I try to scale a distributed vector (LinearAlgebraTrilinos::MPI::Vector) by
another vector which contents are set based on masks. I tried to use the
following code:
const FEValuesExtractors::Vector surface_N(Free_Carrier_Density);
const FEValuesExtractors::Vector surface_TE(Electron_Temperature);
const FEValuesExtractors::Vector surface_TL(Lattice_Temperature);
const ComponentMask surface_N_mask = fe.component_mask(surface_N);
const ComponentMask surface_TE_mask = fe.component_mask(surface_TE);
const ComponentMask surface_TL_mask = fe.component_mask(surface_TL);
std::vector<bool> TE_value_mask(dof_handler.n_locally_owned_dofs()),
TL_value_mask(dof_handler.n_locally_owned_dofs()),
N_value_mask(dof_handler.n_locally_owned_dofs());
DoFTools::extract_dofs(dof_handler, surface_N_mask, N_value_mask);
DoFTools::extract_dofs(dof_handler, surface_TE_mask, TE_value_mask);
DoFTools::extract_dofs(dof_handler, surface_TL_mask, TL_value_mask);
LinearAlgebraTrilinos::MPI::Vector unified_add_vector(dof_handler.
locally_owned_dofs(), mpi_communicator);
LinearAlgebraTrilinos::MPI::Vector unified_mult_vector(dof_handler.
locally_owned_dofs(), mpi_communicator);
for(size_t i = 0; i < N_value_mask.size(); ++i)
{
if(N_value_mask[i])
{
unified_mult_vector(i) = (unified_max_N_value -
unified_min_N_value) * unified_N_value;
unified_add_vector(i) = unified_N_value;
}
}
for(size_t i = 0; i < TE_value_mask.size(); ++i)
{
if(TE_value_mask[i])
{
unified_mult_vector(i) = (unified_max_TE_value -
unified_min_TE_value) * unified_TE_value;
unified_add_vector(i) = unified_TE_value;
}
}
for(size_t i = 0; i < TL_value_mask.size(); ++i)
{
if(TL_value_mask[i])
{
unified_mult_vector(i) = (unified_max_TL_value -
unified_min_TL_value) * unified_TL_value;
unified_add_vector(i) = unified_TL_value;
}
}
//scaled_solution.scale(unified_mult_vector);
unified_add_vector.add(scaled_solution, true);
scaled_solution = unified_add_vector;
Nevertheless, unlike with .add() there is no such option for
.mult-functions, allowing me to multiply a distributed vector to another
distributed vector, elementwise. What can I use instead?
Or is the whole approach wrong?
Thanks!
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