Exploring origami tessellation and the art of geometric paper folding.
Reverse engineering tessellations, folding crease patterns and inventing new origami tessellations.
Fractal Origami Tessellation
Get link
Facebook
Twitter
Pinterest
Email
Other Apps
-
This is a variation on the Robin Scholz swarm tessellation. A central hex and then rhombuses and triangles.
This is in keeping with my exploration of non-hexagonal twists repeating. It's just a dizzying array of rhombuses all linked to one another. It employs an up/down repetition pattern. The rhombus shapes are different from traditional rhombus twists as they follow the natural grid lines. This crease pattern is a natural flow of the same single shape ad infinitum. It takes advantage of the natural folds of a triangle grid to create an easy to fold collapse that results in a complex structure of repetitions. It's difficult and a little confusing trying to get all the collapses to flow in the same direction. Especailly at the edges where the shapes get truncated. You could potentially alternate directions as well. Or come up with other patterns. The folds go forward or back at your discretion. I often find it frustrating to see a folded tessellation and no crease pattern to accompany it. Depending on how the photo was taken, the lighting and the clarity, it can so
I stumbled into this tessellation by accident. I was just playing around with the rectangle twists you can get from a triangle grid. Quite unexpectedly I realized how the offsets of a single twist could gracefully flow into the next. After that the pattern emerged quite readily. It's an easy fold to execute. The results are pretty nice though. I struggled with how to arrange the pattern. The folds that create the squares can all go in either an up or down pattern. A diligent folder could probably alternate then from front to back. I just went with continuous rows of front folds. Basic crease pattern is shown.
This is a tessellation by Arseniy K that I solved and reproduced. There wasn't too much solving involved as front and back photos were available. Once I figured out the starting point it was smooth sailing from there. At first glance it looks like a typical small hex twist at the center, but it's not. You need a different method to achieve those overlaps that show up on the front. My crease pattern, which is at the bottom of this post, shows how it works I gave it a name for the purposes of this post, but I don't think he ever named it.
Comments