WEBVTT - What is a Space Elevator?

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<v Speaker 1>Hey, welcome to Science Stuff, the production of iHeartRadio. I'm

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<v Speaker 1>Moreham and today we are going to space. No, we're

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<v Speaker 1>not going to strap ourselves to a giant rocket full

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<v Speaker 1>of flammable fuel. Instead, we are going to take the elevator.

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<v Speaker 1>It may seem like science fiction, but a space elevator

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<v Speaker 1>is something serious scientists actually think is possible to build.

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<v Speaker 1>And it's not just something that can take you to space.

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<v Speaker 1>It might actually help you get to other planets. To

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<v Speaker 1>put on some relaxing music, step inside and ride with

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<v Speaker 1>us as we go up to answer the question, can

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<v Speaker 1>we build an elevator to space?

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<v Speaker 2>Hey?

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<v Speaker 1>Everyone, Okay, today we are tackling a pretty wild idea,

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<v Speaker 1>which is to build an elevator that can take you

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<v Speaker 1>to space. But I promise you that by the end

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<v Speaker 1>you're going to be thinking, my gosh, that totally makes sense.

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<v Speaker 1>Let's build one right now. Now. To get there, I

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<v Speaker 1>need you to imagine that you're getting into an elevator,

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<v Speaker 1>and at each floor we're going to be answering a

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<v Speaker 1>different question about space elevators. So step inside, perfect now,

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<v Speaker 1>hit the button for the first floor, and we're going up. Okay,

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<v Speaker 1>while we go up, I'll just tell you that the

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<v Speaker 1>idea of a space elevator is that instead of taking

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<v Speaker 1>a rocket to go to space, you just take an elevator.

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<v Speaker 1>There would be a structure that is based here on Earth,

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<v Speaker 1>and it would extend up past the tallest building we've

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<v Speaker 1>ever built, past the clouds, past the atmosphere, and into space.

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<v Speaker 1>And so if you want to go to space or

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<v Speaker 1>take something into space, all you have to do is

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<v Speaker 1>get on, and then you'd be in space. And if

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<v Speaker 1>you go up high enough, when you get off, you'll

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<v Speaker 1>actually be in orbit around Earth, meaning you wouldn't fall

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<v Speaker 1>back down to Earth. Oh, which has got to our

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<v Speaker 1>first stop. Okay, Here, I imagine we are ten kilometers

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<v Speaker 1>above the surface of the Earth. This is about twelve

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<v Speaker 1>times higher than the Birch Khalifa, which is the highest

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<v Speaker 1>building we've ever built. Here, at ten kilometers, we're at

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<v Speaker 1>the top of the troposphere, which is the main layer

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<v Speaker 1>of our atmosphere. It's the lear where all the weather

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<v Speaker 1>happens because it has most of the water that's in

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<v Speaker 1>the atmosphere. And this is about as high as even

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<v Speaker 1>the highest clouds go. Oh, and here joining us is

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<v Speaker 1>our first expert, Professor Matthew Pete, come in, doctor Pete,

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<v Speaker 1>thanks for joining us.

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<v Speaker 2>Well, thank you for having me.

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<v Speaker 1>Keith, Please tell us who you are and you do so.

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<v Speaker 2>I'm a professor at Arizona State University and teach and

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<v Speaker 2>do research in orbital mechanics and controls and dynamical systems theory.

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<v Speaker 1>Okay, so to thee on the program, we're answering the

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<v Speaker 1>question what is a space elevator? So where did this

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<v Speaker 1>idea come from?

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<v Speaker 2>Well, you know, that's an interesting story.

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<v Speaker 1>Arthur C.

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<v Speaker 2>Clark had a great paper on this and he counted

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<v Speaker 2>the number of times it had been reinvented, and I

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<v Speaker 2>think he was at eleven. The first invention of the

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<v Speaker 2>space elevator was by Konstancy Sokowsky. If you don't know

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<v Speaker 2>who is you might be forgiven. But he was one

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<v Speaker 2>of these very early rockets guys, and living in a

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<v Speaker 2>cabin outside of Moscow back in eighteen ninety five. What

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<v Speaker 2>he was doing inventing rockets and space elevators we could

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<v Speaker 2>leave to our imagination. So who knows what he was

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<v Speaker 2>doing out in his cabin. But although famous for space elevators,

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<v Speaker 2>he's of course far more famous for inventing the rocket equation.

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<v Speaker 2>So he laid out the basic mathematical foundations for the

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<v Speaker 2>use of rockets back in eighteen ninety.

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<v Speaker 1>So he sort of invented rocket signs in a way.

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<v Speaker 2>Yeah, I would give him credit for inventing rocket scignen.

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<v Speaker 1>So the same person who came up with the rocket

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<v Speaker 1>equation came up with this idea of the space elevator

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<v Speaker 1>for the first time.

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<v Speaker 3>Yeah.

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<v Speaker 2>He was inspired by the Eiffel Tower and how far

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<v Speaker 2>it reached up, and he said, well, if you reach

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<v Speaker 2>far enough, you could just drop things off the ever

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<v Speaker 2>tower and it we'd be in orbit. So he laid

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<v Speaker 2>out the basics and then it was invented a couple

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<v Speaker 2>more times.

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<v Speaker 1>Like people would just come up with it and work

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<v Speaker 1>it out without knowing what somebody else had already done.

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<v Speaker 2>Yeah, because it's an eminently logical and interesting idea.

