87 wwebber 3d models found
Download or buy, then render or print from the shops or marketplaces.
3D Models below are suitable not only for printing but also for any
computer graphics like CG, VFX, Animation, or even CAD. You can print these 3d models on
your favorite 3d printer or render them with your preferred render engine.
Please note that the 3D model database is only a Search Engine. You should
visit the original websites. Most of the models can be easily imported and rendered
with Autodesk 3ds Max, Maya, Blender, C4D, and Sketchup. Check for online
3d model conversions tools for your file format.
thingiverse
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Simplex by wwebber
...simplex by wwebber
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this is your basic 4d simplex.
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HyperCube by wwebber
...hypercube by wwebber
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this is the standard perspective projection of the hypercube from 4d to 3d
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Another Hyperboloid by wwebber
...another hyperboloid by wwebber
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a doubly ruled surface
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Hyperbolic Paraboloid by wwebber
...hyperbolic paraboloid by wwebber
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a saddle as a doubly ruled surface.
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Icosa Bug by wwebber
...icosa bug by wwebber
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created with stella4d. this is a stellated icosahedron that looks like a bug.
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Icosa Snitch by wwebber
...icosa snitch by wwebber
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this is a stellation of the icosahedron. it also looks remarkably like a golden snitch.
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Surface with contours by wwebber
...surface with contours by wwebber
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the surface z = sin(x)+sin(y) with contours etched in.
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Icosidodecahedron Pieces by wwebber
...thingiverse
this thing is a dissection of an icosidodecahedron into two triangular hebesphenorotundas and a toroidal polyhedron.
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PentaPentaTope by wwebber
...e truncation of the 4d simplex. it is made from 5 tetrahedra and 5 octahedra. this uses an octahedral cell as the closest cell.
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Hypercube, the isometric view by wwebber
...hypercube, the isometric view by wwebber
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this is an isometric projection of the hypercube.
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The 24-Cell by wwebber
...the 24-cell by wwebber
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this one of the 6 regular polytopes in 4d. it is made from 24 octahedra.
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Space Curve by wwebber
...space curve by wwebber
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this is an example of a parametric curve in space. (tcos(t),tsin(t),t)
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Truncated Hypercube by wwebber
...e by wwebber
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this is the first truncation of the 4d hypercube, it is made from 8 truncated cubes and 16 tetrahedra.
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Surface with Contours by wwebber
...yperbolic paraboloid with a couple exponential bumps added on. then grooves are cut into the surface to show the contour curves.
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Hyperboloid of one sheet by wwebber
...hyperboloid of one sheet by wwebber
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this version emphasizes the property that this surface is doubly ruled.
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16-Cell or the Crosspolytope by wwebber
...16-cell or the crosspolytope by wwebber
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this is dual of the hypercube in 4d. it is made with 16 tetrahedral cells.
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Customizable Octahedron by wwebber
...rse
this is not very exciting but it is the first step in developing some code that will let me do some customizable 4d shadows.
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Ten Truncated Tetrahedrons by wwebber
...etrahedrons by wwebber
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this is one of the truncations of the 4d simplex. it is made with 10 truncated tetrahedrons.
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Truncated Simplex by wwebber
...hingiverse
this is your basic 4d simplex with its corners cut off. it is made from 5 tetrahedrons and 5 truncated tetrahedrons.
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600 Cell by wwebber
... is similar to my other 600 cell. http://www.thingiverse.com/thing:753001
the only difference is that this one has thicker edges.
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Rotunda with Tunnel by wwebber
...ample of the regular faced toroidal polyhedra that bonnie stewart describes in his book "adventures among the toroids."
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Nested Platonic Solids by wwebber
...
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an icosahedron inside of a an octahedron inside of a tetrahedron inside of a cube that is inside of a dodecahedron.
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PentaPentaTope 2 by wwebber
...e truncation of the 4d simplex. it is made from 5 tetrahedra and 5 octahedra. this uses a tetrahedral cell as the closest cell.
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Pencil sculpture with more pencils by wwebber
...pencil sculpture with more pencils by wwebber
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here is the pencil sculpture with more pencils
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A simple version of the pencil sculpture by wwebber
...a simple version of the pencil sculpture by wwebber
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7 cylinders in each of 4 directions
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Customizable Hyperboloid Lattice by wwebber
...zable hyperboloid lattice by wwebber
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a hyperboloid of 1 sheet is a doubly ruled surface. make your own hyperboloid.
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Truncated Simplex by wwebber
...perspective view with one of the tetrahedral cells as the closest cell. it is made from 5 tetrahedra and 5 truncated tetrahedra.
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RhombiTruncatedIcosiDodecahedron with Tunnels by wwebber
... toroidal polyhedron the bonnie stewart described in his book "adventures among the toroids." this toroid is genus 11.
