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

Ice Cutting Experiment


2m read
·Nov 10, 2024

All right, we're ready to do this experiment. I have the two 1.5 kg masses separated by a copper wire, and my housemate and assistant, Colette, has the two 1.5 kg weights separated by some fishing line. They're both the same thickness, so we're going to put them on simultaneously and see how they go in cutting through the ice. How's yours? [Music]

All right, we're roughly halfway through the experiment, but I ran into trouble. The copper wire actually pulled out of these weights, and so they fell to the ground. At this point, it looks like the copper was doing slightly better than the fishing wire, but I've had to rig up a new copper, and so I'm going to try it in a different spot and let this new copper compete. I also scraped off the insulation; there was some enamel coating on the copper wire, so I've scraped that off, so it should just be straight copper wire now. So let's see how it performs. [Music]

All right, it's half 1, but it looks like the experiment is over, and we have a winner. A copper wire pulled clean through the block of ice, while the fishing line is still stuck in there. So why was that? Why is the copper better able to pass through this ice block than the fishing line?

Well, I think the answer may have something to do with thermal conductivity. The copper is a better conductor of heat than the fishing line. That's important because as the wire passes through, the ice refreezes once the wire has passed, and that releases heat. If that heat is transferred quickly, it passes to the ice below, melting it and allowing the wire to move further and faster.

Now regelation is not just some abstract useless scientific concept. Every time you make a snowball, you compress those ice crystals of the snow, and when you compress it, it melts a bit, turning into water. But as you release the pressure, it refreezes. So what we've made is a snowball. Think about that next time you're having a snow fight.

More Articles

View All
The Battle for the Soul of Artificial Intelligence | Podcast | Overheard at National Geographic
[Music] I’m a sci-fi nut and one of my favorite books is The Caves of Steel by Isaac Asimov. It’s all about this hard-boiled grizzly detective who gets assigned a strange new partner, a robot. I’ve always wanted a robot partner, and now through the magic…
When your self-worth depends on what you achieve
When Googling someone’s name, you’re often directed to social media platforms like Facebook, Instagram, and LinkedIn for more information about this individual. But what do these platforms actually tell you? They reveal plenty about achievements, job titl…
Recognizing fragments | Syntax | Khan Academy
Hello grammarians! David here along with my cousin Beth, who also happens to be a teacher. Say hello to the people, Beth. “Hi, people!” So today we are going to talk about sentence fragments. Beth, you cover these in classes that you teach. Could you te…
REVERSE PSYCHOLOGY | 13 LESSONS on how to use REJECTION to your favor | Marcus Aurelius STOICISM
Have you ever had a door slammed shut in your face only to realize it was the best thing that could have happened to you? Today, we’re going to explore the skill of overcoming rejection head-on, drawing inspiration from the teachings of the stoic philosop…
One-step multiplication equations: fractional coefficients | 6th grade | Khan Academy
Let’s say that we have the equation two-fifths x is equal to ten. How would you go about solving that? Well, you might be thinking to yourself it would be nice if we just had an x on the left-hand side instead of a two-fifths x, or if the coefficient on t…
Shifting functions | Mathematics III | High School Math | Khan Academy
So we have these two graphs that look pretty similar: Y is equal to F of x and Y is equal to G of x. What they ask us to do is write a formula for the function G in terms of F. Let’s think about how to do it, and like always, pause the video and see if y…