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

Hey Bill Nye, 'Can We Desalinate Water for Human Consumption on a Massive Scale?' #TuesdaysWithBill


3m read
·Nov 4, 2024

Hey Bill. This is Amy from Minnesota. I was wondering if — when I was five years old, I did this science experiment where we stuck a stick in salt water, and it made a crystal. I was wondering if there was, in terms of desalinating water for human consumption, if there is a chemical compound that could work as a catalyst for some sort of reaction and if we could do this on a massive scale?

Amy, that is a fabulous question. Desalinization of water could be the key to the future for so many of us humans. I'm fascinated with this question. So you use the word catalyst; this would be a chemical that would enable another chemical reaction, and in general, it doesn't affect the catalyst, so you could reuse the catalyst.

Right now, as far as I know, there is no such thing. But two aspects of this are really important right now. The first one is not real, and I cannot help but hearken to a book by Kurt Vonnegut in which the characters create something called Ice-nine, where you get water molecules to rearrange themselves. And the chemist who does this is fascinated with the way cannonballs are stacked in statues or in memorials to people who fought wars with cannons. That's fictional, but it is kind of a cool idea. I won't tell you what happens at the end of the book; it's big fun.

The real thing that's going on right now is people are able to take the salt out of salt water by forcing the water backwards through a very fine filter, which generally is called a membrane, and right now we call it osmosis. And osmosis is an old Greek word that means it kind of happens on its own. And so the classic example is to take an egg, take the shell off with vinegar, and then put the membrane-contained egg in salt water, and the water will go into the egg, and the egg will swell if it's in salt water. If you put that same type of egg, a naked egg, in distilled water, the egg embryo is slightly salty, so the water will work its way out, and that egg will shrink.

Anyway, people have found ways to make synthetic membranes with things like Teflon and polyester and so on, and you can pump, force the salt water backwards through the membrane and leave the salt behind. And this is done all the time. It's done in Australia at several industrial scale citywide installations; San Diego, Carlsbad, California has one. And cruise ships and I guess the U.S. Navy exploit this technology all the time.

But Amy, people are trying this new material, which has come to become graphene. And it's just like graphite; it's just like the thing that makes coal black or pencil lead gray, except this material now is one molecular layer thick, and it has these amazing properties. It's fantastically strong when stretched longitudinally or in the same direction, in the plane of the graphene. It's crazy strong.

And so people believe that the slip length, as it's called, of the salt water is longer than the thickness of this one molecule or one atom thick graphene. So there's hardly any pressure needed to get the water to flow through the graphene, leaving the salt behind and having fresh water come out on the other side.

Now the key to any of these processes is you have to filter the water first to take out regular old particulates, regular old dust and sand, I exaggerate trash. You've got to take that out before you run it through your reverse osmosis membrane or this new being experimented with graphene.

But you are living at a time where this breakthrough may be made on an industrial scale. And if we can do that, Amy, it would change the world. We could have all the clean water we wanted for everybody all over the world, and we would power the pumps with solar power, regular old photovoltaic solar cells. And when the sun is not shining, you don't pump the water. So you pump the water when the sun is shining, and you fill up reservoirs all over the world.

And so humankind could, if this stuff works out, it could have access to clean water for the billions of us that need it. It's an exciting time, Amy. Go get them. Become a chemical engineer or material scientist and solve this problem.

More Articles

View All
Once You Stop Caring, Results Come | The Law of Reverse Effect
Once, there was a writer who happened to specialize in crafting thought-provoking essays on various subjects. Through hard work and seemingly endless creativity, she managed to publish numerous pieces that captivated her readers. However, one day, she fou…
The Nature of Nature | National Geographic
[Music] Too few can feel. I am the sea and the sea is me. Growing up in Catalonia in the 1970s, every Sunday I would sit in front of la caja tonta, the dumb box, watching my hero, Jack Cousteau. [Music] The exotic places, the daring underwater explorers, …
How the Inverted Yield Curve Reliably Predicts Recessions.
It’s what everybody’s talking about. Recession fears are rising. The spread between the two-year and the 10-year bond officially inverted for the first time since 2019, a sign that a recession could be on the horizon. It’s predicted every recession, reces…
I Found The WORST Financial Advice On TikTok
What’s up guys, it’s Graham here. So, over these last few months, there’s been a wave of articles warning about the dangers of taking financial advice from TikTok. Because I gotta say, some of these videos are just hilariously wrong and could even land yo…
Worked example: Product rule with table | Derivative rules | AP Calculus AB | Khan Academy
The following table lists the values of functions F and H and of their derivatives f prime and H prime for x is equal to 3. So, let’s just tell us when x is equal to three, the value of the function is six. F of three is six. You could view it that way: H…
2015 AP Calculus BC 6c | AP Calculus BC solved exams | AP Calculus BC | Khan Academy
Write the first four nonzero terms of the McLaurin series for e to the x. Use the McLaurin series for e to the x to write the third degree Taylor polynomial for G of x, which is equal to e to the x * F of x about x equal to 0. So McLaurin series, if tha…