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<v Speaker 1>So this idea of a space elevator that we're writing

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<v Speaker 1>right now came up a long time ago, back before

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<v Speaker 1>we even had rockets, And he keeps popping up over

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<v Speaker 1>and over again over the last one hundred and thirty

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<v Speaker 1>years because it kind of makes sense. If you want

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<v Speaker 1>to get to space, why not just build something that

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<v Speaker 1>can get you there directly. Oh, we're in our next up. Okay,

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<v Speaker 1>Here we are one hundred kilometers above the surface of

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<v Speaker 1>the Earth, meaning about one hundred and twenty times the

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<v Speaker 1>height of the bird khalifa. Oh, what's your step? You

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<v Speaker 1>definitely don't want to fall from here. At one hundred kilometers,

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<v Speaker 1>this is what's called the Carmen line. We're technically still

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<v Speaker 1>in the atmosphere, but this is the point that people

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<v Speaker 1>say separates being on Earth and being in space. It's

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<v Speaker 1>a little bit of an arbitrary number, mostly chosen because

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<v Speaker 1>one hundred kilometers is a nice round number. But at

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<v Speaker 1>around this level is where airplanes can no longer fly

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<v Speaker 1>or stay flying, because there isn't enough air to keep

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<v Speaker 1>them afloat. It's also around here that there isn't enough

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<v Speaker 1>air to burn up meteorites, so if you see shooting stars,

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<v Speaker 1>they would be below you. It's also where the International

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<v Speaker 1>Aeronautic Federation defines the beginning of space, which technically means

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<v Speaker 1>you and I in this space elevator are now officially astronauts,

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<v Speaker 1>although if you step outside right now, you would basically

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<v Speaker 1>just fall straight down because the force of gravity is

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<v Speaker 1>pretty much the same as on the surface of Earth.

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<v Speaker 1>It's only three percent lower. Okay, let's keep going like

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<v Speaker 1>the pet. Can you please press a button for the

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<v Speaker 1>next floor, of course. Okay, our next stop is going

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<v Speaker 1>to be one thousand kilometers above the surface of Earth.

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<v Speaker 1>It's going to take a little bit to get there.

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<v Speaker 1>So in the meantime, dark the peed. Can you tell

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<v Speaker 1>us why build this space elevator?

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<v Speaker 2>So the obvious reason is that if you're not using

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<v Speaker 2>a space elevator, the alternative is a rocket, and rockets

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<v Speaker 2>are dangerous and rather explosive. And there's this thing called

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<v Speaker 2>the rocket equation, which tells you that the amount of

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<v Speaker 2>propellant you need to get a certain amount of mass

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<v Speaker 2>up into space grows very large the farther you go up,

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<v Speaker 2>so that the fraction of mass to propellant would be

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<v Speaker 2>maybe one thousand to one, right, a lot of propellant

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<v Speaker 2>for very little mass to get up there. If you

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<v Speaker 2>want to put a city on space, for example, it

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<v Speaker 2>would be very difficult with rockets.

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<v Speaker 1>Okay, what doctor P is saying is that rockets are

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<v Speaker 1>just fundamentally inefficient, and that's because of something called the

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<v Speaker 1>rocket equation. It tells you that the amount of fuel

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<v Speaker 1>you need to put something in space using rockets grows

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<v Speaker 1>exponentially the more mass you want to take to space.

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<v Speaker 1>That's because in a rocket, you not only have to

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<v Speaker 1>lift the thing you want to take to space, you

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<v Speaker 1>also have to lift all the fuel you're going to

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<v Speaker 1>need along the way, and that's going to make your

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<v Speaker 1>rocket heavier. So you need to bring more fuel, which

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<v Speaker 1>makes your rocket even heavier, which means you need to

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<v Speaker 1>bring more fuel, et cetera, et cetera. This is why

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<v Speaker 1>when you look at a rocket, most of the long

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<v Speaker 1>cylinder that you see are the tanks for the fuel.

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<v Speaker 1>Only the small part of the bottom is the engine,

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<v Speaker 1>and only the very tippy top is where the astronauts sit.

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<v Speaker 1>So if we're ever going to launch a large spaceship

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<v Speaker 1>with food and people to other planets, it's going to

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<v Speaker 1>take a lot of fuel, and that brings other problems,

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<v Speaker 1>right like your beat.

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<v Speaker 2>Yes, so recent rockets tend to use slightly different fuels,

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<v Speaker 2>using etholocks and cara locks, which are petroleum based. So

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<v Speaker 2>there's an environmental question which says that if you're going

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<v Speaker 2>to put lots of things in space, well maybe it's

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<v Speaker 2>not a great idea to burn quite that much petroleum.

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<v Speaker 1>Product, it's not good for the environment.

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<v Speaker 2>Yeah, Okay.

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<v Speaker 1>When we come back, we're going to continue our elevator

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<v Speaker 1>ride into space, and we're going to talk about the

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<v Speaker 1>big question, which is how do you build a space elevator?

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<v Speaker 1>So don't hop off, keep writing with us. We'll be

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<v Speaker 1>right back.

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<v Speaker 3>Welcome back.

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<v Speaker 1>All right, we're writing an elevator to space, and you're

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<v Speaker 1>probably wondering, how do you build an elevator to space.

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<v Speaker 1>We'll get to that in a minute, but first we're

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<v Speaker 1>going to make another stop right about now. Okay, right now,

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<v Speaker 1>we are one thousand kilometers above the surface of the Earth,

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<v Speaker 1>which is twelve hundred times higher than the tallest building

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<v Speaker 1>in the world, the Birch Khalifa. So you can imagine

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<v Speaker 1>to get to where we are, you'd have to stag

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<v Speaker 1>twelve hundred of the tallest building on Earth, one on

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<v Speaker 1>top of the other. At this height, we are still

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<v Speaker 1>technically in Earth's atmosphere, but we're in the last layer,

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<v Speaker 1>which is the exosphere. Below us, you can see the

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<v Speaker 1>northern lights and there's almost no air.

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<v Speaker 3>Now.

