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 From:  boatstalker
1258.5 In reply to 1258.3 
Hi jbshorty

So Smurf works by enabling you to project polylines on a mesh surface and you can subsequenly loft and/or network these polylines and thus recreate the mesh object as an object made of NURBS patches?
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 From:  boatstalker
1258.6 In reply to 1258.5 
By the way, Li Wan-Chiu has written a Ph.D. thesis on the automatic conversion of triangle meshes to rectangular spline surfaces....

Here is the link:

http://alice.loria.fr/php/article.php?pub=../publications/papers/2006/wan_chiu_li_phd_thesis

http://alice.loria.fr/php/article.php?pub=../publications/papers/2006/TOG_pgp

Hope you enjoy,

All the best,

Boatstalker
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 From:  jbshorty
1258.7 In reply to 1258.5 
@ Boatstalker - It's something like that. I don't think Smurf adds any new functions to Rhino. It just creates a little easier time of trying to do the conversion by hand. But it's nothing which you can't do with the native Rhino tools.

jonah
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 From:  YANNADA
1258.8 
Ops sorry guys I did not notice that detail.Thanks, next time Ill read the instructions first.

Onother question for you masters, Tsplines vs Catmull-Clark SDS ? just your thoughts pls.
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 From:  boatstalker
1258.9 In reply to 1258.8 
Hi Yannada,

T-Splines is forward and backwards compatible with NURBS. That is you can convert NURBS to T-Splines AND vice versa. Basically T-Splines is a specific expression of Catmull-Clark subdivision surfaces but what makes it so beautiful is that it is also a superset of NURBS, thus it bridges these 2 variations of expressing or modeling surfaces.

Modeling with T-splines is basically like modeling with any other variation of CC subdivision surfaces. The advantage of T-Splines is that you can model something with NURBS, then convert the NURBS into T-Splines and continue to refine the shape working in the same way as you were modeling in any standard SDS modeler. Of course the workflow can be reversed in the different direction.....starting modeling something using subdivision surfaces modeling style, then convert the model to NURBS and continue working NURBS style using Booleans, lofting, sweeping and trimming.

So to summarize T-Splines is a pretty cool thing, but unfortunatly it is currently only available as a plugin for Rhino. For those of us who prefer MoI we just have to wait for a while until a plugin for our favorite application becomes available.

.....P.s. one more thing, I just received a copy of an article on extended subdivision surfaces (ESUBS) today, which is some variation of bridging NURBS and Catmull Clark SDS, similar to T-Splines, but havenĀ“t had time to read the paper yet.

But maybe (if we are lucky) we will have an ESUBS plugin for MOI in the future ;-)

EDITED: 15 Jan 2008 by BOATSTALKER

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 From:  Frenchy Pilou (PILOU)
1258.10 
an Importer / Exporter Modo / Rhino
http://www.luxology.com/whatismodo/plugins/plugin_rhino_translator.aspx
Don't know if that works with Moi :)
---
Pilou
Is beautiful that please without concept!
My Gallery

EDITED: 14 Jan 2008 by PILOU

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 From:  Michael Gibson
1258.11 In reply to 1258.10 
Hi Pilou,

you wrote:
> Don't know if that works with Moi :)

I don't think it will work with MoI since it only deals with polygon meshes and not NURBS - see this message earlier in this same thread: http://moi3d.com/forum/index.php?webtag=MOI&msg=1258.4

- Michael
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 From:  Frenchy Pilou (PILOU)
1258.12 In reply to 1258.11 
You right soon posted some posts previous ;)
---
Pilou
Is beautiful that please without concept!
My Gallery
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 From:  tyglik
1258.13 In reply to 1258.9 
Hi Boatstalker,

>>Basically T-Splines is a specific expression or subset of Catmull-Clark subdivision surfaces
>>but what makes it so beautiful is that it is also a subset of NURBS


quote:

T-Splines are truly a proper superset of NURBS [...]. Given two sets A and B, A is said to be a proper superset of B if every element of B is contained in A, and there exists at least one element in A that is not in B. By this basic definition, it is clear that the set of all T-Splines is a proper superset of the set of all NURBS, because every NURBS is a special case of a T-Spline, but not all T-Splines are NURBS. [Tom Sederberg, T-Splines, Inc.]

Petr
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 From:  jbshorty
1258.14 In reply to 1258.13 
That's correct. The T-splines people say that it's able to duplicate any nurbs surface exactly, and any catmull-clark surface exactly. This of course must be under the right conditions, and with enough CPU power to handle complex objects. A t-spline is probably carrying more overhead than either Nurbs or Subd...

jonah
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 From:  boatstalker
1258.15 In reply to 1258.13 
Hi Tyglik,

Thanks for correcting my errors. Guess I need to do my homework more properly ;-)

Anyway, for those interested in the topic of the convergence of NURBS and SDS the article on extended subdivision surfaces is higly recommended. It seems like ESUBS offer even more possibilities than T-NURCC surfaces (t-splines).
Here is the link:

http://portal.acm.org/citation.cfm?id=1138455

Happy modeling!!!
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