the geotrans_interpolation_context structure is passed as the argument of geometric transformation interpolation functions. More...

#include <bgeot_geometric_trans.h>

Inherited by getfem::fem_interpolation_context.

Public Member Functions
const base_node &	xref () const
	coordinates of the current point, in the reference convex.

const base_node &	xreal () const
	coordinates of the current point, in the real convex.

const base_node &	cv_center () const
	coordinates of the center of the real convex.

const base_matrix &	K () const
	See getfem kernel doc for these matrices.

const base_matrix &	G () const
	matrix whose columns are the vertices of the convex

scalar_type	J () const
	get the Jacobian of the geometric trans (taken at point `xref()` )

void	set_ii (size_type ii__)
	change the current point (assuming a geotrans_precomp_ is used)

void	set_xref (const base_node &P)
	change the current point (coordinates given in the reference convex)

Protected Attributes
base_node	xreal_
	reference point

const base_matrix *	G_
	transformed point

base_node	cv_center_
	pointer to the matrix of real nodes of the convex

base_matrix	K_
	real center of convex (average of columns of G)

pgeometric_trans	pgt_
	see documentation (getfem kernel doc) for more details

size_type	ii_
	if pgp != 0, it is the same as pgp's one

scalar_type	J_
	index of current point in the pgp

base_matrix	PC
	Jacobian.

Detailed Description

the geotrans_interpolation_context structure is passed as the argument of geometric transformation interpolation functions.

This structure can be partially filled (for example the xreal will be computed if needed as long as pgp+ii is known). See also fem_interpolation_context in getfem_fem.h. The name of member data, and the computations done by this structure are heavily described in the GetFEM++ Kernel Documentation.

Definition at line 406 of file bgeot_geometric_trans.h.

The documentation for this class was generated from the following files:

src/getfem/bgeot_geometric_trans.h
src/bgeot_geometric_trans.cc

Public Member Functions

Protected Attributes

Detailed Description