Many of us have driven cars for a long time, but the number of times we've had to perform full-blown emergency style braking, where the intent is not to slow down the car, but to come to a complete stop in the quickest possible time, varies. Some of us might have had to do this multiple times, while others might never have been exposed to such situations. The speeds at which such emergency braking has been experienced would also significantly vary.
In Sweden, before one gets to take a driving test, one has to clear a theory test, which includes many questions which require us to calculate stopping distances. We also need to complete a mandatory risk training session on a special skid pad, where we practice emergency style braking, bringing a car to a complete stop, after reaching various target speeds. This ensures that we not only know the theory behind stopping distances, but also know what it feels like, and exactly how long stopping distances can be, in real world conditions. And oh, we carry out these emergency stopping tests in both dry and simulated icy conditions (soapy water), so we are able to realize just how different stopping distances can be, depending on the conditions.
The formula for calculating braking distance
There is a simple formula for calculation of braking distances, in ideal conditions (dry and perfect road, a car with perfect tires). This formula is thus:
1. Divide the speed by 10 (or take away a zero).
2. Square the result of 1. (original speed divided by 10 and multiplied by itself).
3. Multiply the result of 2 by 0.4.
If the speed of the car is 120 km/h, the braking distance under ideal conditions for this would be 12x12x0.4 which is 57.6 meters, or 189 feet.
For a car to stop from 70 km/h, the theoretical braking distance therefore is 7x7x0.4 which is 19.6 meters, or 64.3 feet
Stopping distance vs braking distance
Braking distance is the time taken by the car to come to a stop, after the brakes are hit. Stopping distance is the total distance a car rolls, before it comes to a stop, and this includes the reaction time to the incident that requires the braking.
Stopping distance = reaction distance + braking distance
For professional formula 1 drivers, the reaction speeds can be as less as a third of a second, but for normal individuals, this reaction time is estimated to be a full second.
If you are driving a car at 120 km, and see a cow, or a child that suddenly ran onto the road, it'll take a full second before you actually hit the brakes. During this one second, your car would have moved 36 meters, i.e. reaction distance is 36 meters. Then, when you hit the brakes fully, the car takes a further 57.6 meters (in ideal conditions) before coming to a stop, a whole 93.6 meters after you spotted the cow in the first place, making the stopping distance 93.6 meters, or 307 feet. Do you think you would have been able to stop in time?
Another fun fact is that the rate of deceleration is not constant; speed decays slower at higher values and faster as it drops, so the speed stays high pretty long, before eventually dropping to non-fatal levels.
Personal experience on the skid pad
When I did my risk training, I actually did a 70 to 0 stop, with a full emergency style braking, by putting all my weight onto the brakes. This was extremely violent, the car slowed down really hard, the seatbelts tugged really hard, and the actual stopping distance was measured to be 25 meters.
I was then asked to guess how long the stopping distance would be, on wet/icy conditions, if I needed to stop from 60 km/h to 0. My guess was 60 meters. In reality, when I actually performed the braking maneuver, it was 97 meters, if I remember correctly. Reaction times didn't play a part in our tests, as we braked on command; the instructor gave the order to brake, on a two-way radio from outside the car, and we braked immediately upon receiving the order.
Conclusion
- Most of us grossly underestimate stopping distances, thinking that we can stop on a dime, while in reality, it takes a lot longer.
- Many of us don't factor for the reaction time too, which can be the difference between something we thought would be a just miss, to an accident with a fatal outcome.
- If you have the opportunity, practice at a skid pad or race track to see for yourself just how long braking distances can be, in real world conditions.
- Prevailing road and weather conditions can cause your stopping distance to double or even triple, so adjust your driving style accordingly, to factor for altered conditions, where necessary.
- Use the formula stated above, to calculate braking distances at various speeds, and add in the reaction distances so you know where you potentially stand, instead of relying on crude guesses.
Source/additional reading
https://trafiko.se/en/faktabank/stop...a-bromsstracka