Petal Conformation of Knot 6_2

myminifactory

Knots are complex mathematical structures, and modeling them in 3D can reveal fascinating insights into their geometry and behavior. The knot 6_2 is a particular type of knot that exhibits unique properties when viewed from different angles. By creating models of this knot in both standard and petal conformations, we can gain a deeper understanding of its underlying mathematics. This project was undertaken as part of a series of fifteen knot models created in the JMU 3-SPACE 3D printing classroom, where students have the opportunity to explore and experiment with various mathematical concepts using cutting-edge technology. To learn more about the math behind this model, readers can visit MakerHome on Day 276. For updates on new projects and discoveries, follow @mathgrrl on Twitter or explore the Hacktastic blog at mathgrrl.com/hacktastic. For a wide range of mathematical models and designs, including knot-inspired creations, visit the Shapeways geekhaus store at shapeways.com/shops/mathgrrl. Petal Conformation of Knot 6_2 by mathgrrl is made available under the Creative Commons - Attribution - Non-Commercial license.