>
> How far non-local and how sparse are you talking? If i and j are on
> neighboring elements we have some options for automatically expanding
> the Jacobian that far. If i and j might be halfway across the mesh
> then support is more limited and potentially much more expensive.
I basically ha
>
> How far non-local and how sparse are you talking? If i and j are on
> neighboring elements we have some options for automatically expanding
> the Jacobian that far. If i and j might be halfway across the mesh
> then support is more limited and potentially much more expensive.
I basically ha
On Tue, 29 Sep 2015, Harshad Sahasrabudhe wrote:
> I'm solving a system of equations in which I need non-local contributions
> to the Jacobian, as in Ke(i,j) where i and j are dof indices which might
> not be on the same element. Can this be done in NonlinearImplicitSystem? If
> yes, then how is
