The
carnival ride shown here is the Booster Maxx, which flings two gondolas
of riders around in a circle at the end of its two arms. Alejandro
Tauber in Amsterdam enjoys the terror of such a ride, and also wondered
what could go wrong. He knew the maximum speed (90 mph) and the height
of the ride (180 feet), so he calculated the maximum distance you could
be flung if the restraints were to fail.
And the
rest is a piece of cake. When you leave the Booster Maxx, you are
traveling at a speed of 40.3 meters per second at an angle of 45 degrees
to the ground. We don’t have to take weight into account because the
thing is already at full speed. Let’s leave air friction out of the
equation too, but throw in some gravity for good measure.
Now
we’ve got a quadratic equation and after some simple calculations, we
end up with 168 meters. BUT! We haven’t accounted for the fact that you
start at a height of 35.4 meters yet, which you have to add to the total
distance. With that extra factor, the grand total is around 204 meters
before you die a bloody and painful death.
The post at Motherboard
is dressed up with diagrams and even a Google Map showing to where you
would be flung if the maximum disaster were to occur (not quite all the
way to the hospital). Of course, the fear of such an accident is part of
the allure of carnival rides, therefore he also included a first-person
description of the ride experience.
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