Our project comes from some diferent people, and some diferent independent reserche
but we tried to make something with that...

Again some image of this essay

Here is the plan of the algorithme...

Here is a smale experimental project for a Wine expisition in the Lavau region

Here is the final model of our semester

here the panel is fixed between the three other elements

The system with other materials and other dimensions

This developement is based on a loop in order to make a growing system

Here the chosen system links the three directions on the same line

Closing the system with planar hexagones

The assemblage has for each module a diferent angle in order to create free forms

Here it's possible to create a double curved surface with always the same module

Here is some images that shows the developement of our project

http://www.math.tu-berlin.de/geometrie/GI08/slides/Pottmann.pdf

http://www.geometrie.tugraz.at/events/poly/wang_strobl07.pdf

http://i.cs.hku.hk/~wenping/P_Hex/TR-2008-13.pdf

This on is for a
Geometry of Multi-layer Freeform Structures for Architecture
http://www.math.tu-berlin.de/~bobenko/Papers/parallel.pdf

Hi!
We are working on a planar hexagonal clading, and I found an article that deals with simple curvature. That's realy interesting.
http://www.dmg.tuwien.ac.at/pottmann/2008/panels08/paper_docs/panels.pdf

Is that possible to make a 3 points splin or polyline between each point "x" that comes from three diferents boxes or list?
The problem is that the tool spline with "3" points doesn't exist and that I don't know how to organise all those points...

HELP

This thing is supposed to be a beautiful structure

Does someone has a solution?

Here is a fiberglass textile.

I think that this material is able to help any other materials to support a strong tension