try
Tetrakaidecahedron and Dodecahedron, wich have different kind of faces, hexagons and pentagons (Tetrakaidecahedron) and only pentagons (Dodecahedron)
With galapagos is quite easy to test different types of unions, but i have just been able to connect Tetrakaidecahedron with Tetrakaidecahedron, or Dodecahedron with Dodecahedron.
When i try to use both geometries, galapagos tries to connect hexagons and pentagons, so some unions wont work at all.
I think i have to list out hexagons so they onley connect with hexagons, but i have not been able to do it using galapagos
here you can find what i have at the moment
any advice is appreciated.
best
mario…
Added by MARIO VERGARA at 1:01pm on September 3, 2010
80%93Clark_subdivision_surface
and here is the image I got the weights properly, but it seems that weights equation for the original vertex is more like :
(F+2R+(3/n)P)/n
F=face center's average
R = edge center's average
P = original point
n = number of faces at P
using wikipedia notation.
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