On Jul 7, 2012, at 12:10 PM, crdueck wrote:

> great resources guys, thanks very much. I have lots of reading to do now. 
> 
> Also, currently the rt_sketch_tess function doesnt (really) exist. I'm not 
> sure what kind of outputs the rt_*_tess functions are supposed to provide, 
> but would I be able to use it in the analysis functions to determine area or 
> would I need a specific tesselation function for that purpose? If the output 
> is usable to determine the area I could write the general tesselation 
> function first and then continue work on analyzing a sketch.

The rt_*_tess() functions produce a *polygonal* (not necessarily triangles) 
approximation of an object with topology preserved. That is to say that a box 
(arb8), for example, is turned into a six rectangular faces stitched together.  
For most of the curved surfaces (e.g., ell), I believe it spits out triangles.  
From our API persepctive, tess() does imply polygonal tessellation whereas I 
was suggesting non-polygonal tessellation for computing area.

Note that if you successfully implement non-polygonal tessellation, it'd then 
be trivial to derive a polygonal approximation for tess().  Not to mention lots 
of people would love you since users could import sketch extrusions via dxf-g 
and then export them as polygons for other purposes.. :)

Cheers!
Sean



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