>
>
>
> One other thought: do you have some O(h) stabilization terms present?
> Then if you aren't refining the grid they don't get smaller...
>
>
There is a GLS stabilization term with the typical tau matrix. I have
experimented with different tau definitions, but get the same behavior.
Essentially, almost all definitions in 1-D have the form
(sum_{i=1,n_shape_funcs} | a dNi/dx | ) ^-1
where N is the shape function and 'a' is the velocity. The numeric value of
this expression reduces as the polynomial order is increased. So, I think
that the influence of the polynomial order is included in the stabilization
matrix.
Manav
------------------------------------------------------------------------------
AlienVault Unified Security Management (USM) platform delivers complete
security visibility with the essential security capabilities. Easily and
efficiently configure, manage, and operate all of your security controls
from a single console and one unified framework. Download a free trial.
http://p.sf.net/sfu/alienvault_d2d
_______________________________________________
Libmesh-users mailing list
[email protected]
https://lists.sourceforge.net/lists/listinfo/libmesh-users
