Interviewer - "So, how did you come up with the shape of the roof?" Sir Norman Foster - "Well, we just discovered this reallly cool command in rhino called 'patch', you know..."
On Mar 31, 12:23 pm, Claudio <claudioarch...@gmail.com> wrote: > Hi David, > > Can you please be more specific, In which cases this can be possible? > I'm also iterested in diving a surface with identical panels. Please > refer to this article for an exemple > :http://www.detail.de/rw_5_Archive_En_HoleArtikel_5990_Artikel.htm > And the architects website > :http://www.fosterandpartners.com/Projects/1276/Default.aspx > > In this case the roof has been divided with a glass pane responding to > a very simple rule called Tetragonal crystal system. (http:// > en.wikipedia.org/wiki/Tetragonal_crystal_system). I guess the > curvature of the surface is a critical parameter in this case. > > I'll be more then happy to continue this subject > > Thank you all > > On Mar 30, 4:06 pm, David Rutten <da...@mcneel.com> wrote: > > > Hi Steve, > > > creating a filling pattern with identical panels is only possible in a > > very small subset of cases. > > It's also impossible to create a closed pattern of hexagons on a > > freeform surface, unless you allow the hexagons to be non-symmetrical. > > > -- > > David Rutten > > da...@mcneel.com > > Robert McNeel & Associates > > > On Mar 30, 2:35 am, Steve Townsend <stownsend_...@hotmail.com> wrote: > > > > Hi, I am very new to grasshopper and beginning to get my head around > > > how to do things. > > > > The main thing I am trying to achieve is a curving surface made up of > > > a hexagonal grid (or even better equillateral triangles) that > > > redefines itself when the surface changes shape. > > > > An example of the sort of thing i wish to > > > achieve:http://3.bp.blogspot.com/_pYWndsXyWeQ/Sb3_MS2utmI/AAAAAAAAChw/Z7dZW1y... > > > > I have followed the diagrid and panelling tutorials in the primer but > > > I need to create a grid where all panels are of identical size. > > > > Please could someone point me in the right direction of a way in which > > > I might achieve this? Does anyone know of any tutorials along these > > > lines? > > > > Many thanks, > > > > Steve Townsend
