// on the face.
//
// In addition to the cell matrix
- // ``ui_vi_matrix'' this function gets
- // a new argument ``ue_vi_matrix'',
- // that stores contributions to the
- // system matrix that are based on
- // outer values of u, see $\hat u_h$
- // in the introduction, and inner
- // values of v, see $v_h$. Here we
- // note that ``un'' is the short
- // notation for ``u_neighbor'' and
- // represents $\hat u_h$.
+ // ``ui_vi_matrix'' this function
+ // gets a new argument
+ // ``ue_vi_matrix'', that stores
+ // contributions to the system matrix
+ // that are based on exterior values
+ // of $u$ and interior values of
+ // $v$. Here we note that ``ue'' is
+ // the short notation for ``u
+ // exterior'' and represents $u_h^-$,
+ // see the introduction.
template <int dim>
void DGTransportEquation<dim>::assemble_face_term1(
const FEFaceValuesBase<dim>& fe_v,
// ``ui_ve_matrix'' and
// ``ue_ve_matrix'' that will store
// contributions due to terms
- // involving u and vn as well as un
- // and vn.
+ // involving ui and ve as well as ue
+ // and ve.
template <int dim>
void DGTransportEquation<dim>::assemble_face_term2(
const FEFaceValuesBase<dim>& fe_v,