GCSE Physics (AQA)
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Stopping Distance Values
- The highway code provides estimates for stopping distances of an average car at different speeds.
- Stopping distance is the distance a car travels from when a hazard appears to when it stops.
- Stopping distance is divided into thinking distance and braking distance.
- Thinking distance increases by three meters for every 10 miles per hour increase in speed.
- Braking distance increases more significantly at higher speeds.
- Exam questions may involve estimating missing values from a table of stopping distances.
- Stopping distances can also be represented in a graph with speed on the vertical axis and distance on the horizontal axis.
- Graphs show thinking distances as rectangles and braking distances as pointed rectangles.
- The relationship between thinking distance and speed is linear, while the relationship between stopping distance and speed is not linear.
- Heavier vehicles, like lorries, require longer stopping distances than cars.
- A lorry traveling at 60 miles per hour has a stopping distance of around 180 meters, compared to a car's 73 meters.
- Lorries have the same thinking distance as cars but a much greater braking distance due to their larger mass.
- The highway code includes additional rules for larger vehicles to ensure safe stopping in emergencies.
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