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| Title | Pentagonal Hexecontahedron, by Vladimir Bulatov |
| Artist | Bulatov, Vladimir |
| Description | This sculpture is based on a polyhedron which belongs to the family of standard Pentagonal Hexecontahedron (PH) PH is the polyhedron dual to the snub dodecahedron. It has 60 irregular pentagonal faces and has the rotational symmetry of an icosahedron. PH allows a continuous transformation which changes the shapes of the faces, such that the resulting faces are all identical to one another. The sculpture represents one particular member of that family. |
| Medium | Mahogany and Rosewood, 13.5" diameter |
| About the Artist | My artistic passions are purely mathematical images and sculptures, which express a certain vision of forms and shapes, my interpretations of distance, transformations and space. In my opinion, mathematics is not simply a profession, but rather a way of thinking, a way of life. My images and sculptures are like photographs of interesting mathematical ideas. I have always been intrigued by the possibility of showing the intrinsic richness of the mathematical world, whose charm and harmony can really be appreciated by everyone. The process of making my sculptures starts from mathematical idea. I build a computer model to represent this mathematical idea in the 3D world. To make the metal sculpture, the model is saved in 3D file format as hundreds of thousands of tiny triangles representing the surface of the object and sent to a 3D printing device, which composes the piece from stainless steel powder and infiltrates it with molten bronze. Final sculptures are hand polished and burnished with steel shot. |
| Date | DateofExhibition:March3-30,2009 |
| Contributors | Van Wagoner, Kathryn, exhibit curator; |
| Subject | Wood sculpture; Polyhedra in art; |
| Type | Image;Stillimage |
| Format | image/jpg |
| Relation (isPartOf) | Infinite Beauty: An Art Exhibit Inspired by Mathematics. Held March 3 - 30, 2009 Utah Valley University Library |
| Rights | All rights held by artist. |
| Publisher | Published digitally by Utah Valley University Library |
| Identifier | Pentagonal Hexecontahedron |
