algorithmic modeling for Rhino
Form finding of minimal networks (Steiner trees) using a particle approximation of Physarum Polycephalum based on the work of Jeff Jones (1,2).
(1) http://eprints.uwe.ac.uk/15260/1/artl.2010.16.2.pdf
(2) http://eprints.uwe.ac.uk/20845/1/2011%20Naco%20uc09%20paper%20author%20copy.pdf
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@David, Anders :
Thanks for the useful links, they were interesting read with my morning coffee. :)
Wow, great stuff. Im curently working with spongiosa bone structures. I think steiner trees can also be useful in this case.
Yeah that should do nicely. Thanks for the link Anders.
wowww
so good
Sweet, very nicely done. Will have to look more into this when I get some time, fascinating work. Regarding extracting a clean graph, you might want to look into medial representations of point clouds. Not exactly the same problem, but maybe close enough to yield some results.
Thanks guys
Anders -
Exactly right. From what I've read, they're notoriously difficult to construct geometrically in 2d much less in 3d (link). What makes Jones's approach so interesting is that the rules behind it are remarkably simple by comparison. Extracting a clean graph from the results is another story though.
Aleksander -
Yep it's all in Grasshopper.
machinehistories -
No problem. As it stands, the output is just a discrete scalar field so I'm not sure how useful it'd be to anyone yet. I'd like to build up some utilities for extracting cleaner geometry or data structures from the results first. Is anyone currently tinkering with this sort of stuff?
Well done Buddy! hope the lecture went well?
That is just awesome! So Steiner trees are similar to minimum spanning trees, except they automatically insert nodes (generate the topology) to further minimize the network? That sounds super useful for a whole host of problems.
how have you done it? Is it in grasshopper?
love it!
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