under a 100 N load gives 30 N.
It is the resistance that opposes sliding when two surfaces are pressed together and one tries to move across the other. It acts along the surface, opposite to the motion, and is measured in newtons like any other force.
A dimensionless number that captures how grippy a pair of surfaces is, measured rather than derived. Rough guides are 0.7 for rubber on dry concrete, 0.6 for dry steel on steel and about 0.05 for ice. It depends on the materials and their condition, not on the size of the load.
Static friction resists the start of motion, kinetic friction resists motion once the object is already sliding. The static coefficient is usually a little larger, so it takes more force to break something free than to keep it moving. Use the static value if you want the force needed to start sliding.
The perpendicular load pressing the two surfaces together, in newtons. On level ground it is the object's weight, so multiply a mass in kilograms by 9.80665. On a slope or under extra push it can be smaller or larger than the weight.
Information, not professional advice.
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