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<v Speaker 1>About five hundred kilometers below us, we passed the International

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<v Speaker 1>Space Station and you might be wondering, or hey, why

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<v Speaker 1>didn't you stop the elevator. You could have just hopped

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<v Speaker 1>off and boarded the space station. Uh not really. That's

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<v Speaker 1>because the International Space Station zip past us at seventeen thousand,

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<v Speaker 1>four hundred miles per hour, which is about eight times

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<v Speaker 1>faster than a rifle bullet. The International Space Station has

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<v Speaker 1>to go that fast in order to stay in orbit.

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<v Speaker 1>If we were to step off this elevator right now,

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<v Speaker 1>you'd still fall straight down. The force of gravity right

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<v Speaker 1>now is still about seventy five percent of what it

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<v Speaker 1>is on Earth, so we feel a little lighter, but

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<v Speaker 1>you still definitely have your feet planet on the elevator floor.

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<v Speaker 3>Now.

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<v Speaker 1>The reason we stopped here was to pick up another passenger. Ope,

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<v Speaker 1>here he is, Hey, doctor Wright, did you take an

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<v Speaker 1>uber up here? Uh?

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<v Speaker 3>No, I don't think so.

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<v Speaker 1>Okay, I want to ask you how you got here.

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<v Speaker 1>But thanks for joining us.

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<v Speaker 3>You're welcome, happy you could have me on.

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<v Speaker 1>Can you please tell us who you are and what

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<v Speaker 1>do you do.

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<v Speaker 3>I'm currently serving as the president of the International Space

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<v Speaker 3>Elevator Consortium, which is basically a group of people who

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<v Speaker 3>want to advance the development of the space Elevator and

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<v Speaker 3>hopefully get it built within our lifetimes. We talk to

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<v Speaker 3>people who do calculations for the space elevator, we talk

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<v Speaker 3>to people who develop materials for it, and basically anybody

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<v Speaker 3>who might be interested in investing in it and promoting

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<v Speaker 3>its construction.

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<v Speaker 1>Great, hold on, let me press the button for the

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<v Speaker 1>next top, which is going to be thirty five thousand,

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<v Speaker 1>seven hundred and eighty six kilometers from the surface of

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<v Speaker 1>the Earth. We'll explain why we're going to that height

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<v Speaker 1>in a minute. But docked right, I want to ask

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<v Speaker 1>you most people listening probably assume that to build a

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<v Speaker 1>space elevator like the one we're writing right now, you

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<v Speaker 1>have to build it from the ground up, like you

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<v Speaker 1>start building a base on Earth, and you just keep

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<v Speaker 1>building up higher and higher and higher.

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<v Speaker 3>Yeah, pretty much, the ground up way is impractical. So

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<v Speaker 3>Konstantin Sarkowski he came up with the idea of building

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<v Speaker 3>a tower. He was thinking that of a rigid structure

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<v Speaker 3>fixed to the equator, and he figured, well, if you

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<v Speaker 3>build it high enough, yeah, you can get something into

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<v Speaker 3>orbit that way, and it would be very efficient.

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<v Speaker 1>Right, like basically building a super gigantic Eiffel tower, or

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<v Speaker 1>like a Birch Khalifa. But on steroids. But that wouldn't work, right, Like,

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<v Speaker 1>you can't build a tower that tall exactly.

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<v Speaker 3>He realized that would not be practical because he was

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<v Speaker 3>thinking of a compressive structure, in other words, a tower

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<v Speaker 3>based on Earth, and so calculating the strength of steel

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<v Speaker 3>and the mass of such a long structure it would

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<v Speaker 3>take I think he estimated the mass of all the

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<v Speaker 3>steel in the Solar System.

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<v Speaker 1>Okay, what doctor Wright is saying here is that to

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<v Speaker 1>build a space elevator you can't build it from the

0:13:00.559 --> 0:13:04.000
<v Speaker 1>ground up. That's because at some point the weight of

0:13:04.040 --> 0:13:07.439
<v Speaker 1>the tower is too much and the whole thing which

0:13:07.559 --> 0:13:10.320
<v Speaker 1>just collapse. You'd have to build a structure that is

0:13:10.400 --> 0:13:14.240
<v Speaker 1>so ginormous you would use up all the steel in

0:13:14.280 --> 0:13:18.920
<v Speaker 1>the Solar System, which is impossible. So then how do

0:13:18.960 --> 0:13:20.840
<v Speaker 1>you build a space elevator?

0:13:21.559 --> 0:13:24.800
<v Speaker 3>The way we like to think of deploying it is

0:13:24.880 --> 0:13:28.560
<v Speaker 3>starting with something in orbit. In geosynchronis orbit sending a

0:13:28.559 --> 0:13:31.560
<v Speaker 3>cable down until you have a cable that reaches the Earth.

0:13:31.720 --> 0:13:34.439
<v Speaker 1>In other words, the way to build a space elevator

0:13:34.840 --> 0:13:39.000
<v Speaker 1>is from the top down. But how do you do that?

0:13:40.840 --> 0:13:45.439
<v Speaker 1>And that brings us to our next stop. We are

0:13:45.520 --> 0:13:50.680
<v Speaker 1>now thirty five thousand, seven hundred and eighty six kilometers

0:13:50.920 --> 0:13:53.960
<v Speaker 1>from the surface of the Earth. In other words, we

0:13:54.080 --> 0:13:58.160
<v Speaker 1>are standing on the equivalent of forty three thousand, one

0:13:58.240 --> 0:14:03.000
<v Speaker 1>hundred and fifteen birds, which khaliphas stacked one on top

0:14:03.080 --> 0:14:06.040
<v Speaker 1>of the other. At this point, we are about three

0:14:06.280 --> 0:14:10.360
<v Speaker 1>earth diameters away from the surface of Earth and about

0:14:10.400 --> 0:14:12.880
<v Speaker 1>a tenth of the way to the Moon. If you

0:14:12.920 --> 0:14:16.160
<v Speaker 1>look down, you'd see the whole Earth about the size

0:14:16.200 --> 0:14:20.240
<v Speaker 1>of a basketball held at arm's length. Now, why do

0:14:20.400 --> 0:14:23.200
<v Speaker 1>we make a stop here. The reason is that at

0:14:23.200 --> 0:14:29.080
<v Speaker 1>this distance from Earth, you fall into a geosynchronous orbit. Look,

0:14:29.080 --> 0:14:31.480
<v Speaker 1>you're right, Can you explain that for us?

