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

Can Opera Singers Shatter Glass? | StarTalk


2m read
·Nov 11, 2024

All right, another question. Michael Bruce from Mountain View in California. Is it a myth that opera singers can shatter glass by singing high enough?

I've not seen it done, but I don't see why it wouldn't be possible because there's certain frequencies that are called resonant frequencies in other objects.

And have you ever done this?

Go up to a tree that's way thicker than anything you would think of toppling. Okay, and then you just start pushing.

If there is a rhythm with which you can push a tree that pumps the tree in exactly the motion that you would originally set it to do, it's the same thing as pumping when you're on a swing.

It's how you can just put yourself into motion without touching anything. You sort of swing your legs right at the right moment; that will add to that motion.

Then you tuck your legs back right at the right moment. So you can do this to a tree, and you will hit a resonant frequency of the tree. And if you do this enough, you can actually snap a tree in half.

And so, did you say you try it fast?

Yeah, oh yeah, I do it all the time. It's fun. No, no, no, I don't do it to the point where I kill the tree, but it's fun to just watch this pumping.

It's literally physics. In physics, we call it pumping. You're pumping a system in the resonant frequency of the system itself. The system wants to sway at that rate.

Now, if you pump it in exactly that way, all that energy stays there, and then the tree starts blowing, waving in the breeze. And it's a sense of power over nature. I did this; I still do it today.

So, somebody's vocal cord, somebody's voice, right? So, you get an object that has a resonant frequency.

Can a human voice reach it at a high enough volume, and then it'll start vibrating?

Okay, if it's at the resonant frequency, and if you can vibrate it with enough energy at that frequency, the glass is not going to be able to stay with you, and you'll just crack it.

Cool?

Yeah, yeah, so that, so yes, it's possible.

Oh yeah, yeah, yeah.

More Articles

View All
CS50 Lecture by Mark Zuckerberg - 7 December 2005
MICHAEL D. SMITH: This afternoon I have the pleasure of introducing Mark Zuckerberg, which is one of our guest speakers this semester to come and talk a little bit about computer science in the real world. As most of you probably know, as you guys all do …
Do Shark Stories Help Sharks? | Podcast | Overheard at National Geographic
Oh my god, it smells so good. That was the thing when you were driving down to the store as a kid and you had the windows down; it’s all salt water. I’m standing on a beach at the Jersey Shore, looking out at the Atlantic Ocean. So, on a typical summer da…
This Unstoppable Robot Could Save Your Life
This is a robot that can grow to hundreds of times its size, and it can’t be stopped by adhesives or spikes. Although it looks kind of simple and cheap, it has dozens of potential applications, including, one day maybe saving your life. This video is spon…
Worked example: Calculating E° using standard reduction potentials | AP Chemistry | Khan Academy
Let’s do a worked example where we calculate the standard potential at 25 degrees celsius for this reaction. In this redox reaction, silver cations are reduced to form solid silver, and solid chromium is oxidized to form the Cr3 plus ion. The first step …
The Reality You're In, And The Reality In You
Close your left eye and stare at the X with your right eye. Now don’t look away. Move your phone closer, maybe further away, until my head appears to vanish. You have just found your blind spot: the place on your retina where nerves pass through on their …
Integrating power series | Series | AP Calculus BC | Khan Academy
So we’re told that ( f(x) ) is equal to the infinite series we’re going from ( n = 1 ) to infinity of ( \frac{n + 1}{4^{n + 1}} x^n ). What we want to figure out is what is the definite integral from 0 to 1 of this ( f(x) ). And like always, if you feel i…