On Fri, 3 Aug 2012, John Peterson wrote:
> You are mistaken. The quadrature points on the face of the tet will
> not coincide with the nodes of the tet unless you are using
> trapezoidal quadrature.
>
> But I don't think the DirichletBoundary class of Introduction ex4 does
> quadrature. It sets
On Fri, Aug 3, 2012 at 1:13 PM, Onur Solmaz wrote:
> That is what I tried at first, since the quadrature points are the vertices
> of the tetrahedra (If I'm not mistaken).
You are mistaken. The quadrature points on the face of the tet will
not coincide with the nodes of the tet unless you are us
On Fri, Aug 3, 2012 at 2:10 AM, Onur Solmaz wrote:
>
> The problem is that the example (I think) uses the exact solution function
> to impose boundary conditions in the element loop. I couldn't figure out a
> workaround, so I am asking here, how can I impose nodal boundary conditions
> in the asse
Hi
I am having trouble writing a modified version of the assembly function of
Introduction Ex 4. Example 4 demonstrates the method to solve the Poisson
equation.
My domain consists of a 3D unstructured mesh with tetrahedral elements. I
haven't experienced any problems converting my data structures
