3 Simple Ways to
Share What You Make

With Instructables you can share what you make with the world — and tap into an ever-growing community of creative experts.

PhotosPhotos

Share one or more photos of a project, recipe, or whatever you've made, quickly and easily.

Step by StepStep-By-Step

Share your step-by-step photos with text instructions of what you made so others can do it too!

VideoVideo

Share your how-to video. You'll need your embed code from a video site such as YouTube.

Clay Koch Snowflake

Clay Koch Snowflake
«
  • 6.jpg
  • 7.jpg
  • 1.jpg
  • 2.jpg
  • 2b.jpg
  • 3.jpg
  • 4.jpg
  • 5.jpg
  • last photo ←
»
Evil Mad Scientist Laboratories wrote a thing on how to make a Sierpinski triangle out of fimo (or other) clay. I liked it a lot and made a few, which turned out so-so. They also asked what other fractals could be made this way. I experimented a bit and think I've found a reasonable way to make a Koch Snowflake.

This run didn't turn out terribly well. I was using Sculpey clay that's been laying in my drawer for several years colored with food coloring. The food coloring didn't take too well, nor show up in pictures well. The clay itself gets very non-pliable and prone to cracking if left alone for a while after working it into decent shape. It's not a good material for the job, but very cheap (and in my case on hand already). I also have very modest skills in handling any kind of clay. Still, I'm writing it up because I feel the theory is sound and I know myself well enough to know that I won't be getting around to getting better materials or more time. I do so hoping perhaps someone else with more materials, time, patience and skill would care to elaborate/rewrite/expand on this.

Update: Evil Mad Scientist has an alternative write up now with more pro-looking pictures and illustrations using food items, if contemplating making this checking it out would be a good idea.
 
Remove these adsRemove these ads by Signing Up
 

Step 1Theory

Theory
After some sketching, I realized that several equilateral triangles could be assembled into a shape similar to itself in such a manner that if it was done again, it would converge on one side of a Koch Snowflake. The image speaks for itself kind of (excuse the not-so-3117 photoshop skills) - a dark colored triangle is placed in the center and four more (combined into opposite facing parallelograms) are stacked on the outside. A twice as wide triangle is then stacked on top, making the whole thing into a triangle that can be reduced and reused in the same manner again.
« Previous StepDownload PDFView All StepsNext Step »
5 comments
Mar 18, 2009. 10:14 AMoskay says:
Thanks again for writing this article! We've published a similar article on EvilMadScientist this morning and linked back to here.
Jan 20, 2008. 10:06 AMGorillazMiko says:
Cool Instructable! I agree totally with oskay, this is a very (and I mean very) clever design, and a nice job! +1 rating, it's amazing!
Jan 19, 2008. 5:32 PMoskay says:
Hey, very clever design and nice job! (Might help to use a darker color for more contrast next time?) I was thinking about this particular shape-- I was wondering if it might be possible to do it with the same process, so that's really great that you figured out the algorithm for it! -Windell

Pro

Get More Out of Instructables

Already have an Account?

close

All Steps Viewing
View all steps of an Instructable on the same page when you're a Pro Member.

Upgrade to Pro today!
40
Followers
9
Author:LarrySDonald