yade-dev team mailing list archive
-
yade-dev team
-
Mailing list archive
-
Message #04784
Re: triaxial test with membrane
-
To:
yade-dev@xxxxxxxxxxxxxxxxxxx
-
From:
Janek Kozicki <janek_listy@xxxxx>
-
Date:
Fri, 4 Jun 2010 21:51:11 +0200
-
Face:
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
-
In-reply-to:
<4C095254.70607@hmg.inpg.fr>
Bruno Chareyre said: (by the date of Fri, 04 Jun 2010 21:21:56 +0200)
> > To detect spheres that touch the membrane I will do a Delaunay
> > triangulation of whole sample, with extra four points added.
> >
> This is already implemented in Yade, with weighted "radical" Delaunay.
> See e.g. volumicContactLaw or TesselationWrapper::addBoundingPlanes,
> where bounding planes are spheres of very big radius far away from the
> packing (distance=radius).
>
> > I suppose that eigen has Delaunay triangulation.
> No, eigen is only for basic linear algebra, but you can use CGAL.
>
> http://www.cgal.org/Manual/latest/doc_html/cgal_manual/Triangulation_3/Chapter_main.html
> http://www.cgal.org/Manual/latest/doc_html/cgal_manual/Triangulation_3_ref/Chapter_intro.html
so it is good that I have asked :) Thanks for the pointers, after I
read that I will have more questions. I want to go in this direction,
instead of doing minkowski sum.
I wonder how we could later merge that with your whole triaxial test.
A reminder - my goal here is to obtain an inclined localization due to
shearing.
--
Janek Kozicki http://janek.kozicki.pl/ |
References