0:14:31.960 --> 0:14:34.840
<v Speaker 3>So this is a particular kind of orbit in which

0:14:34.960 --> 0:14:38.360
<v Speaker 3>the object in the orbit at that altitude seems to

0:14:38.720 --> 0:14:40.960
<v Speaker 3>keep the same position over the Earth when you're at

0:14:41.000 --> 0:14:46.080
<v Speaker 3>the equator. So essentially, the velocity at geosynchronous orbit is

0:14:46.120 --> 0:14:48.520
<v Speaker 3>the same as the angular velocity at the Earth, and

0:14:48.560 --> 0:14:50.680
<v Speaker 3>it would just look like it's staying there. In fact,

0:14:50.840 --> 0:14:53.000
<v Speaker 3>it's really moving at a pretty significant clip.

0:14:54.200 --> 0:14:57.440
<v Speaker 1>Okay, Remember I told you that the International Space Station,

0:14:57.880 --> 0:15:00.800
<v Speaker 1>which was in orbit about four hundred klumter from Earth,

0:15:01.080 --> 0:15:04.600
<v Speaker 1>had to go at about seventeen thousand miles per hour

0:15:04.880 --> 0:15:08.360
<v Speaker 1>to stay in orbit, otherwise it would just crash down

0:15:08.400 --> 0:15:11.800
<v Speaker 1>to Earth. Well, as you go further away from Earth,

0:15:12.120 --> 0:15:16.520
<v Speaker 1>that speed gets slower and slower, and at some point

0:15:16.720 --> 0:15:18.920
<v Speaker 1>the speed you have to keep to stay in orbit

0:15:19.320 --> 0:15:22.720
<v Speaker 1>it's the same speed as the rotation of the Earth,

0:15:23.440 --> 0:15:28.640
<v Speaker 1>and that orbit at that altitude is called the geosynchronous orbit.

0:15:29.240 --> 0:15:32.600
<v Speaker 1>So the Earth is rotating and we're flying around the Earth,

0:15:32.960 --> 0:15:35.840
<v Speaker 1>but it looks like we're just floating because the two

0:15:35.960 --> 0:15:40.040
<v Speaker 1>speeds match each other, and so we're always above the

0:15:40.160 --> 0:15:43.680
<v Speaker 1>same spot on Earth. Okay, I think you know where

0:15:43.720 --> 0:15:46.280
<v Speaker 1>this is going. What happens next, doctor B.

0:15:48.120 --> 0:15:50.320
<v Speaker 2>And So the idea of a space elevator is if

0:15:50.320 --> 0:15:53.480
<v Speaker 2>you put like a really big spool of cable right

0:15:53.560 --> 0:15:56.440
<v Speaker 2>at that geosynchronous altitude and just sort of let it

0:15:56.480 --> 0:16:00.440
<v Speaker 2>down very gradually and slowly, it would just come all

0:16:00.440 --> 0:16:02.880
<v Speaker 2>the way down to the surface of the Earth, and

0:16:02.920 --> 0:16:05.080
<v Speaker 2>you could just tie it down and have a very

0:16:05.240 --> 0:16:08.040
<v Speaker 2>long cable which you can then run some mechanical device

0:16:08.120 --> 0:16:10.360
<v Speaker 2>up to get things up into geosynchronous orbit.

0:16:10.920 --> 0:16:13.240
<v Speaker 1>It's like if you were trying to build an elevator

0:16:13.280 --> 0:16:15.680
<v Speaker 1>to a cloud. One way to do it is to

0:16:15.720 --> 0:16:19.880
<v Speaker 1>build a huge tower from the ground that reaches the cloud,

0:16:20.200 --> 0:16:22.800
<v Speaker 1>or you could just fly a balloon up to the

0:16:22.800 --> 0:16:26.480
<v Speaker 1>cloud and once you're there, lower a rope or a

0:16:26.560 --> 0:16:29.760
<v Speaker 1>cable down to the ground and use that to climb

0:16:29.880 --> 0:16:33.239
<v Speaker 1>up to the cloud. The idea for this space elevator

0:16:33.560 --> 0:16:37.320
<v Speaker 1>is the same, except instead of a balloon, you're putting

0:16:37.320 --> 0:16:40.160
<v Speaker 1>something in geosynchronous orbit.

0:16:40.520 --> 0:16:43.520
<v Speaker 3>And then you have this straight or mostly straight cable

0:16:43.560 --> 0:16:45.520
<v Speaker 3>that goes from the surface of the Earth, so it's

0:16:45.520 --> 0:16:50.400
<v Speaker 3>a big stationary cable. And on this cable you would

0:16:50.440 --> 0:16:53.960
<v Speaker 3>put a climber or an elevator car or something which

0:16:54.040 --> 0:16:57.160
<v Speaker 3>lifts your payload up to whatever altitude you want.

0:16:57.760 --> 0:17:00.280
<v Speaker 1>And at this distance from Earth, if you s depth

0:17:00.320 --> 0:17:04.560
<v Speaker 1>outside the elevator, you would just float. You wouldn't fall

0:17:04.600 --> 0:17:07.800
<v Speaker 1>back down because the gravity would be weaker, and it

0:17:07.840 --> 0:17:11.760
<v Speaker 1>would exactly match this interpretal force you get from going

0:17:11.840 --> 0:17:15.119
<v Speaker 1>in a circle around the Earth. And the idea is

0:17:15.119 --> 0:17:17.960
<v Speaker 1>that at this point you could bring materials up to

0:17:18.000 --> 0:17:21.879
<v Speaker 1>the elevator and build a whole city up there in space.

