RHoD
The title stands for “rhombic hexecontahedron of dodecahedra,” and that’s exactly what Matt Parker and I built at Studio Infinity over the 2017-2018 New Year’s break.
Read MoreSo far, we’ve created a lot of interesting small models of tensegrity structures. However, for doing public programs of the sort Storm King Art Center was planning, it’s always helpful to be able to build much larger models of things. Building giant models seems to get the ideas across more vividly, engage visitors more thoroughly, and be just plain fun.
Read MoreSo why the interest in tensegrity here at Studio Infinity? It begins with Kenneth Snelson, the inventor of tensegrity (although perhaps not of the term) as a student of Buckminster Fuller. Ken went on to become a noted sculptor, using tensegrity in many of his works. One of those sculptures, Free Ride Home, resides at Storm King Art Center. And recently, the education department at Storm King Art Center invited me to give a workshop there about tensegrity, how to make simple models of tensegrity, and how to share ideas about tensegrity with the public visiting the Center.
Read MoreOK, so now we are going to try to force a tensegrity structure to take on the shape of a truly regular icosahedron. But we don’t have to search blindly for a way; we are armed with the results of this MathStream post about how to do it.
Read MoreStudio Infinity is kicking off with a group of articles that feature the concept of tensegrity. What does that mean?
Read MoreHere’s a closeup of some snub dodecahedra that students built as part of a group construction I led at The College of New Jersey in July of 2017. They are each approximately 80cm in diameter.
Read MoreHere are two large-scale group constructions I facilitated the construction of as part of a session at a 2017 MAA Spring Sectional meeting at Frostburg University. The first is the one I have dubbed the “Octahex Ring” — it’s a compound of a dozen octahedra:
Read MoreHere’s an installation I designed for the National Museum of Mathematics for the 2016 USA Science and Engineering Festival in Washington DC. The only construction materials are dowels, off-the-shelf end caps, and zip ties. It’s not actually a fully elevated icosidodecahedron; only the pentagonal faces are elevated.
Read MoreA picture from the top of the Flatiron Building in Manhattan, NY of an installation I designed for the National Museum of Mathematics for an observation of the winter solstice. It was geometrically appropriate, in a way, because the highest angle the sun reaches in the sky on the winter solstice is quite close to the vertex angle of the regular heptagram approximated by the arrangement of lights in the photo.
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