Grasshopper

algorithmic modeling for Rhino

Hi there well I'm working on a project which involves bubbles and so far architects have used the vovonoi system, But as a rule for this project i cant use the voronoi ... so does anyone know any other system that works with bubbles or with tensile structures?

 

I just really need the name so that i can start to research it, but if you have a definition of the thing it would be greatly apreciated.

 

Thanks.

 

Examples of Voronoi ... I cant use that system :p 

 

 

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Here's a start:

 

http://www.grasshopper3d.com/forum/topics/bubbles-without-voronoi

 

Are you and Angela in the same class at ITESM?

Haha yeah , we are actually on the same team, But we haven't figured it out yet, we know what we want to do but we need a system, like voronoi, causewell weneedit to be unpredictable :p and without a math formula or system we just cant make it unpredictable cause then its jsut design.

 

And oh well, thanks anyways... and lol I loved taz :p

 

Hello There!

 

You can start with a sphere packing algorithm and then inflate the spheres so they push against each other and deform.

 

I've seen some sphere packing somewhere around here( perhaps using other polyedra from Geometry Gym) and I'm not sure if Kangaroo allows you to inflate spheres, one for Daniel!

 

Cheers

 

Evert

 

EDIT, it is actually possible, Have a look a This

Hi there :D and yeah thats a neat idea I´ll check it out :3

 

Thanks.

Hey there Evert... I was wondering where can I get Kangaroo? because I wanted to try it, but i just cant find it, for all i know its still unfinished.

 

But since you mentioned it to me :p , anyways thanks .

Hi Juan Alberto,

 

Kangaroo has its own group here in the Grasshopper forum (home page bottom right) alternatively you can get it here

 

BTW, because soap bubbles are minimal surfaces, you could simulate something similar using a minimal surfaces approach, that is to say that they have mean curvature equal to zero, google it to find out more about it and also look for the double bubble problem.

Cheers

Evert

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