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Simplex Truncation 1111 by wwebber
...r
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this is the largest truncation of the 4d simplex. it is made from 10 truncated octahedra and 20 hexagonal prisms.
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Pencils Sculpture with "pencils" by wwebber
...pencils" by wwebber
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this is another version of the pencil sculpture. this time the rods look more like pencils
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Customizable Octahedron Sand Mold by wwebber
...customizable octahedron sand mold by wwebber
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this is my first attempt to customize my sand molds.
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Simplex Truncation 1110 by wwebber
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this is a truncation of the 4d simplex. it is made from 5 truncated octahedra, 5 truncated tetrahedra and 10 triangular prisms.
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Mid-edge Truncation of the Hypercube by wwebber
...e hypercube by wwebber
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this is a truncation of the 4d hypercube. it is made from 8 cubeoctahedra and 16 tetrahedra.
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Elongated Rotunda with Tunnel by wwebber
...ample of the regular faced toroidal polyhedra that bonnie stewart describes in his book "adventures among the toroids."
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Bilunabirotunda with tunnel by wwebber
...describes in his book "adventures among the toroids." the hole is a zig-zag hole. you cannot see directly through it.
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Simplex Truncation 1011 by wwebber
...cation of the 4d simplex. it is made from 5 truncated tetrahedra, 5 cubeoctahedra, 10 triangular prisms and 10 hexagonal prisms.
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Elongated Cupolas with Holes by wwebber
...e simplest examples of the toroidal polyhedra with regular faces from "adventures among the toroids" by bonnie stewart.
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Rhomicosidodecahedron with Tunnels by wwebber
...e outside structure of this one is a rhombicosidodecahedron. the tunnels are bilunabirotundas that open to a cube in the middle.
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Rhombi Simplex by wwebber
...s. i chose this name because the construction is very similar to 3d objects that have the word "rhombi" in their name.
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A Twisted Folded Torus by wwebber
...ed by folding a plane tiled by congruent triangles the meet 6 at each vertex. the symmetry group has only rotational symmetries.
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Toroidal Polyhedron by wwebber
...h 4 triangular cupolas and an octahedron excavated. all of the faces are regular polygons. it is topologically a genus 3 torus.
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Truncated Dodecahedron with Tunnels by wwebber
...nie stewart in his book "adventure among the toroids." this polyhedron is made from equilateral triangles and squares.
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Monohedral Torus of Alaoglu and Giese by wwebber
...lyhedral torus is the work of alaoglu and giese in 1946. all the faces are congruent and all the vertices have 6 adjacent faces.
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Simplex Truncation 0111 by wwebber
...ahedra, 5 truncated octahedra and 10 triangular prisms. it is the same as the 1110 truncation just viewed from a different cell.
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Customizable Single Strand Braid by wwebber
... that is a single stand that wraps around 3 times. the settings can be changed to make a thicker or thinner strand and bracelet.
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Kepler's Platonic Solar System by wwebber
...johannes kepler drew a picture of the solar system using spheres and the platonic solids. here is a 3d rendition of that sketch.
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Simplex Truncation 1010 by wwebber
...he 1010 refers to the coxeter diagram for describing a uniform polytope. there as a 1 if the node is circled a zero if it is not.
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Truncated Cube with Hole by wwebber
... is book "adventures among the toroids." these are two variations of a truncated cube with a tunnel drilled though it.
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Customizable Mobius Strip by wwebber
...cad file at the suggestion of neon22. it now uses the convex hull to bridge the gap between he rods. thanks for the suggestion.
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Simplex Truncation 0101 by wwebber
...1010. but this is a viewed from a different cell. so it is made from 5 octahedrons, 5 cubeoctahedrons and 10 triangular prisms.
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Knotted Polyhedral Torus by wwebber
...he polyhedron is congruent to every other one. there are 6 triangles at every vertex, but it is not rectifiable at the vertices.
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Customizable Fractal Trivets by wwebber
...ith 3-fold symmetry. you have some control over two transformations and the other 4 transformations are determined for your two.
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Prismatic Folded Torus 3 by wwebber
...triangular faces. there are 6 triangles at each vertex. it can be folded from a plane. the symmetry group is the same as a prism.
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Prismatic Folded Torus 4 by wwebber
...triangular faces. there are 6 triangles at each vertex. it can be folded from a plane. the symmetry group is the same as a prism.
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Prismatic Folded Torus 5 by wwebber
...triangular faces. there are 6 triangles at each vertex. it can be folded from a plane. the symmetry group is the same as a prism.
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Prismatic Folded Torus 6 by wwebber
...triangular faces. there are 6 triangles at each vertex. it can be folded from a plane. the symmetry group is the same as a prism.
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Twisted Folded Torus 2 by wwebber
...ted by folding a plane tiled by congruent triangles the meet 6 at each vertex. the symmetry group has only rotational symmetries.
