Orbitting Electrons Origami Tessellation
This is a new advanced tessellation that I created last week and folded this week. It's kind of a diabolical pattern in that it contains six series of seven interconnected triangl...
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This is a new advanced tessellation that I created last week and folded this week. It's kind of a diabolical pattern in that it contains six series of seven interconnected triangl...
Lately, I've been looking for tessellations where I can incorporate a triad of triangles into the design. By that I mean, a set of three small triangles tucked into a central trian...
This hybrid flagstone/collapse tessellation is from just the other day. The concept is to combine classic flagstone style folds with traditional tucks/collapses. I've done a few t...
Continuing my theme of things tucked into triangles, I have this intermediate tessellation. It came together very quickly. No puzzling or agonizing required. It begins with rhombu...
This is an intermediate level tessellation that I recently folded. The idea is two kinds of triangles twisting around an open hexagon. Not too unusual. It's a little different tho...
This origami tessellation is sort of an exercise in how much chaos can be contained in a single sheet of paper. It also features an interesting illusion. When you look at it, it a...
I've come up with a few different tessellations based off of the starting point of three trapezoids tucked into the points of a triangle collapse. 'Stock Market' is one. 'Eyes of...
Here's a simple idea I had that creates a rather intricate original tessellation. It's so much fun when they turn out that way. The idea is just rhombuses tucked into triangles re...
This origami tessellation uses a similar style to my 'Higgs Boson' design. It swaps out some of the shapes for different ones, but follows the same kind of thought process for how...
This is an unusual idea that I had recently. Most origami tessellations either have a linear pattern or a circular one. This one kind of has both and neither at the same time. Whe...
A new style that I've been tinkering with occasionally is one that combines elements of both linear and rotational patterns. This easy tessellation is my most recent design using...
This is a curious origami tessellation that I found. When you look at it as pictured above it looks like a simple pattern of four quadrants each containing the same molecule. Whic...
I've had the pattern for this tessellation for quite some time. It just kind of got lost in the chaos for a while. Finally folded it the other day. When you look at the crease pa...
This is a neat one with some interesting features.Some of the structure is simple. Open hexagons with double rhombuses around them. Pretty standard flagstone type stuff. But what...
It took a little while to figure out how to get this tessellation to work properly. But I was confident that it could work and I would up hitting upon the solution. My starting ide...
This origami tessellation follows a path that I've taken recently with several others. It mixes elements of flagstone tessellations with tuck fold techniques in order to discover...
It's time for something a little less intense. Sometimes those turn out to be some of my favorite finished designs. For me, I love the puzzle of aspect of complex origami tessella...
Chances are you’ve seen Hoberman spheres, those kinetic lattices made of joint-connected rods that, with a little manual effo...
A convex subset of a triangular grid is the union of some triangles in the grid that together form a convex subset of the plane. When can you tile such a subset with lozenges (60°-...
There is a single rule that applies either across each of the rows or columns. By identifying the correct rule, it is possible to deduce the missing image in the last square. (Puzz...
Discovered by an amateur mathematician in 2022, this strange construct can tile an infinite surface without repeating. But can it be useful in the real world?
Pieces: 88Author: mjeh1Play
Among the five Platonic solids, only the cube can cover all of space with identical versions of itself. The second greatest packing factor is obtained with the regular octahedron,...
A spherical triangle is drawn with angles measuring 45°, 60°, and 90°. From the 90° angle, the great-circle arc perpendicular to the opposite side is drawn unitl it hits that side....
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