level 3 menger sponge 3d models

I made some renderings of Scott Bruins 's Menger Sponge before I realized his model was not accepting renderings. ... I thought they turned out cool so I am posting them here.

I was bored at work and made a Menger Sponge, I haven't printed it yet so it might be a challenge for you. ... I'll update once I printed it.

Transformed @blecheimer's Rubik's Cube into a(n almost proper) Menger Sponge.Print it slow and with small layers for better accuracy. ...Flip it upside down to print without supports!customized with 3D Slash!

The Menger sponge is a fascinating fractal object with various mathematical properties and an unexpected physical attribute explored by George Hart in his video and webpage. Numerous Menger sponges are available on Thingiverse, including one...

This is derived from my other Menger sponge design with some modifications. If anyone is interested I can upload the openscad file but it is ugly. ...Not very practical as a pencil holder but it seemed like a good idea at the time.</p>

The Menger Sponge is a fractal shape that can be constructed using OpenSCADPy, a Python library for OpenSCAD (available on GitHub at github.com/hmeyer/openscadpy). ...To create this intriguing structure, follow the instructions carefully and pay...

Create a Menger Sponge-shaped birdhouse with an added link piece for creating a larger, modular aviary dwelling. ...Craft a unique and intricate design that showcases the beauty of this mathematical structure while providing a cozy home for your...

Untested This is a Menger Sponge version which you can assemble from 20 printed pieces, consisting of eight corner pieces and twelve side pieces, then snap together. This has not been thoroughly tested yet and remains a Work in Progress. Feel free...

Inspired by Matt Parker's hilarious stand-up math videos, I crafted this mesmerizing Menger Sponge, a three-dimensional rendition of the iconic Sierpinski Carpet, a popular fractal design that utilizes a standard n-cube, easily accessible on this...

Sponge enthusiast here. ...Every surface of that intricate cube is actually a stunning Sierpinski carpet.

... and customizing it according to your preferences. You can choose from a variety of options such as order (set to 3), choice (both), side (45 degrees) and tolerance level (0.1). ...Make sure to follow these instructions for the best results!

This creation is crafted using OpenSCAD, allowing users to select their desired level. ...Although I tested up to level 4 due to lengthy rendering times, the mathematical calculations are applicable for all levels.

This sponge is a perfect illustration of the beauty of mathematical art! UniversalMaker has officially arrived on YouTube as UniversalMaker3D!! Check out my channel and subscribe to get notified about upcoming timelapses! No problem! Subscribe with...

... was created via the Customizer at http://www.thingiverse.com/apps/customizer/run?thing_id=240739. ...The customization involved setting the side length to 45, choosing a 3rd order, opting for support and maintaining a tolerance level of 0.1.

... (http://www.thingiverse.com/apps/customizer/run?thing_id=240739). ...Here, specific parameters were set to include a side length of 15 units, selecting support structures, arranging them in an order of three, and maintaining a tolerance level of 0.1.

... the Customizer app with thing ID 240739. Please follow these instructions to personalize your version: set the side length to 45, choose both sides for customization, order the customization process thrice, and maintain a tolerance level of 0.1.

Customized version of http://www.thingiverse.com/thing:240739 Created with Customizer! ...http://www.thingiverse.com/apps/customizer/run?thing_id=240739 Instructions Using the following options: tol = 0.1 side = 100 order = 3 choice = support

Customized Version of https://www.thingiverse.com/thing:1137185 Created with Customizer! ...https://www.thingiverse.com/apps/customizer/run?thing_id=1137185 Instructions Using the Following Options: choice = support tol = 0.1 side = 45 order = 3

A customized rendition of this design can be found at http://www.thingiverse.com/apps/customizer/run?thing_id=240739, set with options including order 3, a side length of 50, and a tolerance of 0.01; the choice of support was also made. This message...

... questions or tasks. ...If you'd like, I can provide a customized version of your input text in the style of a Thingiverse Customizer script. For example: Created by You! Supports Tolerance: 0.1 degrees Angle: 45 degrees Build Settings Order: 3 Walls

... model based on http://www.thingiverse.com/thing:240739. ...It was created using Customizer at http://www.thingiverse.com/apps/customizer/run?thing_id=240739 with the options set to both sides, 50mm size, and 3 iterations, with a tolerance of 0.1.

... at www.thingiverse.com, a unique ID number is 240739, customizer used created this at http://www.thingiverse.com/apps/customizer/run?thing_id=240739. Instructions Making Use Of The Following Choices: choice=support, order=3, side=45, tol=0.1

... The following details were taken into consideration: Steps to Use: Utilize these settings: Set Tolerance to 0.1. Opt for a structural order of 3. Select the option to support the structure. ... Establish a side length of 30 units.

https://github.com/format37/menger_sponge

Mathematicians often study the fascinating Menger sponge as an incredibly complex and intricate geometric figure that reveals its true nature when zoomed in to extraordinary levels of detail.

This is the mirror image of Menger's sponge.

... 15 hours with a resolution of 200 microns. A fascinating fact about the Menger sponge is that if you continue an infinite iteration sequence, you will end up with a body of zero volume – but the "square's" surface area will be infinite!

A digital blueprint for fabricating the reverse image of a 3rd order Menger sponge is now available, outlining the precise geometries that are subtracted during its construction. ...This intricately detailed design can be fed directly into a 3D printer...

This stunning half-bisected Menger Sponge showcases its unique beauty with precision-cut geometry, boasting a shape that is precisely one-half of a standard cube. ...For optimal results, print this design lying flat on the six-sided hexagon to showcase...

The Menger sponge is a three-dimensional fractal, essentially the 3D equivalent of the Sierpinski carpet. Each face on its overall cube shape is a Sierpinski carpet in itself. STL files are available for iterations ranging from 0 (a plain cube) to...