yade-users team mailing list archive
-
yade-users team
-
Mailing list archive
-
Message #00732
Re: Any idea to calculate the total nooverlapping volume of the particle assembly?
> Are the 3 cases enough? Since there is possibility that the 3 spheres
> share one area (volume in 3D) and a cubic corner will also intersect
> with them, then the situation will be very complicated, it is not just
> a sphere cap, I attached a figure (intersection.gif) about this, a
> possible solution might through Alpha-shape theory as described below:
>
> http://cnx.org/content/m11616/latest/
>
> However, whether this theory is able to handle the cubic intersection
> is unknown, although possible. So currently I still think the sampling
> method might be the "best" solution:-|
>
I know it is simplified. But if the overlap size is (much) smaller than
radii of spheres (which is a condition for DEM convergence, I think),
you cannot get 3 spheres sharing 1 point. And if you create the boxes
such that they encompass the red volume while stretching further away a
bit, you will never get sphere being punched by the box edge as you
pictured.
I bet this method would be quite fast (at least compared to sampling),
while being comparably o even more precise. But that's just feeling; try
out both and you will see.
Vaclav
_______________________________________________
Yade-users mailing list
Yade-users@xxxxxxxxxxxxxxxx
https://lists.berlios.de/mailman/listinfo/yade-users
Follow ups
References
-
Problem with g++ version ????
From: Lionel Favier, 2007-11-13
-
Re: Problem with g++ version ????
From: Václav Šmilauer, 2007-11-14
-
Re: Problem with g++ version ????
From: Janek Kozicki, 2007-11-14
-
Any idea to calculate the total no overlapping volume of the particle assembly?
From: Chen, Feng, 2007-11-16
-
Re: Any idea to calculate the total no overlapping volume of the particle assembly?
From: Václav Šmilauer, 2007-11-16
-
Re: Any idea to calculate the total nooverlapping volume of the particle assembly?
From: Chen, Feng, 2007-11-16
-
Re: Any idea to calculate the total nooverlapping volume of the particle assembly?
From: milauer <eudoxos@xxxxxxxx>, 2007-11-19
-
Re: Any idea to calculate the total nooverlapping volume of the particle assembly?
From: Chen, Feng, 2007-11-19