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

Touching a Meteor | StarTalk


2m read
·Nov 11, 2024

As far as science was concerned, I was completely hopeless. I mean, I remember, um, in my biology class, I was put in the front row. I hated being in the front row because, you know, you're in direct contact with the person who was teaching you. I would have an earphone in my ear; I had one of these first transistors because I'm very old. So, transistors sort of came out when I was young, radio, and it was smallish. I had the earphone, and I was listening to the tennis. In other words, I was not paying attention in class at all. But I was doing very badly.

But at prep school, I discovered a, um, meteorite as I was walking back from the games. Sadly, I didn't put it in my pocket; it was quite large. I was honest; I gave it to the Headmaster, and, um, it was sort of, I don't know where it went. It went to a museum or something, but I wish I had kept it. Isn't it just so you can relive the moment when you discovered a meteorite in the flower bed of your prep school many moons ago? I have a meteorite that you can touch, but you're not—I'm not going to hand it to you because I don't know what you're going to do with it.

“Well, I'll be very careful of it. I'll be very respectful! This is 4 and a half billion years old.”

“What? Whoa!”

“Well now, what—why I'm amazed by this—is this a part of a meteorite?”

“Yes, it is part. That—he's a good clever man here. You—you hired the right guy for your movie. This is part of a meteorite that was the size of that sphere of the Hayden sphere, most of which vaporized on impact with Earth. Fragments got strewn around, and the crater that was made by the parent of this is still around. You can find it in Arizona, and it's called Meteor Crater.”

“Have you analyzed this?”

“It's mostly iron—about 90% iron, 10% nickel—common in the kind of meteorite that this is. Now here's something to think about: once you feel that, imagine that just falling from the ceiling, oh, and hitting you in the head. Then your head is a pile of goo. Right? Now imagine something the size of that sphere, and it's going to make a crater a mile across. Now imagine something the size of Mount Everest moving at 10 miles per second, and you can judge how devastating that can be to our ecosystem.”

“Did it affect the tilt?”

“No, on that level, it's like a gnat flying into the buttocks of an elephant.”

“Right, right, right. I'm not flying into the butt—yeah, we had some elephants on our movie. One walked off set, actually.”

“Oh really? Okay, probably.”

“KN in the box.”

More Articles

View All
Shifting absolute value graphs | Mathematics II | High School Math | Khan Academy
This right over here is the graph of y is equal to absolute value of x, which you might be familiar with. If you take x is equal to -2, the absolute value of that is going to be two. Negative -1, absolute value is one. Zero, absolute value is zero. One, a…
Worked example: Calculating an equilibrium constant from initial and equilibrium pressures
Let’s say we have a pure sample of phosphorus pentachloride, and we add the PCl5 to a previously evacuated flask at 500 Kelvin. The initial pressure of the PCl5 is 1.6 atmospheres. Some of the PCl5 is going to turn into PCl3 and Cl2. Once equilibrium is r…
How One Man's Amazing Christmas Lights Have Spread Joy for 30 Years | Short Film Showcase
[Applause] [Music] [Music] [Music] [Music] My name is Bruce Mertz, and the people around here call me Mr. Christmas. This is my 31st year of putting up the lights, and I’ve been living here since 1977. Every year, I start setting up at the end of August.…
How Far Away is the Moon? (The Scale of the Universe)
This is uh representing the earth. And this represents, what do you think? The moon? Yes. Now our first challenge is how far apart are they? Like, roughly? Like, roughly, about that much? Okay. Uh… I guess maybe about that far? Maybe? About that far? Yeah…
Interpreting expressions with multiple variables: Cylinder | Modeling | Algebra 2 | Khan Academy
We’re told that given the height h and volume v of a certain cylinder, Jill uses the formula ( r ) is equal to the square root of ( \frac{v}{\pi h} ) to compute its radius to be 20 meters. If a second cylinder has the same volume as the first but is 100 t…
EconTalk Host Russ Roberts on Key Economic Concepts for Founders
Russ Roberts: Welcome to the podcast! Hey, correct, great to be here! So, you, for those who don’t know, are the host of EconTalk, a research fellow at Stanford’s Hoover Institution, and the author of several books including “How Adam Smith Can Change Yo…