/**
* A pointer to the normal vectors at faces.
- **/
+ */
const Tensor<1,dim,VectorizedArray<Number> > *normal_vectors;
/**
* A pointer to the normal vectors times the jacobian at faces.
- **/
+ */
const Tensor<1,dim,VectorizedArray<Number> > *normal_x_jacobian;
/**
/**
* Flag holding information whether a face is an interior or exterior face
* according to the defined direction of the normal. Not used for cells.
- **/
+ */
bool is_interior_face;
/**
* the fabric, it may be faster to not overlap and wait for the data to
* arrive. The default is true, i.e., communication and computation are
* overlapped.
- **/
+ */
bool overlap_communication_computation;
/**
* MatrixFree should have access to all neighbors on locally owned cells,
* this option enables adding the respective faces at the end of the face
* range.
- **/
+ */
bool hold_all_faces_to_owned_cells;
/**
QTelles<dim>::QTelles (
const Quadrature<1> &base_quad, const Point<dim> &singularity)
:
-/**
-* We need the explicit implementation if dim == 1. If dim > 1 we use the
-* former implementation and apply a tensorial product to obtain the higher
-* dimensions.
-**/
+ // We need the explicit implementation if dim == 1. If dim > 1 we use the
+ // former implementation and apply a tensorial product to obtain the higher
+ // dimensions.
Quadrature<dim>(
dim == 2 ?
QAnisotropic<dim>(
QTelles<dim>::QTelles (
const unsigned int n, const Point<dim> &singularity)
:
-/**
-* In this case we map the standard Gauss Legendre formula using the given
-* singularity point coordinates.
-**/
+ // In this case we map the standard Gauss Legendre formula using the given
+ // singularity point coordinates.
Quadrature<dim>(QTelles<dim>(QGauss<1>(n), singularity))
{}
QTelles<1>::QTelles (
const Quadrature<1> &base_quad, const Point<1> &singularity)
:
-/**
-* We explicitly implement the Telles' variable change if dim == 1.
-**/
+ // We explicitly implement the Telles' variable change if dim == 1.
Quadrature<1>(base_quad)
{
- /**
- * We define all the constants to be used in the implementation of
- * Telles' rule
- **/
+ // We define all the constants to be used in the implementation of
+ // Telles' rule
const double eta_bar = singularity[0] * 2. - 1.;
const double eta_star = eta_bar * eta_bar - 1.;
double gamma_bar;