I wanted to make a small wine rack, and made some sketches along the lines of this one: | |
Then my daugter reminded me that I have access to a laser cutter
(at the Santa Fe maker space),
so I could just cut panels out of thin sheet material,
make a bunch of boxes with finger joints as shown,
and stack them up.
See Makercase.com | |
But that means there are 2 walls between any two bottles, which is a waste of material. If you make half-boxes, it is possible, most of the time, to make an n×m rack. The number of panels needed is m(n+1)+n(m+1), which is not always an even number, for example for n=1 and m=2.
I'm making a 4×4 rack, so I'm good.
| |
But is it even possible to make a panel such that you can make a grid? For
stability,
the number of tabs per edge should be at least two. Since an edge
is shared by four panels, each tab should be 1/8 of the panel length.
I start by placing one tab at the top of one edge. The next
positions should be left for the other 3 panels, so the next tab
is in position 5. On the opposite edge, skip position 1, and
place tabs at 2 and 6. Maybe this will work?
With a panel as shown, you can make a unit square cell. The unit cells lock together so it is possible to make a grid of any size. Initially, it was not obvious that this would be possible. | |
Down the math rabbit hole! Is it possible to make a 3-dimensional
grid of interlocking panels using only a single panel shape?
Yes! Can the same be done for other (non-cube) space-filling shapes, such as tetrahedra? In 2 dimensions, can this be done for a grid of triangles (maybe not) or hexagons (maybe yes)? | |
Enough playing! Since the parts all interlock, a strap is all that is needed to hold the rack together. No fasteners. | |
The most elegant assembly was to make 8 boxes, each consisting of two L's. That leaves two L's to make up opposite corners, and four single panels. | |
It all comes apart. | |
I replaced the construction strap with string windings. | |
Loosely related: On the laser cutter we can also engrave glass.
So I did a
bunch of these stemless wineglasses in 2022.
andrew_r.png ed_r.png henk_r.png ivonne_r.png maike_r.png mirjam_r.png niels_r.png oda_r.png saskia_r.png sofia_r.png tyko_r.png vincent_r.png wineglass.dxf |