Curvaceous Cube!
These are Persimmon Boxes, so named because of a paper by Naoko Takeda which discusses, among other things, self-locking kaki folds. Kaki, you see, is Japanese for persimmon. A good read, that. I’ve been experimenting with these kaki folds this week and decided I had been using them for a while now, but it’s good to have a name to hang on them.
This model is fun — it’s sturdy and has an interesting interior space. You hold it up to the light and it suggests a hyperbolic cube, but this is a chimera. I mean, it’s developable and all. The long axes on the sides are straight lines — these lines suggest a tensegrity icosa, but that’s best ignored for the time being. What’s really going on here is the intersection of three hyperbolic cylinders.
This would make a good container. One of these days, I’m going to buy me some of that white food-grade paperboard and go to town. You build a better Chinese take-out container and the world will beat a path to your door. But the world will have forgotten the hot mustard and will still want a tip, even though the fried dumplings will be all sweaty and stone-cold. This is where you will tell the world to get off.
We call it kaki too, but it’s written caqui. (I think it sounds the same, tonic syllable is the last one)
November 9th, 2007 at 9:05 amDear Mr. Chapman-Bell
November 14th, 2007 at 4:24 pmI really enjoy your website with the CPs and the mathematical links – like this last one (the curvaceous cube).
Thanks
Dear Mr. Champman-Bell
Hi,
November 16th, 2008 at 11:04 pmMy name is Naoko Takeda, who create the selflocking-kaki.
If it is possible I would like to contact you by e-mail.
thank you in advance.
naoko t.