Science

DIY science is the perfect way to use your creative skills and learn something new. With the right supplies, some determination, and a curious mind, you can create amazing experiments that open up a whole world of possibilities. At home-made laboratories or tech workshops, makers from all backgrounds can explore new ideas by finding ways to study their environment in novel ways – allowing them to make breathtaking discoveries!

What Carbonated Acrylic Plastic Looks Like

What Carbonated Acrylic Plastic Looks Like

As I wrote about a month ago, one of the many unusual phenomena Ben Krasnow has produced in his garage is supercritical CO2. As you may recall, Ben machined a custom acrylic pressure vessel so he could get (and give) a good look at a state of matter that most of us have little experience of. Since then Ben has inadvertently had a chance to observe another extremely unusual effect: the carbonation of solid acrylic.

Making Furniture with Magnetism and Gravity

Making Furniture with Magnetism and Gravity

According to the bio on his website, Jólan van der Wiel admires objects which show experimental discovery and are translated into a functional design. His Gravity Stools demonstrate that perfectly. Using a custom magnetic material and a machine with large magnets to stretch the legs off the seat of the stool, he manufactures a product which is โ€œcharacterized by the freakish and organic shapes that are so typical of nature itself.โ€

Scrap Tanker Car Becomes Giant Steel Mantis

Scrap Tanker Car Becomes Giant Steel Mantis

Bill Secunda’s sculpture “Mantis Dreaming” was inspired by The Verve’s song “Catching The Butterfly.” Of it, he writes: “I imagined a praying mantis might have that dream, his opposite, the butterfly, beautiful, delicate, and always out of reach. He is so infatuated with it, when the butterfly lands on him he stands frozen. His instincts clash with his fascination, all he can do is hope it doesnโ€™t fly away.”

Topology Tuesday:  Klein’s Quartic

Topology Tuesday: Klein’s Quartic

If you are looking for a subject likely to inflame the hearts of mathematicians, make them slightly weak in the knees, and induce some distinctly poetical sentiments, Kleinโ€™s Quartic, first described by German mathematician Felix Klein in 1878, seems like a pretty good bet. Though the surface itself, per Wikipedia, “does not have a (non-trivial) 3-dimensional linear representation,” several prominent math-bloggers have produced models, projections, and plain-language written explanations attempting – and doing a pretty good job of it, IMHO – to communicate their passion for the construct…