GART
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Delaunay Mesh

Delaunay Mesh

© 2026·Created by Leon Poole·Privacy

Delaunay Mesh

Tune

The dual of Voronoi: every site joins its neighbours into triangles. Same seed and site count as Voronoi Cells gives the matching mesh.

Boris Delaunay, 1934

The dual of Voronoi: every site joins its neighbours into triangles. Same seed and site count as Voronoi Cells produces the matching mesh — two readings of one point set.

gridtiling

Delaunay Mesh

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{"generator":"GART","pattern":"truchet-tiles","seed":"truchet-01","params":{"seed":"truchet-01","columns":12,"arc":1.4}}

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{"generator":"GART","pattern":"hex-mosaic","seed":"hex-01","params":{"seed":"hex-01","columns":10,"fill":0.22}}

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{"generator":"GART","pattern":"dovetail-course","seed":"10x8","params":{"motion":0,"motionSpeed":1,"columns":10,"rows":8,"flare":0.42}}

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{"generator":"GART","pattern":"moire","seed":"","params":{"lattice":"rings","density":48,"angle":4.5,"pitch":1.015,"shiftX":0.11,"shiftY":0.04}}

Moiré

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