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

What if the Moon was a Disco Ball?


2m read
·Nov 10, 2024

Hey, Vsauce. Michael here. If we turned the Moon into a giant disco ball, day and night would not be a disco party. Instead of diffusely reflecting sunlight onto all of us, a mirror-tiled moon would reflect specularly. You would be lucky to momentarily catch a single reflected beam of sunlight.

Now, with the help of visuals by Nick from Yeti Dynamics, who you should subscribe to immediately, let's see what would occur if a disco ball Moon actually happened. Here's the Earth with an imaginary screen behind it, so we can track the path of reflections from a disco ball Moon. It's 3,012 mirror tiles are ten kilometres thick and between 100 and 150 kilometres across.

And, as you can see, the beams of sunlight they reflect would only intersect with Earth briefly and rarely - a few every month or so would race past at more than 20,000 kilometers a second. From the surface of Earth, they'd just be tiny flashes in the sky 0.1 percent as bright as the regular Sun and would last a fraction of a second. The Earth, Sun and Moon just aren't ideal locations for disco ball effects.

But, if our disco ball moon was closer and orbited Earth not 384,000 kilometers away but less than 450, as far as the International Space Station does, it would be torn apart by gravitational tidal forces. Shoot. Also, the Moon doesn't really rotate from our perspective like a fun disco ball. It liberates, but it's starting to look like instead of an awesome lunar party decoration, a disco ball moon would just be a lunar party pooper.

So, for the sake of investigation, let's allow this disco ball Moon to not be torn apart and allow it to spin in the sky. Now we're talking. Occasionally we would get glittery reflections of a dimmer image of the Sun. From the surface of Earth, this is what we would see. You know, being able to see Earth reflected is almost cooler.

It's like being a bacterium on a giant's face who's looking into a mirror. You can see the giant, but not yourself. It kinda makes you feel small. But it would be a great way to take planetary selfies. So, let's watch a mirror the width of the Moon orbit as close as the ISS does. From the surface of Earth, it would look like this. The strobe lights around the edge, by the way, are ten kilometres across. Pretty cool.

Now finally, let's take a look at the Moon as a rotating disco ball from low orbit. The Moon is not a disco ball and likely never will be. It's just a diffuse source of illumination. But it's illuminating in a different way to imagine what would occur if that actually happened. Woah. And as always, thanks for watching.

More Articles

View All
Beware: The Inverted Yield Curve
Once of you guys, it’s Graham here. So every now and then, I like to deviate a bit from real estate and personal finance to discuss some other topics of importance, and this is one of them. That would be the inverted yield curve, and this is a topic that’…
Pop Goes the Beetle | Primal Survivor
Dehydration is affecting my coordination. I should drink, but there’s a problem with my remaining water. This water in this bag has been here so long, and it’s been so hot; it just tastes so rancid. I’m thirsty, but it’s almost undrinkable. Drinking bad w…
Moral Licensing
Moral psychology isn’t always an easy thing to study. First of all, just using a survey to ask people what they think is moral doesn’t always reveal what they would do in real life. An experiment that actually puts people in what feels like a real scenari…
Neanderthals 101 | National Geographic
[Narrator] Neanderthals are often depicted as brutish cave men, but science shows that our early ancestors were actually quite advanced. Neanderthals, or homo neanderthalensis, are our closest relatives in the human family tree. The species lived from abo…
Why OpenAI's o1 Is A Huge Deal | YC Decoded
Open AI’s newest model is finally here. It’s called 01, and it’s much better for questions around mathematics and coding, and scores big on many of the toughest benchmarks out there. So, what’s the secret to why it works? Let’s take a look. Inside OpenAI…
Negative definite integrals | Integration and accumulation of change | AP Calculus AB | Khan Academy
We’ve already thought about what a definite integral means. If I’m taking the definite integral from ( a ) to ( b ) of ( f(x) \, dx ), I can just view that as the area below my function ( f ). So, if this is my y-axis, this is my x-axis, and ( y ) is equ…