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

The Science of Curveballs


3m read
·Nov 10, 2024

[Applause] You pitch that! Hey, how did you do that? That was a hard one because, uh, this ball is a little bit magic. It's got a bit of string glued to the left side of it to make the ball curve to the left. Why is that?

And that's because the air that's flowing from the front of the ball around to the back encounters this seam, becomes turbulent, and turbulent air is known to stick to the ball longer than smooth or laminar flow. So, the air is deflected this way to the right on the ball, and therefore there's a force on the ball to the left, and so it curves. This is quite a light ball, so it curves a long way. Uh-huh.

But, uh, on a cricket ball, the seam isn't on one side; the seam is down the middle, correct? It's spinning in such a way that the seam's inclined at an angle to the direction of motion of the ball. I see, in which case air coming towards the ball will flow smoothly around the smooth side and separates from the ball.

Air flowing on the rough side, the same side, becomes turbulent as soon as it encounters that seam, gets deflected to the left, mhm, and therefore the ball gets deflected to the right. So, you basically make a rough side using that seam by angling the seam with a cricket ball. With a cricket ball, or you can have a rough and a smooth side because, as time goes on during the game, one side gets rougher than the other.

The players maintain the smooth side by polishing it or wherever, as if they're scratching themselves. Right, uh, and then you don't really need the seam to have that effect because the effect is just a rough side and a smooth side. So, a ball will always swing towards the rough side.

Then it does, but how does someone swing a baseball then? That relies on the Magnus effect normally, so if the spin is about a vertical axis, it'll either curve to the left or curve to the right. That's a curveball. Uh, exactly.

However, uh, there's a pitch ball known as a scuff ball that people don't like to know about. CU, it's illegal. And if you're roughing up one side of the ball surreptitiously without anybody noticing it and then toss it, uh, it will curve a long way just like the cricket ball; it'll curve towards the rough side, correct?

However, there's an effect discovered just this year which is fairly obvious when you think about it. You can have a smooth patch on a baseball, but I mean the seam seems to be symmetric everywhere. So, how can you really have a smooth patch? What you do there is to make sure the axis passes through a spot that is a large distance from the seam.

In other words, right about there, it's about one inch away from the seam, and if it rotates about that axis, then you've got a big spot that's always smooth on that side. Got a smooth spot as opposed to a rough spot, and so it swings away from the smooth spot.

It does, and I can show you that in slow motion. Ah, so you've tried this out with one of your polymer balls? I have, so that you can see the effect more dramatically. But it's also on film from a real baseball match in April this year. It was filmed, and notice for the first time that it's curving the wrong [Music] way.

So, who was it who explained this effect? Me! You were the first person to explain how you can cause a baseball to swing in the opposite direction! I took an eye to show the Americans how it's done, exactly. Uh-huh.

Well, why don't we, uh, why don't we play a bit of ball, but with that thing? I don't think you can swing that as much. I can't? Yeah, so let's give it a shot.

More Articles

View All
Backcountry Basics: Navigating With or Without Technology | Get Out: A Guide to Adventure
My name is Hillary O’Neal and I am a professional ski mountaineer and adventurer. Today, we are going to talk about backcountry navigation. There are a lot of uses in many different environments that would require some level of skill in backcountry naviga…
Adding and subtracting polynomials of degree one | Algebra 1 (TX TEKS) | Khan Academy
Let’s say that a is equal to 6 m - 4 N minus 7 p, and let’s also say that b is equal to 7 m - 3 n + 5 P. What I want to do in this video is figure out what is a + b equal to, and I want to express that in terms of M’s, n’s, and P’s. I want to use as few t…
Treating Animals With Acupuncture | National Geographic
Turned in there, yeah. People may not immediately put acupuncture with veterinary medicine. However, acupuncture from a veterinary standpoint has probably been almost practiced as long as that for humans. This forces came out of a field where it’s been ra…
These Indoor Wildfires Help Engineers Study the Real Thing | National Geographic
Fire, especially wildfire, is a really complex phenomenon. I hear people talking about being able to control fire; I don’t think that’s something that will happen soon. But here we are, at least trying to understand fire. There are factors that affect fir…
Adding two digit numbers on a number line
We’re told that Cara had a tower with 42 blocks. She added 12 red blocks, 14 more blue blocks, and 16 purple blocks. So, what we want to do in this video is think about how many total blocks Cara now has. To help us with that, we are going to set up a lit…
Interpreting trigonometric graphs in context | Trigonometry | Algebra || | Khan Academy
We’re told Alexa is riding on a Ferris wheel. Her height above the ground in meters is modeled by ( h(t) ), where ( t ) is the time in seconds, and we can see that right over here. Now, what I want to focus on in this video is some features of this graph.…