Friction Force
Senior 2 · Physics
Friction Force
Lesson 4 of 4
18 min
Let's begin
Is friction a friend or an enemy? A moto rider on a wet road in the rainy season needs all the friction the tyres can give. The same rider pays for fuel partly because friction and drag waste energy inside the engine and around the bike. Being able to weigh both sides is exactly what "evaluate" questions in exams ask for.
A moto travels at 15 m/s (54 km/h) and brakes hard enough to skid. The friction force is μkmg, so its deceleration is a = μkg. Take g = 9.8 m/s² and use the table from the last lesson.
| Road | μk | Deceleration a = μkg | Stopping distance s = u² ÷ 2a |
|---|---|---|---|
| Dry concrete | 0.7 | 6.9 m/s² | 225 ÷ 13.7 ≈ 16 m |
| Wet concrete | 0.5 | 4.9 m/s² | 225 ÷ 9.8 ≈ 23 m |
On a wet road, less friction means a smaller deceleration and a stopping distance about 40% longer. That is why riders must slow down and leave bigger gaps in the rain, and why bald tyres are dangerous.
Tip
For an "evaluate" question, give both sides, then a judgement
For example: "Friction in the brakes is useful because it stops the moto, but it wears the pads and produces heat, so the pads must be checked and replaced regularly."
Give two advantages and two disadvantages of friction in a bicycle.
Solution: Advantages: the brakes can stop it, and the tyres grip the road. Disadvantages: the chain and bearings waste energy as heat, and the tyres and brake blocks wear out.
Why do people spread sand on a muddy footpath in the rainy season?
Solution: Sand makes the surface rougher, which increases friction so shoes and tyres can grip instead of slipping.
Using a = μkg with g = 9.8 m/s², find the skidding stopping distance of a moto at 10 m/s on a dry road (μk = 0.7).
Solution: a = 0.7 × 9.8 = 6.86 m/s². s = 10² ÷ (2 × 6.86) = 7.3 m.
"Friction should be removed from all machines." Do you agree?
Solution: No. Friction should be reduced in bearings and engines to save energy, but machines also rely on it: belts, brakes, clutches and tyres cannot work without friction.
Summary
Sources and credits
The Rwandan examples, worked examples and practice items are written by Ganzaa.