Titan
Logarithmic shell — a lobed titanium vessel.
- Tris
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- Verts
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- PBR
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- Format
- GLTF / OBJ
Deterministic · Nothing leaves your browser
Three mathematical generators: superformula shells, gyroid minimal surfaces, and harmonic tori. Driven by a seed you choose. Type a word, get a unique metal form, and export it as GLB, OBJ, or raw buffers. The same seed always returns the same mesh.
Showcase · drag to orbit
Titan#418
Method
There is no database of models and no server-side render queue. The engine is a deterministic function from a composite tag to a BufferGeometry. Share Matrix#832 and anyone gets the exact same vertices, normals, and indices — every time, in any browser.
Try it →Any word becomes a seed. The engine hashes it, derives a variation, and that pair — word and variation — is the complete identity of the mesh.
Subdivisions, metalness, roughness, wireframe. The material is derived from the seed, so every variation reads as a different alloy under the same light.
GLB for the browser and engines, OBJ for everything else, or the raw vertex and index arrays if you are writing your own renderer.
Catalogue
No stock assets, no external stores, no pre-rendered thumbnails. Each preview is the actual mesh, and every number on the card is read off its geometry.
Logarithmic shell — a lobed titanium vessel.
Harmonic torus with a swept, noise-displaced ribbon.
Gyroid lattice — a triply periodic minimal surface.
Tight harmonic exponents, near-spherical envelope.
Chromed ribbon, harmonic flare across the tube.
Enveloped gyroid, clipped to a bounded slab.
Engine
Each generator takes a seed and a resolution and returns a standard three.js BufferGeometry with computed vertex normals and triplanar UVs. No textures, no HDR downloads, no model files.
A generalised superellipse swept through three dimensions. The exponents run long on odd and even axes, so a single seed walks from a near-sphere to a spiky star to a pinched shell — the form behind seashells, egg shapes, and much of the biological curvature that reads as 'natural'.
( |x/a|ⁿᶜˡˢʸ |z/a|ⁿᶜʰˢᶜᵗ |ˣ/a|ᵐ )ᵉⁿ + ( |x/a|ⁿᶜˡˢʸ′ |z/a|ⁿᶜʰˢᶜᵗ′ |ˣ/a|ᵐ′ )ᵉⁿ′⁼ 0
A triply periodic minimal surface: the equation is periodic in all three axes with no overall repetition, so the result is an infinite lattice. We intersect it with a bounding envelope and polygonise the result with naive surface nets — watertight, manifold, and smooth enough to shade as metal.
sin x · cos y + sin y · cos z + sin z · cos x = t
A torus whose tube centre is displaced by a sum of harmonics along the major and minor angles, with fractal value-noise layered on top. The topology never changes — it is a ribbon that breathes, which is what makes it read as machined rather than grown.
c(θ,φ) = r(θ,φ) · n̂(θ) + Σ aᵏᵢ cos(kᵢθ + bᵢφ) + fbm
Developer API
One endpoint. Authenticate with an API key in the x-artemaze-key header, pass a seed, choose a format. Each successful generation spends exactly one credit, and trial credits are always drawn down before purchased ones.
curl "https://artemaze.com/api/v1/models/generate?seed=Matrix%23832&format=json" \
-H "x-artemaze-key: amz_live_..."
# 200 OK — 1 credit spent
{
"seed": "Matrix#832",
"generator": "superformula",
"vertexCount": 2745,
"triangleCount": 5184,
"position": [ 0.0, 1.284, 0.0, ... ],
"normal": [ 0.0, 1.0, 0.0, ... ],
"index": [ 0, 1, 2, ... ]
}