yego.me
💡 Stop wasting time. Read Youtube instead of watch. Download Chrome Extension

The Perils of Downhill Cycling | Science of Stupid: Ridiculous Fails


2m read
·Nov 11, 2024

The electric light, the telephone, the microchip. All great inventions. But for me, the most important of all was the wheel, mainly because it led to things like this. Downhill cycling. Why use two wheels when one makes you look twice as cool?

But before you even think about pulling off a downhill wheelie, be aware that even on two wheels, it could still be perilous. What makes downhill cycling such a terrifying pursuit is that the bike isn't only powered by the cyclist's legs, but also by our old friend gravity. When a cyclist goes up a hill, he gradually gains gravitational potential energy.

When he descends, this gravitational potential energy can be converted over a very short period of time into a terrifying amount of kinetic energy. If the rider falls, that kinetic energy might be converted into heat via friction, or if they stop suddenly, dissipated via deformation. So energy is never destroyed.

It's merely transferred into something else like kinetic energy, heat, or even the sound of an impact, which is often accompanied by the sound of screaming. To investigate, we sent out some of our more reckless researchers. This guy has made a deal with gravity and built up a lot of kinetic energy.

So much so that he's able to pass cars. Except that one. The cyclist is unable to transfer enough kinetic energy into heat through the friction at its brakes. When he hits the car, his remaining kinetic energy is transferred into sound, heat, and dissipated via deformation, also known as bouncing off.

Don't worry. He was OK. All right. Let's try a gentler pace. This is more like it. A chance to take in the scenery. And his friend's bottom. He appears to make no attempt to reduce his kinetic energy.

And his linear momentum becomes angular momentum as he rotates around the axle of the front wheel. And maybe not the last. Perhaps it's safer to go downhill on three wheels with these drift trikes. Or maybe not.

It's just as well our drift trike gang are heading home on four wheels. Maybe safer just to walk.

More Articles

View All
Advice for Students and Recent Graduates on Finding Jobs – Liz Wessel of WayUp
At what point did you know you wanted to start a company? Um, so my sophomore year of college, I was at Penn, and I actually started my first business at the end of sophomore year. I went to Stanford for a three-day boot camp called Basis Entrepreneurial…
Watch This If You Keep Making Plans but Never Follow Through
I’m a pro procrastinator, and the only time I get motivated is the night before the deadline. When I tell this to people, oftentimes I get recommended to use a planner. Everyone recommends writing things down that I need to do, putting them in an order, b…
Types of forces and free body diagrams | AP Physics 1 | Khan Academy
In this video, we’re going to discuss different types of forces, but we’re going to do it in the context of free body diagrams. So let’s say that I have a table here, and I have a block that is sitting stationary on that table. What are all of the forces …
How old is a private jet owner?
The average age of a buyer of an airplane, like the CEO of a company or an entrepreneurial lead business, has drastically changed. Not just in the last couple of years, really over the course of the last 20 years. Twenty to thirty years ago, the average …
I taught some students, and they taught me!
Today some students visited me to learn about what it takes to sell private jets. But I was left pleasantly surprised with what they actually ended up teaching me. I paused my workday and greeted them in the fuselage. We sat down and let me tell you, they…
Derivatives of inverse functions | Advanced derivatives | AP Calculus AB | Khan Academy
So let’s say I have two functions that are the inverse of each other. So I have f of x, and then I also have g of x, which is equal to the inverse of f of x, and f of x would be the inverse of g of x as well. If the notion of an inverse function is comple…