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

Sound + Fire = Rubens' Tube


2m read
·Nov 10, 2024

So Dr. Phil, uh, what's going on here?

Okay, what we've got here is a metal pipe with a whole lot of holes in it. We're pumping gas through it, and we've lit it up, as you can see. So we have like a whole lot of, uh, buns and burners all in a row—a whole bunch of little flames burning gas. And um, this is all very pretty, but what does it have to do with science? Just you wait. I've got a speaker on the end here.

Whoa! So there you go, you're pumping a sound through the pipe. Now, is that right?

That's right. It's quite an annoying sound, Phil. Let me change [Music] it.

Okay, a few changes happening.

Yeah, so there's these areas where the flame is higher and other areas where the flame is not as high. What's causing that?

Well, it kind of looks like a wave, doesn't it?

Yeah, it definitely does look like a wave. But I mean, what is it showing us? Why has it got these high points and low points?

Well, sound is a wave. When I speak, my vocal cords vibrate the air, which sends a wave to your eardrum, vibrates your eardrum, and that's how you detect sound.

Okay, so how is this sound wave changing the height of these flames?

Well, the wave is actually areas of high pressure and low pressure in air. So there's actually a sort of compression traveling through, and that's what we can see is the pressure in the pipe here. There's areas where there's high pressure and areas where there's low pressure, and that results—the higher pressure is obviously pushing the gas out, uh, faster, and so we're getting these higher flames.

That's right, in a simplistic way. Pretty complex situation. But what about if we change it?

So you made it a higher pitch now, and I noticed that these peaks are sort of getting closer together.

That's right, yeah! So we've actually changed the wave by having a different frequency. We've made a short, shorter wavelength. We've changed the sound wave—changed the sound wave; we've made a higher pitch, so that's a higher frequency. Yep! It's vibrating faster, and to get all those vibrations in, it has to do it in a shorter space—in a shorter wavelength.

Shorter wavelength.

Okay, but uh, this is all very interesting, but you know, it's killing my ears! So what are we going to do?

Let's go for something a bit more musical, shall we?

All right, let's try a fairly simple tone. So I'll just [Music] whistle.

[Music]

So that's, uh, not bad. Let's have a listen to someone singing— you know anyone who can sing a bit?

I don't know anyone who can really sing.

Oh jeez! All right, it's just that you and me are made of these.

Hey, do you know any Mozart?

I don't. I'm sure—I'm sure you know a bit of Mozart. Maybe you heard it in the womb! Here, go have a try of this.

Okay, I'll just warm the orchestra up. Ready, you guys?

[Music]

[Applause]

[Music]

Than [Music]

[Applause]

[Music]

Very good.

More Articles

View All
Ruchi Sanghvi Speaks at Female Founders Conference 2015
Good afternoon everyone! I’m so excited to be here today. I don’t think I’ve ever spoken to such a large audience of female entrepreneurs and technologists before. This, I think, we need to give ourselves a huge round of applause! Woo! I’m so inspired by …
Limit of (1-cos(x))/x as x approaches 0 | Derivative rules | AP Calculus AB | Khan Academy
What we want to do in this video is figure out what the limit as ( x ) approaches ( z ) of ( \frac{1 - \cos(x)}{x} ) is equal to. We’re going to assume we know one thing ahead of time: we’re going to assume we know that the limit as ( x ) approaches ( 0 )…
How to sell a $15,000,000 private jet!
How much you want to spend? Budget of 10 to 15 million. You really have a lot of choices. How many people you want to carry? Probably max eight people. How much do you think you’re flying a year? I’m probably flying three times a week. I’ve always flown …
The 6 things I wish I knew when I was younger...
And like I said, life isn’t a race to the finish line; it’s a journey. And the journey is what makes life beautiful. It’s not the finish line. That’s something I wish I learned a lot earlier on, because as a teenager especially, it would have saved me a l…
Evaluating expressions like 5x² & ⅓(6)ˣ | 6th grade | Khan Academy
What I want you to do is evaluate the expression 5x squared when x is equal to 3. Pause this video and have a go at that. All right, well we just have to think about every place we see an x; we’ll now replace it with a 3. So this is going to be equivale…
Fossils 101 | National Geographic
(gentle music) [Narrator] Like buried treasure, they lie hidden from sight. Echoes of an ancient past, they whisper secrets and tell tales once lost to time. Fossils are remnants or impressions of ancient organisms that are naturally preserved in stone. …