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
Setting Up Camp in a Tree | The Great Human Race
2.4 million years ago, before humans had weapons or fire, Homo habilis retreated into the safety of trees to escape predators at night. Sounds almost like a hyena. “We have like minutes left really. I think it’s high enough.” “I mean, are you stable tho…
Avoid the NIGHTMARE tenant and eviction: My Tenant screening process
What’s up you guys, it’s Graham here. So, so many of you have requested I make a video about how I properly vet tenants to avoid the nightmare tenant situation where I had an eviction and the tenant was absolutely crazy. So these are a few of the things …
How can I review the security of my account?
So Guemmy, you’ve given us a lot of tips and things to think about. Is there a way to just see where we are in terms of our account security? Yeah. One thing I love that’s evolved in the industry over the last few years is a lot of the tech providers hav…
Worked example: separable differential equation (with taking exp of both sides) | Khan Academy
What we’re going to do in this video is see if we can solve the differential equation: the derivative of y with respect to x is equal to x times y. Pause this video and see if you can find a general solution here. So, the first thing that my brain likes …
One-sided limits from tables | Limits and continuity | AP Calculus AB | Khan Academy
The function ( f ) is defined over the real numbers. This table gives select values of ( f ). We have our table here; for any of these ( x ) values, it gives the corresponding ( f(x) ). What is a reasonable estimate for the limit of ( f(x) ) as ( x ) appr…
Determining angle of rotation
We’re told that triangle A’B’C’ (so that’s this red triangle over here) is the image of triangle ABC (so that’s this blue triangle here) under rotation about the origin. So, we’re rotating about the origin here. Determine the angle of rotation. So, like …