0:17:22.600 --> 0:17:24.000
<v Speaker 3>So there are a lot of things we can do.

0:17:24.480 --> 0:17:27.800
<v Speaker 3>So that's a perfect place to build solar power satellites.

0:17:28.080 --> 0:17:32.080
<v Speaker 3>Rather large habitats could be built there. Okay, colonies things

0:17:32.160 --> 0:17:33.879
<v Speaker 3>like that, orbibal factories.

0:17:36.040 --> 0:17:38.359
<v Speaker 1>Okay, when we come back, we're going to talk about

0:17:38.480 --> 0:17:41.879
<v Speaker 1>another really cool thing you can do with a space elevator,

0:17:42.200 --> 0:17:45.000
<v Speaker 1>and we're going to answer the question you're probably thinking

0:17:45.280 --> 0:17:49.280
<v Speaker 1>right now, which is why haven't we built them? If

0:17:49.320 --> 0:17:52.679
<v Speaker 1>space elevators are so great, why are we still sending

0:17:52.720 --> 0:17:56.760
<v Speaker 1>things to space using rockets? Well, answer that question after

0:17:56.920 --> 0:18:09.240
<v Speaker 1>the break. You're listening to science stuff and we're back. Okay,

0:18:09.600 --> 0:18:13.399
<v Speaker 1>you and I are currently in space thirty five thousand,

0:18:13.720 --> 0:18:17.800
<v Speaker 1>seven hundred and eighty six kilometers above the surface of

0:18:17.840 --> 0:18:22.600
<v Speaker 1>the Earth. At this point, we are definitely outside Earth's atmosphere.

0:18:22.920 --> 0:18:25.800
<v Speaker 1>We left that at ten thousand kilometers, but we're still

0:18:25.880 --> 0:18:31.040
<v Speaker 1>under the influence of Earth's gravity barely. At this height

0:18:31.119 --> 0:18:34.879
<v Speaker 1>and at this speed, we are logged in geosynchronous orbit,

0:18:35.320 --> 0:18:38.600
<v Speaker 1>which means we're always above the same point on the

0:18:38.680 --> 0:18:42.640
<v Speaker 1>surface of Earth as it rotates. And I should mention

0:18:42.840 --> 0:18:46.960
<v Speaker 1>this only works of our orbit goes around Earth's equator. Now,

0:18:47.000 --> 0:18:49.199
<v Speaker 1>if we were to lower a cable down to the

0:18:49.240 --> 0:18:52.440
<v Speaker 1>surface of Earth thirty five thousand, seven hundred and eighty

0:18:52.480 --> 0:18:56.520
<v Speaker 1>six kilometers, we would create a link between us and

0:18:56.720 --> 0:19:00.800
<v Speaker 1>Earth that we could use as an elevator. You could

0:19:00.800 --> 0:19:04.160
<v Speaker 1>attach a platform that climbs up the cable to bring

0:19:04.240 --> 0:19:08.880
<v Speaker 1>things to space without having to use expensive, dangerous and

0:19:08.960 --> 0:19:14.199
<v Speaker 1>polluting rockets. That's the idea of a space elevator. And

0:19:14.240 --> 0:19:16.119
<v Speaker 1>what school is that you can use it not just

0:19:16.160 --> 0:19:19.480
<v Speaker 1>to put things in space, but to fling them to

0:19:19.720 --> 0:19:21.919
<v Speaker 1>other planets, right the repete.

0:19:22.200 --> 0:19:25.400
<v Speaker 2>Yeah, And the final argument that people put forward is

0:19:25.440 --> 0:19:29.880
<v Speaker 2>that you know, there's this balance between centripetal and gravitational acceleration,

0:19:30.680 --> 0:19:33.840
<v Speaker 2>and when you're in geosynchronous they're precisely balanced and you're

0:19:34.000 --> 0:19:38.520
<v Speaker 2>precisely above the Earth. But everything beyond that centripetal acceleration

0:19:38.640 --> 0:19:42.120
<v Speaker 2>is actually larger than gravitational force. So if you run

0:19:42.160 --> 0:19:45.320
<v Speaker 2>a cable beyond the space elevator, if you run some

0:19:45.400 --> 0:19:48.720
<v Speaker 2>kind of structure beyond the space elevator, at some point,

0:19:48.880 --> 0:19:52.280
<v Speaker 2>if you go an additional three thousand kilometers, that tip

0:19:52.600 --> 0:19:55.920
<v Speaker 2>the apex of the space elevator is actually moving faster

0:19:56.400 --> 0:19:59.320
<v Speaker 2>than the velocity you need to escape the Earth's gravitational influence,

0:19:59.359 --> 0:20:00.680
<v Speaker 2>so you could go to other planets.

0:20:02.119 --> 0:20:04.840
<v Speaker 1>Okay, this is pretty cool. So where we are now

0:20:05.040 --> 0:20:09.040
<v Speaker 1>in geosynchronous orbit, it's sort of perfectly balanced. But if

0:20:09.080 --> 0:20:12.359
<v Speaker 1>I were to extend the space elevator further out, like

0:20:12.600 --> 0:20:15.040
<v Speaker 1>if I were to not just drop a cable down

0:20:15.080 --> 0:20:17.760
<v Speaker 1>to Earth, but also let loose a cable the other

0:20:17.840 --> 0:20:21.480
<v Speaker 1>way away from Earth, you could use that cable to

0:20:21.680 --> 0:20:26.159
<v Speaker 1>fling things out into space. So, for example, if I

0:20:26.200 --> 0:20:29.600
<v Speaker 1>attach a dumbbell to that cable above us, we would

0:20:29.640 --> 0:20:33.000
<v Speaker 1>see that dumbell start moving away from us because of

0:20:33.160 --> 0:20:37.240
<v Speaker 1>centripetal acceleration. That's the force that pushes you out when

0:20:37.520 --> 0:20:40.159
<v Speaker 1>say you're going around a Narry go round, or the

0:20:40.160 --> 0:20:42.760
<v Speaker 1>force that pulls your arms out if you spin in place.

