Here's a 100mm high cup designed with a curved woven side wall.
I just received my print, and it's more flexible than I imagined. Check out the attached video that shows its flexibility!
This coral-inspired model (with 3-fold rotational symmetry) was generated with a single mathematical expression using the implicit surfaces filter in MeshLab. Please check out all of the other implicit surfaces at vertigo polka.
This model is made of two pairs of colored spiral bands that wrap diagonally in opposite directions around a torus shape (142mm / 5.6 inches). Smaller version here: 4-Color Spiral Torus
This model is made of a two green and red spiral bands that wrap diagonally in opposite directions around a torus shape (104mm / 4.1 inches). See more of my color models: Vertigo's Colored Polyhedra Here's two additional Spiral Tori, in WSF: Spiral Torus Mesh 110mm and Spiral Torus 110mm
Here is a silver bauble made from two nested icosahedrons, connected to each other at the center of each of their twenty triangular faces. Check out my other pendant models in my Jewelry/Pendant section.
Here's a fun silver bauble that started life out as a simple cube. After a dual loop style remesh and some odd twists and turns, we have what I've termed the duality cube.
Check out my other pendant models in my Jewelry/Pendant section.
This silver bauble started out as two octahedrons of different sizes. The faces have been separated and rotated so that the vertices of each of the smaller triangles touch a vertex of one of the larger triangles.
Check out my other pendant models in my Jewelry/Pendant section.
This model is made of a set of nested buckyballs (truncated icosahedrons); the faces of the exterior and interior shapes have opposite facing stellations so that they just barely touch each other.
This model is made of a two continuous bands that wrap diagonally around a torus shape 45 times before connecting to the original starting points. Here's two more Spiral Tori: Spiral Torus 110mm and a colored version Holiday Spiral Torus
This model is based on a snub truncated icosahedron; the hexagonal and pentagonal faces are deleted and the triangular faces have been extruded with a twisted stellation.
This part consists of all five Platonic Solids nested one inside another.
From largest to smallest, there is an icosahedron (20 triangular faces), a dodecahedron (12 pentagonal faces), a hexahedron (6 square faces), a tetrahedron (4 triangular faces) and an octahedron (8 triangular faces).
The overall shape is a Rhombic Triacontrahedron, a combination of an icosahedron and dodecahedron). These can be nested infinitely following the same order.