hilbert sphere 3d models

The source code requires OpenSCAD and dotSCAD. ...It can be found on dotSCAD/examples/dragon/hilbert_dragon_low_poly.scad.

The source code demands OpenSCAD and dotSCAD. ...It is located at dotSCAD/examples/turtle/hilbert_dragon_low_poly.scad.

Connected tubular Hilbert splines were generated utilizing Turbo Pascal as the programming tool for mesh creation; subsequently, these meshes were visually represented via rendering with ViViD raytracer software.

The Swirl Curve series are B-spline curves based on the Hilbert Square Curve of the same level, showing spline-degrees 1(square), 2, 4, and 6. The curves sweep through space, rounding the square path. The .stl file is about 10.3 MB. ...HS2 is #12 of the...

The Swirl Curve series are B-spline curves based on the Hilbert Square Curve of the same level, showing spline-degrees 1(square), 2, 4, and 6. The curves sweep through space, rounding the square path. This .stl file is a whopping 60 MB. ...HS3 is #13 of...

The Swirl Curve series are B-spline curves based on the Hilbert Square Curve of the same level, showing spline-degrees 1(square), 2, 4, and 6. The curves sweep through space, rounding the square path. The .stl file is only 2.45 MB. ...HS1 is #11 of the...

Four unique coaster designs feature illustrations of Hilbert curves, a mathematical concept discovered by David Hilbert in 1891. The first coaster displays four separate curves in varying orders of complexity. In the subsequent coasters, fourth-order...

A straight Hilbert cube is formed by connecting parallelepipedic shapes. ...The mesh files for this structure were designed using Turbo Pascal programming language and then displayed through the ViViD raytracer.

... code requires OpenSCAD and dotSCAD. ...It can be found on dotSCAD/examples/dragon/hilbert_dragon_low_poly.scad. ... OpenSCAD Documentation OpenSCAD Documentation - Traditional Chinese OpenSCAD Documentation - English OpenSCAD Library dotSCAD

A visually striking 3D Hilbert curve is crafted through expert use of JavaScript, leveraging the powerful Babylonjs code library to produce a highly detailed model that is then exported in binary format as a Graphics Language Binary (GLB) file.

A puzzle based on the fourth iteration of the Hilbert curve, consisting of 13 unique tiles. It measures approx. 13 cm x 13 cm and tiles are 3 mm high. ... The printed model shown is made of wood-infused PLA that has been sanded and painted with a wood...

A puzzle based on the fourth iteration of the Hilbert curve, consisting of 13 unique tiles. It measures approx. 13 cm x 13 cm and tiles are 3 mm high. ...The printed model shown is made of wood-infused PLA that has been sanded and painted with a wood...

A puzzle based on the fourth iteration of the Hilbert curve, consisting of 13 distinct tiles. The overall size is approximately 13 cm x 13 cm, with each tile standing at 3 mm high. ... The printed model shown is made from wood-infused PLA that has been...

A puzzle based on the fourth iteration of the Hilbert curve, consisting of 13 unique tiles. It measures approx. 13 cm x 13 cm and tiles are 3 mm high. ... The printed model shown is made of wood-infused PLA that has been sanded and painted with a wood...

In a world where the boundaries between art and science blur, Hilbert's three-dimensional curve stands as a testament to human ingenuity and the boundless potential of mathematical exploration. ...Its very existence challenges us to rethink our...

The example cubes adhere to a naming convention that includes "Hilbert-Iterations-CornerSize-GapSize-BeamSize.stl", so "Hilbert-2-5-10-3.stl" represents a cube with 2 iterations, a corner size of 5 mm, a gap size of 10 mm, and a beam size of 3 mm. ...

Now he needs your help fitting them in his living room. A puzzle based on the fourth iteration of the Hilbert curve, consisting of 13 unique tiles. It measures approx. ...13 cm x 13 cm and tiles are 3 mm high.</p> <p>The printed model shown is made of...

Biological systems like brains, guts, and other tissues also optimize surface area while minimizing volume.\r\n\r\nA precision ball bearing with a 7mm diameter is used.\r\n\r\nWatch a short video demonstrating the ramp's effectiveness:...

A Hilbert Curve is a continuous path pattern maker that appears complex yet standard. It offers attractive designs with no detours or laser mishaps. ...Wikipedia explains its construction process in detail, involving approximately six to seven steps,...

I designed a standard Hilbert curve (n=4 or 5) from scratch, creating three of them and attaching them together using advanced node functions. To achieve the perfect aspect ratio on an egg shape, I skillfully adjusted the scale to perfection. ...The...

I wrote a script in python using cadquery to generate some shapes with hilbert curves. ...You can generate most of the objects I uploaded on here yourself by using the script.&nbsp;</p><p>You can adjust height, length, width, shellThickness, padding,...

The Hilbert Curve is a space-filling fractal curve that expands through a recursive process, eventually filling the entire space with one continuous line. Check out https://en.wikipedia.org/wiki/Hilbert_curve for more details. This object contains...

A pillow, ideal for propping under your derrière or gazing at whilst pondering fractals while tipsy or fatigued, is created using Processing by modifying this code example: http://joyofprocessing.com/blog/2011/11/hilbert-curve/. After capturing the...

These objects I created in Rhino embody the essence of the 3D Hilbert Curve concept. Printable files for the first, second, and third iterations of this curve are readily available. As it forms an infinite family of curves, I have developed a program...

This is a two-piece puzzle showcasing the famous Hilbert curve through a simple dovetail principle. **Models .stl** Two models are available: one measuring 4cm in size with a 0.2mm gap, and another of 5cm in size with the same 0.2mm gap. The source...

These 3D models I created in Rhino showcase the Hilbert Curve concept. You can find printable files for the first, second, and third iterations of this curve. Since it's an infinite family of curves, I've written a program to draw initial curves and...

This customizable version of the Hilbert curve, a space-filling curve boasting several one-of-a-kind properties like preserving groupings, has just gotten even better. Its ability to fill every inch of space with precision and its mesmerizing...

Just a simple sphere for downloading and modifying.

Model of Hilbert using the Sygnas Suit - Fall version.

The Hilbert Curve is the limit of Hilbert Square Curves of increasing levels. This piece is a combination of nested HSC levels 1 and 2. ...See other models for individual Hilbert Curves.