0:20:43.520 --> 0:20:46.720
<v Speaker 1>So we'd see the dumbbell move away from us, going

0:20:46.840 --> 0:20:50.439
<v Speaker 1>faster and faster, and then if the cable ends, the

0:20:50.520 --> 0:20:54.359
<v Speaker 1>dumbo would get flung out into space. And that's how

0:20:54.400 --> 0:20:57.560
<v Speaker 1>you can use a space elevator to launch things to

0:20:57.760 --> 0:20:58.800
<v Speaker 1>other planets.

0:21:00.440 --> 0:21:02.760
<v Speaker 3>Yeah, you could let it go off the end of

0:21:02.800 --> 0:21:06.560
<v Speaker 3>the cable and that would have its maximum release velocity.

0:21:06.640 --> 0:21:10.080
<v Speaker 3>So if you release at one hundred thousand kilometers, then

0:21:10.119 --> 0:21:12.520
<v Speaker 3>you can reach the inner edge of the asteroid belt

0:21:12.640 --> 0:21:16.720
<v Speaker 3>without any extra rocket thrust. If you want to go

0:21:16.760 --> 0:21:21.280
<v Speaker 3>to Mars, you can release at that altitude or a

0:21:21.320 --> 0:21:24.120
<v Speaker 3>lower one. But if you release at that altitude, then

0:21:24.160 --> 0:21:26.639
<v Speaker 3>you can get to Mars in about sixty one days

0:21:26.640 --> 0:21:29.480
<v Speaker 3>as oppose to you know, they're talking about one hundred

0:21:29.480 --> 0:21:31.280
<v Speaker 3>and eighty days for a typical mission.

0:21:31.680 --> 0:21:35.320
<v Speaker 2>Exactly, you wouldn't need any rockets at all. Presumably once

0:21:35.320 --> 0:21:37.399
<v Speaker 2>you got to Jupiter, you wouldn't want to like crash

0:21:37.440 --> 0:21:39.719
<v Speaker 2>into one of the moons, so there'd have to be

0:21:39.720 --> 0:21:42.680
<v Speaker 2>some aerobraking, or you might want to like have a

0:21:42.760 --> 0:21:44.480
<v Speaker 2>rocket to slow down at some point.

0:21:44.640 --> 0:21:48.320
<v Speaker 1>Yeah, so this space elevator wouldn't just get you to space.

0:21:48.720 --> 0:21:50.960
<v Speaker 1>If you want to, say, live in a space station

0:21:51.160 --> 0:21:56.280
<v Speaker 1>in geosynchronous orbit, you could also sling you to other planets. Okay,

0:21:56.280 --> 0:21:59.720
<v Speaker 1>you're probably thinking, now this sounds great, Jorge, but why

0:21:59.760 --> 0:22:02.440
<v Speaker 1>haven't we built one? What's the catch?

0:22:03.080 --> 0:22:03.199
<v Speaker 3>All?

0:22:03.280 --> 0:22:07.760
<v Speaker 1>Right, there are two caveats. The first one comes if

0:22:07.760 --> 0:22:10.639
<v Speaker 1>you think about where the energy is coming from in

0:22:10.720 --> 0:22:13.720
<v Speaker 1>a space elevator. I mean, you get to put things

0:22:13.720 --> 0:22:16.720
<v Speaker 1>in space and even fling them to other planets without

0:22:16.840 --> 0:22:21.000
<v Speaker 1>needing rockets. It sounds too good to be true, doesn't it,

0:22:21.040 --> 0:22:21.760
<v Speaker 1>doctor Pete.

0:22:22.040 --> 0:22:26.280
<v Speaker 2>Yeah, now that's a great insight. So there's no free launch,

0:22:26.359 --> 0:22:29.680
<v Speaker 2>I guess, But weird things happen in space because it's

0:22:29.680 --> 0:22:34.200
<v Speaker 2>an energy conserving field, So where is the energy coming from.

0:22:34.320 --> 0:22:38.040
<v Speaker 2>It's interesting because once you get beyond geosynchronous, the acceleration

0:22:38.200 --> 0:22:41.080
<v Speaker 2>to get to the velocity to get to Jupiter is

0:22:41.480 --> 0:22:45.640
<v Speaker 2>coming from actually the rotational inertia of the Earth itself.

0:22:46.119 --> 0:22:49.760
<v Speaker 2>So the Earth is spinning and pulling the space Elevator

0:22:49.800 --> 0:22:53.960
<v Speaker 2>along with it, and so that acceleration is transferred to

0:22:54.000 --> 0:22:56.720
<v Speaker 2>the base of the space Elevator, and every launch would

0:22:57.080 --> 0:23:00.359
<v Speaker 2>very slightly slow down the spin of the Earth. So

0:23:00.520 --> 0:23:03.879
<v Speaker 2>presumably we wouldn't launch too much or people would have

0:23:03.920 --> 0:23:08.120
<v Speaker 2>to adjust their atomic clocks eventually, but I don't think

0:23:08.119 --> 0:23:09.040
<v Speaker 2>we'd get to that point.

0:23:09.200 --> 0:23:12.280
<v Speaker 1>The day would get longer eventually if we launch enough things, the.

0:23:12.320 --> 0:23:14.920
<v Speaker 2>Day would slightly longer eventually if we launch it enough.

0:23:14.760 --> 0:23:16.919
<v Speaker 1>Stuff That doesn't sound good for the planet.

