sierpinski tetrahedron 3d models
1259 3d models found related to sierpinski tetrahedron.
thingiverse
A simple Sierpinski tetrahedron cannot be printed because pyramids touch each other only in a single point, and because there are a lot of overhanging geometries (printing support is a nightmare in a fractal structure). 1) The "single point" issue...
grabcad
Another take on the Sierpinski Triangle, similar to my Sierpinski Pyramid: Sierpinski Pyramid This one uses tetrahedrons instead of pyramids which was suggested by user serVando diaz. The file "tetrahedron.prt" contains one tetrahedron.
thingiverse
These are Sierpinski (pronounced sherpinski) tetrahedrons from order 0 to order 4. Each was derived from George Hart's original order 5 model (found at www.georgehart.com/rp/rp.html) by taking advantage of the self-similarity that characterizes...
thingiverse
OpenSCAD model of a Sierpiński Tetrahedron, inverted, and 3D-printable without supports! ...There's some stringing on the photo model, that was the first print with brand new filament.
prusaprinters
OpenSCAD model of a Sierpiński Tetrahedron, inverted, and 3D-printable without supports! Out of four prints, I've had one break during printing, when using a 0.1mm layer height, which was likely just poor clearance and maybe a bit of...
thingiverse
So here - a regular, 7-tier Sierpinski tetrahedron. As I don't want to have a 2-minute backlog of lag on my PC, I'm leaving the height of the pyramid at 1.5m, but that can be modified if you're patient. ...Or hey, if you have a printer that big, go for...
thingiverse
OpenSCAD code for a Sierpinski tetrahedron. Parameters for thickness, size, depth of recursion. I learned a couple of things from an earlier version. One is, if recursion is involved, do the recursion in the OpenSCAD language (not Python) to allow...
thingiverse
This is a model of the Sierpinski Tetrahedron with a contraction rate given by the inverse of the golden ration phi ~ 0.618. More information about the math behind its construction can be found in the publication listed at the following site: ...
thingiverse
so i modeled this and it was painful and there are about a million pyramids in here
thingiverse
This is a model of the Sierpinski Tetrahedron with a contraction rate of about 0.54369. At this contraction rate the holes in the 5th level set of the fractal precisely overlap. ... More information about the math behind its construction can be found in...
thingiverse
Regular tetrahedron shaped lamp with Sierpinski triangle pattern! Each side features a different iteration/depth of the Sierpinski triangle. ... If you print out the models, please feel free to share a photo - I would love to see!
thingiverse
This model depicts a tetrahedron which is very similar to Sierpinski's triangle as it is just tetrahedrons being bumped up at different heights instead of just triangles. It's intended use is just for mathematical art. ...It was created by William...
prusaprinters
... to do it again I would add reinforcement in other areas too. I just didn't want to ruin the perfect mathematical beauty of the thing.</p><h3>Math</h3><p>It's a fractal. https://en.wikipedia.org/wiki/Sierpinski_triangle#Analogues_in_higher_dimensions
thingiverse
Sierpinski tetrahedron implemented in OpenSCAD as a callable module. The module may be called with arbitrary recursion depth to generate levels of the fractal. (Not the best pictures, sorry. ...I will take better ones soon!)
thingiverse
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...
thingiverse
The Sierpinski Tetrahedron is the 3D analogue of the Sierpinski Gasket, a famous 2D fractal created by beginning with a triangle and removing triangles of increasingly smaller size. A true Sierpinski Tetrahedron has zero volume, because an infinite...
thingiverse
... if you download the script you can change the iterations parameter to produce an icosahedron with as many iterations as you want. If you like this, check out the Sierpinski Tetrahedron Generator I created: http://www.thingiverse.com/thing:1345230
thingiverse
A level 3 Sierpinsky Tetrahedron. ...I fused the pieces together to prevent them not printing together.