3D print based on design by Tadeusz Dorozinski
#math #mathart #stem #steam #geometry #polyhedra #3dprinting #3dprintedmath @thingiverse @cults3d
With over 1500 math models and art, I happily invite all to come and explore. I hope there will be something to inspire you! All the content is in the creative commons. So, feel free to use it!
https://sites.google.com/view/structuralgeometry/home #math #geometry #topology #3dprinting #3dprintedmath
Albert P. Carpenter
Welcome to My Mathematical Art Page!
Here, art and mathematics converge through structural geometry—a field where geometric and topological structures, including knots, links, braids, weaves, and surfaces, are composed of fundamental elements like points (spheres, beads), lines (cylinders, rods),
Graphic design of a Stewart star dodecahedral polytoroid and 3D print: design components: cubes, J92s, J5s, decagonal pyramids.
#3dprintedmath #3dprinting #stem #steam #geometry #polyhedra #math #mathart #art3D print and design for a monosurface (1-sided surface)
#3dprintedmath #3dprinting #stem #steam #math #topology #surfaces3D printed Kepler-Roelofs dodecahedral polyknot inspired by Rinus Roelofs and Johannes Kepler
#3dprinting #3dprintedmath #stem #steam #math #topology #knots #knottheory #polyknots
Albert P. Carpenter
Welcome to My Mathematical Art Page!
Here, art and mathematics converge through structural geometry—a field where geometric and topological structures, including knots, links, braids, weaves, and surfaces, are composed of fundamental elements like points (spheres, beads), lines (cylinders, rods),
3D Printed Kepler-Roelofs dodecahedral polyknot Inspired by Johannes Kepler and Rinus Roelofs
#mathart #3dprinting #3dprintedmath #stem #steam #knots #knottheory #polyknots #geometry #topology #math #art
Albert P. Carpenter
Welcome to My Mathematical Art Page!
Here, art and mathematics converge through structural geometry—a field where geometric and topological structures, including knots, links, braids, weaves, and surfaces, are composed of fundamental elements like points (spheres, beads), lines (cylinders, rods),