Pasha,
First of all: The sum of values in the right-hand side vector only
corresponds to a sum of values of the represented right-hand side function,
if you use interpolating Finite Elements (such as FE_Q).
Furthermore, you have to be sure that you are really interested in the
values and not in the integral over the boundary or something similar.
Apart from the last issue you mentioned, your approach seems to be correct
but is not really efficient.
For summing up all the values in the right-hand side vector corresponding
to degrees of freedom on the boundary, you would just want to use your
inner part with small modifications:
dealii::IndexSet::ElementIterator index = in_set.begin(),
dealii::IndexSet::ElementIterator endind = in_set.end();
dealii::IndexSet locally_owned_dofs =
dof_handler.locally_owned_dofs();
for (; index!=endind; ++index)
{
dealii::types::global_dof_index gdi = *index;
// check if this DoF is locally owned
if (locally_owned_dofs.is_element(gdi))
local_load -= saved_residual(gdi);
}
Note that checking whether the DoF is locally owned, you circumvent the
problem of taking the same DoF in to account multiple times on different
MPI processes.
Best,
Daniel
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