0:23:18.240 --> 0:23:20.560
<v Speaker 2>Well, if you compared it to the amount of rocket

0:23:20.560 --> 0:23:22.560
<v Speaker 2>fuel we would have to burn in order to do

0:23:22.640 --> 0:23:25.480
<v Speaker 2>the same thing, I think we could make an environmental

0:23:25.520 --> 0:23:26.040
<v Speaker 2>case for this.

0:23:26.520 --> 0:23:30.159
<v Speaker 1>So basically, if we use the space Elevator too much,

0:23:30.640 --> 0:23:35.359
<v Speaker 1>we would slow down the earth rotation. Now, the Earth

0:23:35.440 --> 0:23:38.879
<v Speaker 1>is huge and massive, so we would barely affect it

0:23:39.240 --> 0:23:42.280
<v Speaker 1>and besides, who wouldn't mind having a few extra minutes

0:23:42.280 --> 0:23:45.600
<v Speaker 1>of time each day? And the other caveat is a

0:23:45.600 --> 0:23:48.760
<v Speaker 1>big one. You've probably been wondering why how would we

0:23:48.760 --> 0:23:51.960
<v Speaker 1>build a space elevator, And the answer is that it's

0:23:52.040 --> 0:23:56.960
<v Speaker 1>really hard to make. Remember how we're thirty five seven

0:23:57.040 --> 0:24:00.520
<v Speaker 1>hundred and eighty six kilometers above Earth, and to make

0:24:00.560 --> 0:24:03.440
<v Speaker 1>a space elevator you have to lower a cable down

0:24:03.480 --> 0:24:06.760
<v Speaker 1>to the surface thirty five seven hundred and eighty six

0:24:06.840 --> 0:24:11.679
<v Speaker 1>kilometers below. That's a lot of cable. If you were

0:24:11.720 --> 0:24:15.040
<v Speaker 1>to hang down a steel cable that long, at some point,

0:24:15.600 --> 0:24:18.919
<v Speaker 1>the weight of the cable itself being pulled down by

0:24:18.960 --> 0:24:22.400
<v Speaker 1>the Earth would break the cable. And if you try

0:24:22.400 --> 0:24:24.840
<v Speaker 1>to make the cable thicker to make it stronger, that

0:24:24.880 --> 0:24:28.000
<v Speaker 1>would just make the cable heavier and it would still break.

0:24:28.760 --> 0:24:32.120
<v Speaker 1>It's like imagine trying to hang a long, long strand

0:24:32.160 --> 0:24:36.240
<v Speaker 1>of cook spaghetti off the side of a building. At

0:24:36.240 --> 0:24:39.720
<v Speaker 1>some point, the amount of spaghetti hanging would weigh so

0:24:39.880 --> 0:24:43.359
<v Speaker 1>much you would break the spaghetti at the top, which

0:24:43.400 --> 0:24:47.520
<v Speaker 1>is holding all the weight. Scientists have calculated that basically

0:24:47.800 --> 0:24:52.040
<v Speaker 1>it's not really possible to make a single space elevator

0:24:52.080 --> 0:24:56.639
<v Speaker 1>cable that would work for materials we currently have, but

0:24:57.119 --> 0:25:01.159
<v Speaker 1>that doesn't mean it's impossible. One postle idea is to

0:25:01.280 --> 0:25:03.680
<v Speaker 1>use carbon nanotubes.

0:25:06.119 --> 0:25:10.560
<v Speaker 3>In nineteen ninety one, the carbon nanotubes were discovered, and

0:25:10.600 --> 0:25:13.720
<v Speaker 3>that was really the first material that was ever demonstrated

0:25:13.760 --> 0:25:16.840
<v Speaker 3>to have the sufficiently high strength and blow a mass

0:25:16.880 --> 0:25:19.760
<v Speaker 3>at the same time. Okay, that you could conceive of

0:25:19.800 --> 0:25:22.800
<v Speaker 3>building a tether that would support itself. Since then, there

0:25:22.840 --> 0:25:26.520
<v Speaker 3>have been other discoveries of materials. One is graphene, and

0:25:26.760 --> 0:25:29.679
<v Speaker 3>there's a third candidate called texagonal boron nitride.

0:25:30.040 --> 0:25:34.800
<v Speaker 1>These materials could potentially work, except we still haven't figured

0:25:34.840 --> 0:25:38.640
<v Speaker 1>out how to really make them. They're still very experimental.

0:25:39.160 --> 0:25:43.160
<v Speaker 1>And the other possible solution is to use carbon fibers

0:25:43.200 --> 0:25:45.720
<v Speaker 1>in the shape of a thirty five thousand, seven hundred

0:25:45.720 --> 0:25:50.480
<v Speaker 1>and eighty six kilometer tall inverted Eiffel Tower.

0:25:51.200 --> 0:25:55.159
<v Speaker 2>I would use a carbon fiber because it's well understood

0:25:55.400 --> 0:25:58.480
<v Speaker 2>and reliable, and then I would go from like one

0:25:58.520 --> 0:26:04.480
<v Speaker 2>cable at kilometers to three cables, and then five cables,

0:26:04.640 --> 0:26:06.439
<v Speaker 2>and then you know, just multiply the number of.

0:26:06.480 --> 0:26:09.000
<v Speaker 1>Cables because you just kind of like breed more cables

0:26:09.040 --> 0:26:09.840
<v Speaker 1>in as you go up.

0:26:10.040 --> 0:26:11.800
<v Speaker 2>So you can think of it as a really big

0:26:11.960 --> 0:26:15.000
<v Speaker 2>slag tight it's like very thick at the top and

0:26:15.040 --> 0:26:19.320
<v Speaker 2>then tapers down because all of that force has to

0:26:19.359 --> 0:26:23.480
<v Speaker 2>be structurally supported. So in practice, you'd have a very

0:26:23.520 --> 0:26:26.439
<v Speaker 2>thick cable at the geosynchronous and a very thin cable

0:26:26.680 --> 0:26:27.920
<v Speaker 2>at the surface of the Earth.

