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

How to catch a Dwarf Planet -- Triton MM#3


2m read
·Nov 2, 2024

The 14 moons of Neptune are a strange bunch. Most of them are small, potato-shaped pieces of ice and rock. Some are so far away from Neptune that they need 29 years to circle Neptune once. Almost all of them are asteroids trapped by Neptune's gravity.

99.5% of all the mass around Neptune is concentrated in Triton. It's the 7th biggest moon and more massive than all other known moons in the solar system that are smaller than itself combined. Its surface area is about as big as the mainland of Russia and Australia together.

Also, Triton is one of only four objects in the solar system that we know is geologically active. Triton orbits Neptune in the 'wrong' direction, against the rotation of Neptune, which is unique in our solar system for an object as big as Triton.

We can conclude from this that Triton hasn't always been a moon of Neptune, but probably was a dwarf planet that was forced into submission by Neptune when the solar system was younger and more chaotic. The most popular theory here is that Triton was once part of a double system.

When Neptune migrated to the outer edges of the solar system, its gravity interfered with the double system and catapulted the other object into space, while Triton was forced into orbit. This would have disrupted the orbits of other Neptune moons rather violently and would most likely have either pushed them away from Neptune or let them collide or crash into Neptune.

This would explain why Neptune's moons are so dominated by Triton. But this will end one day. Triton is being slowed down by Neptune, and eventually, it will either crash into it or be ground by Neptune's gravity into a huge ring system, similar to Saturn's.

So, don't buy real estate on Triton.

Fixed English Subtitles by Mads Hagemann Nielsen - 2015.
Subtitles by the Amara.org community.

More Articles

View All
Interpreting graphs with slices | Multivariable calculus | Khan Academy
So in the last video, I described how to interpret three-dimensional graphs. I have another three-dimensional graph here; it’s a very bumpy guy. This happens to be the graph of the function ( f(x,y) = \cos(x) \cdot \sin(y) ). You know, I could also say th…
"STOP DOING THIS If You Want To Be SUCCESSFUL IN LIFE!" | Kevin O'Leary
I’m the mean shark. I’m not the mean shark. I’m the only shark that tells the truth. My wife’s sitting there, and with my daughter, and he stops and says to them, “Hey, that guy from Shark Tank is sitting in the can, that [ __ ] Kevin O’Leary.” And Linda …
Supporting Education Around the Okavango Delta | National Geographic
[Music] My name is Collective. The noun for hippo is a pod of hippo. We’ve invited 10 local teachers from Beta Primary School to demystify a lot of those misconceptions that animals and wildlife can be an additive to their experience. Many of them are fr…
Worked example: Rewriting definite integral as limit of Riemann sum | AP Calculus AB | Khan Academy
Let’s get some practice rewriting definite integrals as the limit of a Riemann sum. So let’s say I wanted to take the definite integral from π to 2π of cosine of x dx. What I want to do is write it as the limit as n approaches infinity of a Riemann sum. …
Math on the Brain | Dirty Rotten Survival
I don’t have to go to the ice. I’m in trouble. Dave Canterbury crawled on his belly to look over that cliff. What I have to hope now is I can actually get them to take a bet here that’ll give me usage of the rope. Yeah, here we go, here we go. If I can t…
Akiva Goldsman on the Creative Process | Breakthrough
I think the creative process is actually very similar whether it be math, science, music, or art. I’m more familiar with the dredging of the ether for a sentence or two, and I like it, but it is an act of sheer faith. It is an act of propulsion into some …