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

The continents are moving. When will they collide? - Jean-Baptiste P. Koehl


3m read
·Nov 8, 2024

In the early 20th century, a meteorologist named Alfred Wegener noticed striking similarities between the coasts of Africa and South America. These observations led him to propose a controversial new theory: perhaps these and many other continents had once been connected in a single, gigantic landmass. Wegener’s Theory of Continental Drift directly contradicted the popular opinion that Earth’s continents had remained steady for millennia, and it took almost 50 years for his advocates to convince the larger scientific community.

But today, we know something even more exciting— Pangea was only the latest in a long lineage of supercontinents, and it won’t be the last. Continental Drift laid the foundation for our modern theory of plate tectonics, which states that Earth’s crust is made of vast, jagged plates that shift over a layer of partially molten rock called the mantle. These plates only move at rates of around 2.5 to 10 centimeters per year, but those incremental movements shape the planet's surface.

So to determine when a new supercontinent will emerge, we need to predict where these plates are headed. One approach here is to look at how they’ve moved in the past. Geologists can trace the position of continents over time by measuring changes in Earth’s magnetic field. When molten rock cools, its magnetic minerals are “frozen” at a specific point in time. So by calculating the direction and intensity of a given rock’s magnetic field, we can discover the latitude at which it was located at the time of cooling.

But this approach has serious limitations. For one thing, a rock’s magnetic field doesn’t tell us the plate’s longitude, and the latitude measurement could be either north or south. Worse still, this magnetic data gets erased when the rock is reheated, like during continental collisions or volcanic activity. So geologists need to employ other methods to reconstruct the continents’ positions.

Dating local fossils and comparing them to the global fossil record can help identify previously connected regions. The same is true of cracks and other deformations in the Earth's crust, which can sometimes be traced across plates. Using these tools, scientists have pieced together a relatively reliable history of plate movements, and their research revealed a pattern spanning hundreds of millions of years. What’s now known as the Wilson Cycle predicts how continents diverge and reassemble. And it currently predicts the next supercontinent will form 50 to 250 million years from now.

We don’t have much certainty on what that landmass will look like. It could be a new Pangea that emerges from the closing of the Atlantic. Or it might result from the formation of a new Pan-Asian ocean. But while its shape and size remain a mystery, we do know these changes will impact much more than our national borders.

In the past, colliding plates have caused major environmental upheavals. When the Rodinia supercontinent broke up circa 750 million years ago, it left large landmasses vulnerable to weathering. This newly exposed rock absorbed more carbon dioxide from rainfall, eventually removing so much atmospheric CO2 that the planet was plunged into a period called Snowball Earth. Over time, volcanic activity released enough CO2 to melt this ice, but that process took another 4 to 6 million years.

Meanwhile, when the next supercontinent assembles, it's more likely to heat things up. Shifting plates and continental collisions could create and enlarge cracks in the Earth’s crust, potentially releasing huge amounts of carbon and methane into the atmosphere. This influx of greenhouse gases would rapidly heat the planet, possibly triggering a mass extinction. The sheer scale of these cracks would make them almost impossible to plug, and even if we could, the resulting pressure would just create new ruptures.

Fortunately, we have at least 50 million years to come up with a solution here, and we might already be onto something. In Iceland, recently conducted trials were able to store carbon in basalt, rapidly transforming these gases into stone. So it’s possible a global network of pipes could redirect vented gases into basalt outcrops, mitigating some of our emissions now and protecting our supercontinental future.

More Articles

View All
Why Do We Wear Clothes?
Hey, Vsauce. Michael here. Why do humans wear clothing? Sure, we need it for protection from the elements and fashion, to show our personalities, but no other animal makes and wears clothing. More importantly, why do we feel embarrassed to be naked around…
Interpreting statements about vectors | Vectors | Precalculus | Khan Academy
We’re told that particles A and B are moving along a plane. Their velocities are represented by the vectors vector A and vector B respectively. Which option best describes the meaning of the following statement? Choose one answer. So pause this video and…
How Bill Ackman DESTROYED the Market by 3,023%
Big part of investing is not losing money. If you can avoid losing money and then have a few great hits, you can do very, very well over time. Billionaire investor Bill Amman just shared his secret five-step formula for successfully investing in the stock…
Ponzi: The Financial Idiot Who Scammed the World
There was a time when the financial world marveled at the genius of Charles Ponzi, the man who was in charge of one of the most successful business investments in America. He had millions of dollars at his disposal and crowds of people lining up literally…
Trying to Catch a 1,000 MPH Baseball - Smarter Every Day 247
Hey, it’s me Destin. Welcome back to “Smarter Every Day.” This video is awesome because we’re finally going to shoot it at stuff. And if you don’t know what I’m talking about, in a previous episode of “Smarter Every Day,” we fulfilled an important dream o…
Derivatives expressed as limits | Advanced derivatives | AP Calculus BC | Khan Academy
Let’s see if we can find the limit as h approaches 0 of (5 \log(2 + h) - 5 \log(2)), all of that over (h). And I’ll give you a little bit of a hint, because I know you’re about to pause the video and try to work through it. Think of your derivative proper…