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Twisted Folded Torus 3 by wwebber
...ted by folding a plane tiled by congruent triangles the meet 6 at each vertex. the symmetry group has only rotational symmetries.
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Prismatic Folded Torus 1 by wwebber
...angular faces. there are 6 triangles at each vertex. it can be folded from a plane. the symmetry group is the same as a prism.
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Prismatic Folded Torus 2 by wwebber
...triangular faces. there are 6 triangles at each vertex. it can be folded from a plane. the symmetry group is the same as a prism.
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Folded Toroidal Polyhedron 2 by wwebber
...esis in 94. every triangle is congruent to every other and there are 6 at each vertex. this surface can be folded from a plane.
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The Holey Monster by wwebber
... same as http://www.thingiverse.com/thing:835535, but this one has some inner structure as well. the result is a genus 46 torus.
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Customizable 16-Cell by wwebber
.../15: i changed the code to taper the edges. edges that are closer to the viewpoint are thicker, those farther away are thinner.
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Icosidodecahedron minus 2 triangular hebesphenorotundas by wwebber
... is a genus 1 torus. the name describes where it came from. the faces are equilateral triangles, squares and regular pentagons.
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Simplex Truncation 1101 by wwebber
...prisms. because of the simplex being self-dual this truncation is the same as the 1011 truncation viewed from the opposite side.
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Folded Toroidal Polyhedron 4 by wwebber
...every other and there are 6 at each vertex. this surface can be folded from a plane. it has the symmetry group of an antiprism.
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Folded Polyhedral Torus 5 by wwebber
...ery other and there are 6 at each vertex. this surface can be folded from a plane. this has the symmetry group of an antiprism.
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Folded Polyhedral Torus 6 by wwebber
...ery other and there are 6 at each vertex. this surface can be folded from a plane. this has the symmetry group of an antiprism.
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Folded Dihedral Torus 1 by wwebber
...nt and there are 6 at each vertex. the symmetry group of this is a dihedral group since the top looks different from the bottom.
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Triangular Orthobicupola minus two Octahedra by wwebber
...xamples from bonnie stewart's "adventures among the toroids." the faces are all equilateral triangles and squares.
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Folded Toroidal Polyhedron 3 by wwebber
...her, and there are 6 at each vertex. this surface can be folded from a plane. this has the same symmetry group as an antiprism.
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Folded Toroidal Polyhedron by wwebber
...t meet 6 at each vertex. it can be folded from a single sheet of paper. i'm very excited to be able to print a solid model.
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600 Cell by wwebber
...rtex at infinity. the little stubby edges on the outer part of this model are all supposed to connect to one vertex at infinity.
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Folded Polyhedral Torus 7 by wwebber
...e can be folded from a plane. this has the symmetry group of an antiprism. the triangles in this object are almost equilateral.
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Kepler's Platonic Inner Planets by wwebber
... had a drawing of the whole model and a drawing of just the inner planets. this things matches his drawing of the inner planets.
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Rhombitruncated Cubeoctahedron with Tunnels by wwebber
...ved to connect the two and create toroidal polyhedra. there are other variations of this that i hope to post in the near future.
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Customizable Hypercube by wwebber
...s to the same value.
beware! if your view_radius is less than the radius of the circum-hypersphere then odd things may happen.
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A Magical Carousel by wwebber
...this thing does not contain the horses. you can get those from kelly egan's ponytrope.http://www.thingiverse.com/thing:584516
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RhombiTruncated CubeOctahedron with Internal Handle by wwebber
...ated from one of the octagonal faces. in "thingview" above, turn the object around. all the fun stuff is on the back.
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Rhombitruncated Icosidodecahedron with 42 tunnels by wwebber
...ls thought the square faces are zig-zag tunnels. you can not see directly through them. this is topologically a genus 41 torus.
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Customizable 24-Cell by wwebber
...d the scad code to allow the edges to taper. edges closer to the viewpoint are thicker, edges that are farther away are thinner.
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Customizable Cube Truncations by wwebber
...uot; tab to set the spherical coordinates of the generating vertex. all of the other vertices are calculated from the first one.
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Customizable HyperCube Truncations by wwebber
...r to see what is going on.
i'll be adding some of the non-convex examples to the drop down menu when i get the figured out.
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Stellated Icosahedron by wwebber
...ld not fall apart as i was trying to get the last pieces in. it would have been much easier if i had 12 hands. alas - i do not.
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Stellated Icosahedron Chiral by wwebber
...ally i think it could be hung from the ceiling above the tree, but others in my family insist that the star must sit on the tree.
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St. Louis Gateway Arch by wwebber
...eath the arch. also, the elliptical patches of grass on the surface are not to scale (as the grass is not actually 5 feet tall).
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Math at the Beach by wwebber
...emember that day at the beach, because they saw something different. was it math or was it just cool? well - math is just cool.