The following are meshes that I've made (except two of which were
made by Michael Kowalski). They are free to whomever wants them.
Face NF vid1 vid2 ...
Note that the faces and vertices are all numbered from 1. I
believe there are no gaps in the numbering for any of the meshes. The
*_low.m meshes may have 3-7 sided faces in them. The *_hi.m faces
should all be triangular. The vertices of the *_low.m meshes will
almost always have valence 4.
The *_hi.m is made from the *_low.m mesh using the manifold process
and is approximately what you would get from subdivision. The
topology, however, is not subdivision topology. They'll still be
fairly regular, though.
The *.crv file is made from a manifold
fitted to the low-res mesh. The file contains not only vertex and
face information but analytically calculated curvature, normals, and
area. The format of the file is similar to the one listed except the
vertex and face keywords are missing, each vertex has the information
listed at the top of the file, and the faces are all triangular so the
number of sides is not given.
All of the meshes in a tar'd, g-zipped file.
All of the curvature files in a tar'd, g-zipped file.
- Test surface. Spherical topology; has both positive and negative curvature
- Apple. Has same mesh topology as other fruit.
- Banana. Has same mesh topology as other fruit.
- Human dancer. Spherical topology.
- Bowl. Spherical topology.
- Brontasaur. Since it's not a real dinosaur, I can use whatever name I want. Spherical topology.
- Modeled after Stanford's bunny, but the mesh topology is hand-constructed. Spherical topology.
- Curtains. There's a top sash (planar topology) and two side curtains (both planar). The hi-res mesh has a bunch of un-used vertices in it, which are placed at the origin.
- Ding (other spelling, ting). Ancient Chinese vessel made by bronze casting. 2-holed torus with a hole cut in the side.
- Exhaust manifold. 8 holes, 5 holes with boundary (4 intakes and the exhaust).
- Classical 2-holed torus.
- Cross between a fish and a shark. Spherical topology.
- Flower. 2-holed torus.
- Alien green guy that just happens to look like Gumby. Nine spheres.
- Alien green guy that just happens to look like Gumby. Nine spheres.
- Alien green guy that just happens to look like Gumby. Nine spheres.
- Alien green guy that just happens to look like Gumby. Nine spheres.
- Hand. Spherical topology.
- Knotted 2-holed
torus. There's a duplicate of the knotted handle on the inside (so it
would make a very poor coffee cup).
- Looks-a-lot, a character from my mom's game "Playroom". Three spheres.
- Orange. Has the same mesh topology as the other fruit.
- Palm tree. Spherical topology. May be inside-out.
- Pear. Has the same mesh topology as the other fruit.
- A glass sculpture with the topology of a torus.
- Pokey. Sort of. Spherical topology.
- A pond with a rock wall behind it. Two spheres.
- Room with two walls, a roof, a floor, and a window hole.
- Sphere. Does not have the usual latitude/longitude tessellation.
- Spiderweb. Many, many holes.
- Stool. A smoothed, smaller version of the table. Five spheres.
- Table. Has the same mesh topology as the stool.
- TeddyBear.
- Telephone handset, Ma Bell style. Spherical topology.
- Torus.
- Tree. Many holes. Created from Dan Robbins' implicit surface tree.
- Turn-buckle. Useful for attaching ropes. Four-holed torus.
- Vase. Two-holed torus.
- Vase. Two-holed torus.
- Window frame, with sill. Torus with sphere.
- N-holed tori made by punching holes in a sphere.
- 2-holed, low resolution. (400 faces)
- 2-holed, hi resolution. (4800 faces)
- 3-holed, low resolution. (600 faces)
- 3-holed, hi resolution. (7200 faces)
- 4-holed, low resolution. (800 faces)
- 4-holed, hi resolution. (9600 faces)
- 5-holed, low resolution. (1000 faces)
- 5-holed, hi resolution. (12000 faces)
- 6-holed, low resolution. (1200 faces)
- 6-holed, hi resolution. (3600 faces)
- 7-holed, low resolution. (1400 faces)
- 7-holed, hi resolution. (4200 faces)
- 8-holed, low resolution. (1600 faces)
- 8-holed, hi resolution. (4800 faces)
- Code for generating n-holed tori