0:26:28.160 --> 0:26:30.639
<v Speaker 1>And the math works out like, he'll stay, I'll hold

0:26:30.800 --> 0:26:33.560
<v Speaker 1>that would work. How thick would the cable need to

0:26:33.560 --> 0:26:34.040
<v Speaker 1>be at the top?

0:26:34.240 --> 0:26:36.040
<v Speaker 2>I have not done the math on that one, but

0:26:37.040 --> 0:26:41.280
<v Speaker 2>I would estimate that it would probably be on the

0:26:41.400 --> 0:26:44.160
<v Speaker 2>order of one hundred meters still, which is not that big.

0:26:44.200 --> 0:26:46.560
<v Speaker 2>I mean, we have some spy satellites up in space

0:26:46.600 --> 0:26:48.640
<v Speaker 2>which have a radius of one hundred meters.

0:26:49.080 --> 0:26:52.160
<v Speaker 1>Okay, that sounds pretty good. What's the problem.

0:26:52.440 --> 0:26:56.200
<v Speaker 2>So creating a huge stalactite in space requires a great

0:26:56.200 --> 0:26:57.960
<v Speaker 2>deal of material and how do you get it up there?

0:26:58.480 --> 0:27:00.520
<v Speaker 2>And the answer is you have to strock it to

0:27:00.560 --> 0:27:01.200
<v Speaker 2>get it up there?

0:27:01.600 --> 0:27:04.280
<v Speaker 1>Oh wow, yeah, So I mean it would be super

0:27:04.400 --> 0:27:07.000
<v Speaker 1>duper expensive. At the beginning, you're saying.

0:27:07.080 --> 0:27:10.240
<v Speaker 2>Yeah, so there are people that study the economics of this,

0:27:10.320 --> 0:27:12.200
<v Speaker 2>and I think they're talking like a trillion dollars or

0:27:12.240 --> 0:27:13.200
<v Speaker 2>something like that.

0:27:13.200 --> 0:27:14.120
<v Speaker 1>That seems doable.

0:27:14.520 --> 0:27:17.040
<v Speaker 2>Oh, it's doable. Yeah. I mean the question is do

0:27:17.080 --> 0:27:20.240
<v Speaker 2>you have an economic case for doing so? Right? That's yeah,

0:27:20.280 --> 0:27:21.480
<v Speaker 2>that's a real question.

0:27:22.320 --> 0:27:25.480
<v Speaker 1>All right. I think that's the end of our elevator

0:27:25.560 --> 0:27:29.280
<v Speaker 1>right today. To recap, a space elevator would be a

0:27:29.320 --> 0:27:33.280
<v Speaker 1>more efficient and more environmentally friendly way to get to

0:27:33.440 --> 0:27:37.560
<v Speaker 1>space and beyond if we can figure out how to

0:27:37.600 --> 0:27:41.600
<v Speaker 1>hang a thirty five, seven hundred and eighty six kilometer

0:27:41.760 --> 0:27:46.560
<v Speaker 1>long cable from geosynchronous orbit. So the next time you

0:27:46.560 --> 0:27:49.239
<v Speaker 1>look up at this guy, try to imagine us in

0:27:49.240 --> 0:27:53.080
<v Speaker 1>this elevator car dreaming of pushing a button and getting

0:27:53.080 --> 0:27:56.720
<v Speaker 1>a lift into space. Okay, I just have one last

0:27:56.800 --> 0:28:00.560
<v Speaker 1>question for our experts. Last question is someone it's a

0:28:00.680 --> 0:28:03.159
<v Speaker 1>space elevator, what kind of music would you put in it?

0:28:06.400 --> 0:28:08.760
<v Speaker 3>Believe it or not. There's a British band called Space

0:28:08.840 --> 0:28:12.119
<v Speaker 3>Elevator and I don't know how you characterize their music,

0:28:12.160 --> 0:28:14.159
<v Speaker 3>but it is something different.

0:28:14.960 --> 0:28:17.000
<v Speaker 1>Well, it sounds like this band would by definition be

0:28:17.119 --> 0:28:18.240
<v Speaker 1>space elevator music.

0:28:18.440 --> 0:28:19.920
<v Speaker 3>That's what we were thinking. Yeah.

0:28:20.000 --> 0:28:23.760
<v Speaker 2>Well, Johannes Kepler, who discovered orbits and is sort of

0:28:23.760 --> 0:28:26.439
<v Speaker 2>one of my heroes, was also a very mystical person

0:28:26.480 --> 0:28:30.800
<v Speaker 2>and tried to design music based on the geometric relationships

0:28:30.800 --> 0:28:33.200
<v Speaker 2>of the planets in the sun, what you called the

0:28:33.280 --> 0:28:37.679
<v Speaker 2>music of the spheres. So it's not particularly good music,

0:28:37.960 --> 0:28:41.080
<v Speaker 2>but then most elevator music isn't very good anyway.

0:28:40.840 --> 0:28:44.200
<v Speaker 1>So thanks for taking a ride with us. See you

0:28:44.200 --> 0:28:50.520
<v Speaker 1>next time. Hey, if you like to join the movement

0:28:50.600 --> 0:28:53.640
<v Speaker 1>to get space elevators made, doctor Wright would like you

0:28:53.720 --> 0:28:59.360
<v Speaker 1>to visit the International Space Elevator Consortium website at ISEC

0:29:01.680 --> 0:29:05.120
<v Speaker 1>you've been listening to Science Stuff the production of iHeartRadio,

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<v Speaker 1>written and produced by me or Heycham, edited by Rose Seguda,

0:29:09.840 --> 0:29:14.040
<v Speaker 1>executive producer Jerry Rowland, and audio engineer and mixer Kasey Peckram.

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