sierpinski 3d models

Born from the minds of mathematicians, it's a generalized form of the one-dimensional Cantor set and two-dimensional Sierpinski carpet, showcasing its intricate complexity. ...Karl Menger, a pioneer in topological dimension studies, first introduced...

The octahedral voids that the 3D Sierpinski gasket are recursively filled with arrangements of spheres. ...If the recursion were to go infinite, it would create the sharp edges of the tetrahedron.</p> <p>You will need to print this with support because...

... proudly shared under a Creative Commons - Attribution license. ...and with this upgrade, the complexity of our Sierpinski Fractal Pyramid has skyrocketed an astonishing 6 times, catapulting it to new and uncharted territories!

 Don't over heat and warp your crystals!There are 2 gcodes, one for single material, one for multi-material with filaments loaded in order: red, orange, yellow, purple, (unused so it doesn't matter).Credit to aeropic for the original OpenSCAD...

It now works for an order 6 300mm Sierpinski Tetrahedron. ... - added more support for order 6 - changed how "stick" was used to not shift the tetrahedron; so that it's tip would not get cut off - added lines (commented out) to produce order...

We upgraded the excellent Sierpinski Fractal Pyramid to a higher level! Fractals are shapes that repeat themselves over and over again as you magnify them, just like a broccoli. To infinitesimal and beyond!</p> <p>Tell us the predicted print time on...

<p>Simple version of a classic puzzle. ...Print 3 bases, 3 dowels, and one of each circles.The dowel is printed apart so the circles will slide more smoothly.See this video for an interesting connection of this puzzle with Sierpinski triangle:&nbsp;

Connectors for other solids are available: For cube : https://www.thingiverse.com/thing:3156338 For tetrahedron : https://www.thingiverse.com/thing:3159099 For dodecahedron :https://www.thingiverse.com/thing:3160078 For icosahedron...

When the step number is a power of two, 3D analogues of the Sierpinski triangle emerge. In such instances, the number of red cells corresponds to that same power of six. For further observation, visit https://skfb.ly/FzsK for the first 16 steps and a...

The Menger Sponge is merged with the Sierpinski tetrix, while a skull is cleverly integrated into the mix - although it's difficult to pinpoint its origin among the many designs. Additionally, Mt. St. Helens has been incorporated into this fractal...

... a tetrahedron that stands 100mm tall. It features 85 hollowed-out spheres within its interior, which accurately mimic a fourth-order three-dimensional Sierpinski gasket. ... For the sake of the challenge, it must be printed at 100% infill density.

... tweak the bed as you go along.\nWatch a video here:https://www.youtube.com/watch?v=BHZoHAB7pvM \nThis trick was super useful when I was running lengthy printing tests like... ...Zencoal's Sierpinski N4 http://www.thingiverse.com/thing:533896/#files

Exploring how much space I can fill with these knots naturally leads to the Sierpinski triangle; it simply emerges from trying to connect as many knots as possible. I'm attaching an OpenSCAD file (free software). ...The function that draws the knot is...

... dodecahedron, visit https://www.thingiverse.com/thing:3160078. For the icosahedron, visit https://www.thingiverse.com/thing:3160379. Another connector is available for constructing a Sierpinski fractal at https://www.thingiverse.com/thing:3156581.

TAD Day 13 - http://thing-a-day.com/fractal-heart-barrette http://thing-a-day.com/tag/IHeartRobotics Previous Adventures http://www.iheartrobotics.com/search/label/thing-a-month http://www.iheartrobotics.com/search/label/thing-a-week This large...

The geometry is based on subdivision similar to a Sierpinski triangle, which is then further deformed by dynamic relaxation (via Grasshopper/Kangaroo). A rigid corner bracket is the result. ...It can be used to stiffen a structure and also scaled to...

I named this "the ultimate triangular bipyramid" XD Since it not only has all six faces being equilateral triangles (one of Johnson solids), but also each face features a Sierpinski triangle design or a Delaunay triangulation design! XD Used...

Other connectors for other solids are also available: For the cube, visit https://www.thingiverse.com/thing:3156338 For the tetrahedron, visit https://www.thingiverse.com/thing:3159099 For the octahedron, visit...

Explore the Sierpinski-like fractal block with more intricate, pointed shapes in various versions: RAW data (zipped), PNG coded AVI and isosurface meshes (PLY, 1.5M polygons or STL, reduced to 750K). These volumetric objects are part of my series...

Connectors for other solids are available: for the cube : https://www.thingiverse.com/thing:3156338 for the tetrahedron: https://www.thingiverse.com/thing:3159099 for the octahedron:https://www.thingiverse.com/thing:3159071 for the dodecahedron:...

We take pride in elevating the exceptional Sierpinski Fractal Pyramid to a new level of sophistication! Fractals are remarkable shapes that exhibit self-similarity at every scale, much like the intricate patterns found on a vibrant broccoli. As we...

No specific designs were given for this task, so I drew inspiration from Sierpinski.\r\n\r\nI used Sierpinski's carpet as my design inspiration, but didn't exactly recreate it. Since my coding skills are still developing, I stuck with squares to...

The second file is a parametric 3D Design file, an STL file that allows one to 3D print a Merkaba that is made of Sierpinski gaskets. These files are correlating to the 2nd configuration that is found in the specification on my Facebook post that...

How I Designed This This model is built in OpenSCAD differently from most Menger cubes: Generate a cube with side length s, centered at [½s, ½s, ½s] with Sierpinski gasket holes "drilled" parallel to the Z-axis by extruding a square that has had...

This is a Sierpinski Pyramid featuring four triangle faces, each face iterating the Sierpinski Triangle fractal. Face 1 remains solid. Each subsequent face adds more iterations: Face 2 comprises three solid triangles and one hole triangle. Face 3...

Rotate, resize and use them see comments in the OpenSCAD source for rotate angle and size specs octa5-50-rt_fixed.stl is rotated so that a flat face be bottom resized to 50mm and fixed using Microsoft Model Repair service Differs from fractal...

This fractal solid differs significantly from Sierpinski's tetrahedra and Mengar sponge, possessing unique strength and firmness. Its construction appears similar but is distinct with no voids throughout. Successful printing was achieved on Da Vinci...

... available: http://www.youtube.com/watch?v=uamZxBbdaY8. Printed items include the Sierpinski Tetrahedron (http://www.thingiverse.com/derivative:39656), and UV cure resin is also available (http://lunavast.a-z-ia.net/lunavast-resin-type-i-1kg.html).

The text describes a 5th order Sierpinski curve, which has been extruded along the Z axis. This information was sourced from Wikipedia (http://en.wikipedia.org/wiki/Sierpi%C5%84ski_curve). The author shares their process of creating an STL file using...

Fractals like the golden mean or Sierpinski triangle often reveal underlying structures within themselves, exhibiting characteristics that resonate with principles governing human aesthetics. The patterns within these mathematical constructs seem...