pathologic 2 polyhedron 3d models

Actually it has more strength than 10% rectilinear infill (with 0.4mm nozzle), the latter has been broken by rough handling of 1st grade students. すべての正多面体が作れるパイプジョイント...

The most simple form to use it is this: v = screw_extrude_v(P, r, p, d, sr, er, fn, rf); polyhedron(v[0], v[1], convexity = v[2]); for a thread with constant diameter or v = screw_extrude_v(P, r1, r2, p, d, sr, er, fn, rf); polyhedron(v[0], v[1],...

The most simple form to use it is this: v = roundbox_v(dx,dy,dz,rx,ry,rz,fn,nx,ny,nz); polyhedron(v[0],v[1]); Valid values for fn are currently only powers of 2 > 2, i.e. 4,8,16,32,64,128,256,512,1024,.. The smallest possible value for nx, ny and nz...

The Goldberg polyhedron, specifically denoted as G(3,3), is a three-dimensional geometric structure characterized by its vertex configuration of six equilateral triangles.

This polyhedron has been described by Jean-Pierre Sydler in his proof of Sydler's Theorem, which relates to Hilbert's third problem and states that every polyhedron is determined by its volume and Dehn invariant up to scissors congruence. ...Sydler,...

This snap-together set of polyhedron facets fell flat due to a critical mathematical miscalculation that rendered several key components incompatible.

Here is the second polyhedron that Petrie presented to Coxeter in 1926, accessible at https://www.thingiverse.com/thing:2884052 - This polyhedron consists of hexagons. The vertices of four hexagons converge at a point; this pattern is repeated in...

Completed regular polyhedron connector joints ============================== They are polyhedron vertex connectors, including *all* of five regular polyhedrons in the universe, for pipes with 38mm inner diameter They are single vertex joint, so you...

This toroidal polyhedron creates a remarkably symmetrical interior space; five chambers perfect for an Egyptian pharaoh's burial are neatly arranged within its structure. Each chamber has direct access to all other chambers via a triangular door,...

Easy snap together almost any polyhedron created of regular polygons is made possible by the design of the hinge, which allows it to easily snap together and pull apart. The larger polyhedrons are quite sturdy and can be played with without falling...

... integrity. In the context of Da Vinci's broader oeuvre, this polyhedron is notable for its precision and attention to detail, reflecting his meticulous approach to craftsmanship and his dedication to exploring the fundamental principles of nature.

... the ideas of tetrahedral symmetry and a low poly/fast OpenSCAD implementation. Third attempt following OpenSCAD speed optimisation to it's ultimate conclusion - a single polyhedron. Not sure how I feel about that... ... More information and Proof

This is another polyhedron design specifically tailored for the DJI OSMO ACTION camera. The 18-track mount covers angles from 18 to 40 and 45 degrees, ensuring seamless compatibility with the OSMO ACTION. Printing this model requires minimal...

Stewart's groundbreaking discovery, known as the G3 polyhedron, boasts faces made up of regular polygons all sharing the same edge length. This remarkable shape features 3 pentagonal faces, 3 square faces, and a staggering 7 triangular faces. The...

This is my third attempt at optimizing the design for speed in OpenSCAD, and I've finally achieved a single polyhedron. To be honest, I'm not sure how I feel about it... ... For more information and proof of this design, visit...

I'm on a mission to find the ultimate polyhedron shape, which is probably impossible since perfection doesn't exist. With Christmas around the corner, I've decided to create polygonal ornaments for my tree to replace those old decorations that are...

I thought I would combine the ideas of tetrahedral symmetry and a low poly/fast OpenSCAD implementation. Third attempt following OpenSCAD speed optimisation to it's ultimate conclusion - a single polyhedron. Not sure how I feel about that...</p>...

Archemedian solids can be constructed using a combination of triangles 1 and 2, square 1, pentagons 1 and 2, and hexagon 1 (with the option to flip inside-out). If not flipping, both hexagon 1 and 2 are required. ...The author has yet to print and test...

Apparently, this unique shape was inspired by a picture and is creatively named as an 'extended icosidodecahedron', featuring prisms that protrude from its distinct pentagonal faces.

keeping to the name the goal was to create a polyhedral shape so, something that I thought of was gems since they typically have no curves and have flat faces.

Remix of https://www.thingiverse.com/thing:4934 Spires of connectors are cut off to make assembly easier.

Print and learn!

Calculations of human ear shape are linked to volumes of polyhedra and spheres.

The design was created using a fantastic java applet called Polyhedra Stellations Applet, which is the work of Vladimir Bulatov. ...This stellation originated from the Cubitruncated Cuboctahedron and can be viewed at...

Mathematical Problem

Bonnie Stewart showcases this unique polyhedra in "Adventures Among the Toroids". The model consists of a truncated octahedron, complete with 4 triangular cupolas and an octahedron that has been carefully excavated from its center. As a striking...

Pendant Design Submission for Vectary Competition This pendant model was designed using VECTARY, a cutting-edge online 3D modeling platform that's free to access. The designer behind this creation is Julien Hanh Nguyen, whose expertise in crafting...

Earrings Design for Vectary Contest Submission. This intricate earring design was crafted using VECTARY, the innovative online 3D modeling tool that empowers creators to bring their imagination to life. Special thanks are extended to the talented...

This model was crafted with VECTARY - a cutting-edge, web-based 3D modeling platform. ...Credits go to duran for creating this incredible design, and also to duran for bringing it to life.

This innovative AI model was crafted using VECTARY - a pioneering, web-based platform for creating stunning 3D designs. ...Credit goes to fewowuzeco, the visionary creator behind this impressive digital sculpture.