hilbert curve 3d models

Customized version of https://www.thingiverse.com/thing:3031891 Created with Customizer! ...https://www.thingiverse.com/apps/customizer/run?thing_id=3031891

Customized version of https://www.thingiverse.com/thing:3031891 Created with Customizer! ...https://www.thingiverse.com/apps/customizer/run?thing_id=3031891

Customized version of https://www.thingiverse.com/thing:3031891 Created with Customizer! ...https://www.thingiverse.com/apps/customizer/run?thing_id=3031891

This is a really awesome item to have printed out.

Some Fractal Fun in Solidworks

Some Fractal Fun in Solidworks

<p>this is a cool thing to print!</p> <h3>Print instructions</h3><h3>Category: 3D Printing Summary</h3> <p>this is a cool thing to print!</p> <h3> Print Settings</h3> <p><strong>Printer Brand:</strong></p> <p>Creality</p> <p class="detail-setting...

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...

This design is for a drink coaster, based off the Hilbert space-filling curve.I have included a few pre-rendered high resolution models, as examples. ...Or if you just don't have OpenSCAD installed.

Printable in 3D form as Hilbert curves, these objects come without the need for supports. ...They can be utilized as practical memo holders or paperweights.

The Hilbert Curve is the limit of Hilbert Square Curves of increasing levels. This piece is a combination of nested HSC levels 1 and 3. See other models for individual Hilbert Curves. ...This intricate .stl model weighs 41 MB.

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. ...This intricate .stl model weighs 45 MB.

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.

These objects are three-dimensional Hilbert curve prints that don't require support material. ...They can also function as memo holders or serve as a paperweight on your desk.

The Hilbert cube is a three-dimensional illustration of a third-order Hilbert Curve, devised in 1891 by German mathematician David Hilbert as an adaptation of the space-filling curves introduced by Italian mathematician Giuseppe Peano the year prior.

The path of a Hilbert curve modeled in Peano is suitable for printing at 0.3mm thickness using MakerWare on a Replicator 2. However, different sizes may not slice well; hence, a .x3g file is provided. MakerHome Day 61 showcases this design...

However, I faced challenges in OpenSCAD and opted for a workaround by writing a Ruby script generating OpenSCAD code for 1-3 iterations of Hilbert curves. Drawing inspiration from Thomas Diewald's Processing script, the result was visually appealing...

This script can produce 1-3 iterations of a 3D Hilbert curve. I borrowed code from Thomas Diewald's Processing script at http://www.openprocessing.org/visuals/?visualID=15599. However, upon closer inspection, I realized my creation was not actually...

The Hilbert Fractal Curve is the limit of Hilbert Square Curves of increasing levels. This piece is a combination of nested HSC levels 1, 2, and 3. See other models for individual Hilbert Curves. ...This intricate .stl model weighs 46.5 MB.

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...

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 about 10.3 MB. ...HS2 is #12 of 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,...

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...

The Hilbert Cube (and Hilbert Curve in 2d) is a type of space-filling curve. The cube is made of a single continuous curve which I made into a round pipe to give volume. I also found that the round pipe makes it easier to print than a...

See here to learn more about the Hilbert Curve and how to properly orient the tiles: https://en.wikipedia.org/wiki/Hilbert_curve Be sure to print in “vase” or “spiralized” mode! The base is 0.5mm thick. I recommend adjusting your settings so that the...

Following my recent fascination with the intricate Hilbert curve, I've become captivated by the world of fractal curves, so be prepared for further explorations in this captivating field.

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...

See here to learn more about the Hilbert Curve and how to properly orient the tiles: https://en.wikipedia.org/wiki/Hilbert_curve Be sure to print in “vase” or “spiralized” mode! The base is 0.5mm thick. ...I recommend adjusting your settings so that the...

The Peano curve is like the previus Hilbert curve part of the bigger branch called Space fillig curve or short SFC.The Peano curve was the first designed SFC by Guiseppe Peano.Peano's idea with such a curve was, by letting the limit of this curve go...