2d-equations mapped on uv-coordinate-system of surface

hi there...
how would i approach an asymmetrical triangular mesh development based on surfaces?...
i know i can analyze existing surfaces giving me single or multiple uv-points on a particular surface which could then be used for further geometry development... but my particular interest is: is it possible to use a list of points as input instead or even algorithmic approaches with the use of 2d-equations that map onto the uv-coordinate-system of that particular surface? can anyone give me a hint?
greetings
ante

Replies to This Discussion

Permalink Reply by Dirk Anderson on July 6, 2009 at 7:51pm

You can plot 2d points onto a surface using the Evaluate Surface component. The bounds of the 2d points ((min / max) x, (min / max) y) need to correspond to the surface domain ((min / max) u, (min / max) v) in order for you to map successfully on the surface.

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