Wednesday, June 28, 2017
"[...] many math sculptors also aim to connect their pieces to the observable, natural world. A gypsum sculpture by David Bachman, for example, looks just like a seashell in both shape and color. But it’s wholly artificial: Bachman first drew—on a computer screen—a curve representing the profile of the shell. Then, he used a computer program to generate equations to describe the spiral shape seen on the outside, as well as the twisting internal structure. Bachman sent his design to a 3D printer, and a convincingly real shell emerged layer by layer. It’s so convincing that the first thing people do when they see it, he says, is put it to their ear. “I wanted to prove the point that you can create a very natural looking thing with mathematics,” he says." Full article at PNAS.