Why stopping has so little to do with the brakes

Something blocks the road a hundred metres ahead. Whether you stop in front of it, or reach it and at what speed, comes down to two distances that behave nothing alike: one grows in step with your speed, the other with the square of it. Two sliders, one road.

Stage Sight
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Speed, km/h 1

Tap a part of the road to open that stage.

Speed does not add to the danger, it multiplies it

The argument for a lower limit is never that ten km/h feels like much. It is that the thinking band grows in proportion while the braking band grows with the square, so the point where you come to rest moves much further than the speedometer suggests. Push the slider one notch up from ninety and watch the stopping mark jump past the hazard line.

What's inside

  1. 1 The metres start running before you do anything — Speed limits are written in km/h, but everything that follows happens in metres per second. Divide by 3.6 and the rest of the diagram reads itself.
  2. 2 The first stretch of road goes by at full speed — A second of reaction is an optimistic figure even for an alert driver. Tired, distracted or looking at a phone, it doubles, and this band doubles with it.
  3. 3 This one grows with the square of the speed — The formula on screen is the whole story: speed squared, divided by twice the grip times gravity. Nothing about the car appears in it.
  4. 4 Grip multiplies everything that happens after the pedal — The three grip values here are textbook figures for a car with good tyres. Worn tyres move them the same way water does.
  5. 5 If you do not stop in time, the leftover speed is the whole story — The leftover speed comes from the same equation, solved backwards over the road you actually had. The energy bar is its square.
Read more Start4Drive: Road Rules in a Language You Are Still Learning A driving theory trainer for Argentina where tapping any word in a question shows its translation. What is new: exam mode, express quiz, topics, a mistake bank and a readiness score.

Explorable Explanations

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