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

Creating Objects That Build Themselves | Nat Geo Live


2m read
·Nov 11, 2024

Skylar Tibbits: We focus on designing physical components that can build themselves. So, this project proposes that you can have self-assembly at very large scales. This is interesting for construction scenarios where it's hard to get to; it's dangerous. There are extreme environments; it's hard to get people or machines, or where it's difficult to build things in space, underwater, etc. That we could potentially deposit materials and they could come together to build highly functional things. In this case, it's a ten-by-ten-by-ten space frame. When the helium dies, you're left with a large rigid structure.

The other category of research we look at is how to program physical materials to change shape and property on demand. On the top left is our materials and geometry. That's the obvious stuff. Everything we know in the physical world is made out of materials and geometry. Each one of those, though, responds to different types of energy. If you have moisture, you might want to use wood. If you have metal, you might want to use heat to activate it. And the way that we design the geometry and how those materials come together creates mechanical transformation and allows us to control how it folds, curls, bends, or twists.

And we've released three materials so far. The first one is programmable carbon fiber, textiles, and wood. With wood, there's a long history of using wood as an active building material. From Japanese joinery that would use moisture to make more precise tight joints to contemporary examples. But there's two main problems. One of the problems is that there's a lot of energy that goes into forcing plywood to form into arbitrary shapes. You have to force it, steam it, and have molds. The other is that you are constrained by the grain direction that you can find in the forest.

So, we print wood; we actually deposit wood. We chop it up into a pulp with sawdust and adhesive or plastics; we're able to print different grain directions. Two-dimensional patterns, three-dimensional patterns that allow it to fold, curl, twist and go from any one arbitrary shape into any other arbitrary shape. So, we believe that today we program computers and machines, and tomorrow we'll program matter itself. Thank you. (applause)

More Articles

View All
3 Years and 6,000 Miles on a Horse | Short Film Showcase
When I was 21 years old, I found myself in the Gobi Desert, and that’s when I first came across these amazing nomadic people. So, I came up with this idea that I too could get up on a horse and ride all the way from Mongolia to the edge of the steppe in H…
Why most New Year's Resolutions fail
[Applause] As autumn settles in, leaves fall from the trees, and another growing season ends with the harvest. This might not have been a great year for crops, but winter will destroy the evidence of last year’s efforts and present a new opportunity for g…
An Empty City is Eerie Magic
[Wind blowing] I’ve been inside, locked down for… eight months at this point. And, while I’m naturally an indoor sort of person, you can get too much of a good thing. So, I bought this bike for allowed outdoor exercise and to do some exploration to bring …
REVERSE PSYCHOLOGY | 13 LESSONS on how to use REJECTION to your favor | Marcus Aurelius STOICISM
Have you ever had a door slammed shut in your face only to realize it was the best thing that could have happened to you? Today, we’re going to explore the skill of overcoming rejection head-on, drawing inspiration from the teachings of the stoic philosop…
I’m SHOCKED at how much YouTube paid me for a VIRAL VIDEO...
What’s up you guys, it’s Graham here! So, two things: number one, we just had our first video break 1 million views in one week on one video. Just to give you guys some context here, usually my channel does anywhere from 850,000 to about 1.1 million views…
Interpreting a parabola in context | Quadratic functions & equations | Algebra I | Khan Academy
We’re told that Adam flew his remote controlled drone off of a platform. The function f models the height of the drone above the ground in meters as a function of time in seconds after takeoff. So, what they want us to do is plot the point on the graph of…