2.4.3Motion and Forces
Factors Affecting Stopping Distance
5 min read 7 parts Lesson 23 of 24 Unit quiz
Section 1 of 7Stopping distance
1Hazard seen
- Hazard seen The driver notices a danger and the car is still moving at full speed.
2Thinking distance
- Thinking distance Distance travelled during the driver's reaction time, before the brakes are applied: thinking distance = speed × reaction time.
3Braking distance
- Braking distance Distance travelled once the brakes are applied, while the car slows to rest.
4Stopping distance
- Stopping distance Stopping distance = thinking distance + braking distance.
Section 2 of 7Factors affecting thinking distance
Speed
- Speed At constant reaction time, doubling the speed doubles the thinking distance: the two are directly proportional.
Tiredness
- Tiredness A tired driver reacts more slowly, so travels further before braking.
Distractions
- Distractions Using a phone or talking to passengers lengthens the reaction time.
Drugs and alcohol
- Drugs and alcohol These slow the nervous system and greatly increase the reaction time.
Section 3 of 7Factors affecting braking distance
| Factor | Effect | Reason |
|---|---|---|
| Higher speed | Much longer braking distance | More kinetic energy must be removed by the brakes |
| Wet or icy road | Longer braking distance | Less friction between tyres and road, so a smaller braking force before skidding |
| Worn tyres | Longer braking distance | Less grip, especially in wet conditions |
| Worn or faulty brakes | Longer braking distance | Smaller braking force is produced |
| Greater vehicle mass | Longer braking distance | More kinetic energy at the same speed, and more inertia |
Section 4 of 7Why speed matters so much
1
A moving car has kinetic energy: Ek = ½ × m × v2.
2
To stop, the brakes do work equal to this kinetic energy, transferring it to the thermal store of the brakes and surroundings.
3
Work done = braking force × braking distance, so braking distance = kinetic energy ÷ braking force.
4
Kinetic energy depends on v2, so braking distance is proportional to speed squared.
5
Doubling the speed therefore multiplies the braking distance by 4, and trebling it multiplies by 9.
Section 5 of 7Large decelerations are dangerous
Force on passengers
- Force on passengers A very short stopping distance means a large deceleration and so a large force on the car and its occupants.
Brake overheating
- Brake overheating Heavy braking transfers energy to the brakes so quickly that they can overheat and lose effectiveness.
Section 6 of 7Key terms
| Term | Meaning |
|---|---|
| Thinking distance | The distance a vehicle travels during the driver's reaction time. |
| Braking distance | The distance a vehicle travels while the brakes slow it to a stop. |
| Stopping distance | Thinking distance plus braking distance. |
| Friction | A force that opposes motion between surfaces in contact. |
| Kinetic energy | The energy of a moving object, ½mv2. |
Section 7 of 7Exam technique
1
Saying speed only affects braking distanceit affects both thinking distance and braking distance.
2
Writing that doubling speed doubles braking distance: it is a factor of four.
3
Putting tiredness or distraction under braking distance: they change reaction time, so they change the thinking distance.
4
Forgetting that the road surface changes friction between the tyre and road, not the driver's reaction.