Square 3D Hilbert curve (4th order)

Square 3D Hilbert curve (4th order) 3d printed Art Mathematical Art Cycle render in White, Strong, Flexible.
Cycle render in White, Strong, Flexible.
Square 3D Hilbert curve (4th order) 3d printed Art Mathematical Art Cycle render in White, Strong, Flexible.
Square 3D Hilbert curve (4th order) 3d printed Art Mathematical Art Cycle render in White, Strong, Flexible.
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Square 3D Hilbert curve (4th order) 3d printed Art Mathematical Art Red Strong & Flexible Polished
Square 3D Hilbert curve (4th order) 3d printed Art Mathematical Art Red Strong & Flexible Polished
Digital Preview

Not a Photo

Square 3D Hilbert curve (4th order) 3d printed Art Mathematical Art White Strong & Flexible Polished
Square 3D Hilbert curve (4th order) 3d printed Art Mathematical Art White Strong & Flexible Polished
Digital Preview

Not a Photo

Square 3D Hilbert curve (4th order) 3d printed Art Mathematical Art Pink Strong & Flexible Polished
Square 3D Hilbert curve (4th order) 3d printed Art Mathematical Art Pink Strong & Flexible Polished
Digital Preview

Not a Photo

Square 3D Hilbert curve (4th order) 3d printed Art Mathematical Art Blue Strong & Flexible Polished
Square 3D Hilbert curve (4th order) 3d printed Art Mathematical Art Blue Strong & Flexible Polished
Digital Preview

Not a Photo

Square 3D Hilbert curve (4th order) 3d printed Art Mathematical Art Black Strong & Flexible
Square 3D Hilbert curve (4th order) 3d printed Art Mathematical Art Black Strong & Flexible
Digital Preview

Not a Photo

Square 3D Hilbert curve (4th order) 3d printed Art Mathematical Art Purple Strong & Flexible Polished
Square 3D Hilbert curve (4th order) 3d printed Art Mathematical Art Purple Strong & Flexible Polished
Digital Preview

Not a Photo

Square 3D Hilbert curve (4th order) 3d printed Art Mathematical Art
Square 3D Hilbert curve (4th order) 3d printed Art Mathematical Art
Digital Preview

Not a Photo

3d Model Viewer

About this Product

A cube of side 16 defines 4096 elementary cubes. The (fractal) Hilbert curve enter and leaves each of these cubes exactly once, never crossing itself. This variant of the original (open) Hilbert curve is closed (it has no end and just loops seamlessly). This model uses a square thread and turns, a round version is also available here.

The coordinates of the 3D space-filling curve have been produced using the C code written by Doug Moore (using the Butz algorithm), available here: hilbert.c. A patch to Blender's PLY reader has also been commited in the process, to allow everybody to load 3D-curves easily in Blender.

Dimensions

IN: 1.26 w x 1.26 d x 1.26 h
CM: 3.2 w x 3.2 d x 3.2 h
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