Full Version: Voronoi Script or plugin

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Cool Marco, Finema and danperk!

Hi Michael,

> One way to do this is to create one point object on the curve (anywhere on a closed curve or at one end of an open curve) using > Draw curve > More > Pt and then select the point you just created and replicate it along the curve using Transform > Array > > > Curve.

Oh Michael, i think you opened up tons of possibilities for us now, with this cool tip... :-)

I just used this for a Voronoi Text example were i increased the points to get a nicer text pattern.

Combining this now with extrusions and NSided caps and later bringing it into ZBrush, for
example, should bring up lot of cool things not seen before, when it comes to 3D text models
renderings... :-)

Regards
Stefan

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I mean something like this, not finished of course.

But IMHO the pattern looks now nicer, because of the evenly
spaced denser points.



Regards
Stefan

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A new font! :)

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He he, yes this could be an interesting field to be more explored...

But i think when i do this i have to much geometry with caps etc., for my little iMac.

So i do now first tests with math related doodles, without caps, to keep the polygon count low in MoI.

Regards
Stefan

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I've noticed that pre-selected points do not have to be in the z = 0 plane.
The voronoi script seems to ignore the z values (?) of the points, and treat them as if they were in the z = 0 plane.

- Brian

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Works great!

Thanks Michael!

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My first math related Voronoi doodle with Max's script and Michael's tip, a Fermat spiral.



Regards
Stefan

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Will be suitable for stained glass! ;)

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Does it possible to strain the number of sides of polygons ?
so 4 will done only quadrangles, 5 hexagons etc...

for some connexion with this sort of thing! ;)

http://www.tsg.ne.jp/TT/cg/TachiFreeformOrigami2010.pdf

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Hi Pilou,

thanks!

having so much fun With Max's script and Michael's tip. :-)



> Does it possible to strain the number of sides of polygons ?
> so 4 will done only quadrangles, 5 hexagons etc...

Voronoi is the dual of Delaunay Triangulation.

You will have to experiment a bit with drawing some triangles to understand how Voronoi works.

Regards
Stefan

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Hello mat10X.

Thanks.


@You "...how are you going from control points to the individual points on the curve/path to create the Voronoi?..."

Simply!
With one of the amazing scripts made by Max Smirnov! : PointsOnCurve

Grab it here : http://moi.maxsm.net/media/files/

This is the script you need :



Ciao!

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Hi Finema!

Very cool!!!

This the kind of CG style a really like :)

Bravo!

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Hi SBEECH!

Very nice!

I too want to experiment something like that, but using voxels in 3D-Coat.

Maybe tomorrow I will post some test render.

Ciao!

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Hello Stefan!

@You "...He he, yes this could be an interesting field to be more explored......"

Oh yeah! Almost endless exploration ;)

Very cool this kind of "Text Voronoi art"!! Very cool!!

A sort of...."specialized branch" of very nice "industrial design" IMHO.

Thanks a lot!

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Hi Marco,

yes, lot's of things can be explored, thanks to Max! :-)

Regards
Stefan

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Hi Pilou,

> You will have to experiment a bit with drawing some triangles to understand how Voronoi works.

As a little test you can try the following, draw some random connected triangles and use Michael's
Circumcenter script. Once you have the points connect them with straight lines and voilá you have
a Voronoi Diagram over you triangles. :-) You can use of course Max's Voronoi script, but this way
you see the process better.

Regards
Stefan

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"Simply!
With one of the amazing scripts made by Max Smirnov! : PointsOnCurve"

Of course...Max!

Works like a charm. Michael's suggestion also works very well. Good to know the base manual operation. Getting spoiled with these amazing scripts.

Thanks Marco (Max and Michael)!

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Hi all,

last doodle for today. :-)



Regards
Stefan

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Hi Stefan, those would make nice stained glass or mosaics!

- Michael

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Hi Michael,

thank you! I may do small pieces from some of them later, to print out in color
on our 3D printer at work.

Can't wait what Marco and all others will come up with!

Regards
Stefan

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