The Stanford Torus Space Habitat (Narration Only)
Science & Futurism with Isaac Arthur
Isaac Arthur
4.9 • 782 Ratings
🗓️ 28 November 2024
⏱️ 31 minutes
🧾️ Download transcript
Summary
The Stanford Torus is a vast space habitat design intended to allow thousands to dwell safely and comfortably in space, but how do we build such a structure?
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Credits:
The Stanford Torus Space Habitat
Episode 475; November 28, 2024
Produced, Narrated & Written: Isaac Arthur
Editor: Ludwig Luska
Graphics:
Bryan Versteeg
Fishy Tree
Jermey Jozwik
Ken York YD Visual
Neil Blevins
Segio Botero
Udo Schroeter
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Music Courtesy of Epidemic Sound http://epidemicsound.com/creator
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Transcript
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| 0:00.0 | Hello, SFIA audio listeners. In this month's Nebula exclusive, big alien theory, |
| 0:05.2 | we're asked at the reason alien civilizations might be rare is because most aliens are huge. |
| 0:10.5 | To hear it and every episode early and ad-free, plus hours of bonus content, |
| 0:15.1 | check out go.nebula.tv slash Isaac Arthur and use my code, Isaac Arthur. |
| 0:21.2 | The Stanford Torres is a vast space habitat design intended to allow thousands to dwell safely |
| 0:27.1 | and comfortably in space, but how do we build such a structure? |
| 0:34.6 | Today we're looking at the Stanford Taurus Space Habitat, one of the best known designs |
| 0:39.6 | for a spin-gravity space station designed as a long-term dwelling for an entire community |
| 0:44.0 | of humans and a true ecology. |
| 0:47.3 | An enormous donut, often a mile wide in designs, this wheel shape can be combined with |
| 0:52.3 | other wheels of the same size or not, around a central |
| 0:55.7 | axis with minimal artificial gravity, while those inside the hoop benefit from full gravity |
| 1:01.3 | caused by rotation of the hoop. |
| 1:03.8 | The spinning wheel design, in its most well-known incarnation, would have a diameter of |
| 1:08.4 | 7090 meters or 1.11 miles, mass at least 10 megatons, |
| 1:14.8 | mostly in radiation shielding, and housed an estimated 10,000 people, an estimated 67 square |
| 1:21.1 | meters or 721 square feet per person. Bigger designs are possible, as are smaller ones, as this radius, 895 meters or 2,936 |
| 1:33.3 | feet, was selected for it and other designs, as is the radius that spinning object can |
| 1:38.0 | have while rotating exactly once per minute, 1 RPM, and producing the 9.8 meters per second per second that we call |
| 1:46.5 | normal gravity. Today we'll be both looking at the basics for folks who don't know it, |
| 1:52.0 | and deep-diving some aspects for the folks who are already quite familiar with it, |
| 1:56.0 | so no prior knowledge is needed, but it doesn't hurt either. While not the first design by any means, |
... |
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