sPDE Struct Reference
[PDE class]

Class PDE: Definition. More...

#include <pde.h>

List of all members.

Public Attributes
int	dim
	User-supplied - Manifold intrinsic dim (determined by mesh).
int	dimII
	User-supplied - Manifold imbedding dim (determined by mesh).
int	vec
	User-supplied - Product dim (unknowns per spatial point).
int	sym [MAXV][MAXV]
	User-supplied symmetry/nonsymmetry of bilinear form: sym[i][j]=0 ==> nonsym bilinear form sym[i][j]=1 ==> sym bilinear form sym[i][j]=2 ==> sym image of block in upper triangle (2 requires i>j).
double	est [MAXV]
	User-supplied - error estimator weights.
int	bmap [MAXV][VMAX_BDTYPE]
	User-supplied - boundary type (re)mapping.
void(*	initAssemble )(struct sPDE *thee, int ip[], double rp[])
	Once-per-assembly/element/face/point initialization.
void(*	initElement )(struct sPDE *thee, int elementType, int chart, double tvx[][3], void *data)
	Once-per-assembly/element/face/point initialization.
void(*	initFace )(struct sPDE *thee, int faceType, int chart, double tnvec[])
	Once-per-assembly/element/face/point initialization.
void(*	initPoint )(struct sPDE *thee, int pointType, int chart, double txq[], double U[], double dU[][3])
	Once-per-assembly/element/face/point initialization.
void(*	Fu )(struct sPDE *thee, int key, double F[])
	Nonlinear/bilinear strong/weak forms defining PDE and linearization.
double(*	Ju )(struct sPDE *thee, int key)
	Nonlinear/bilinear strong/weak forms defining PDE and linearization.
double(*	Fu_v )(struct sPDE *thee, int key, double V[], double dV[][3])
	Nonlinear/bilinear strong/weak forms defining PDE and linearization.
double(*	DFu_wv )(struct sPDE *thee, int key, double W[], double dW[][3], double V[], double dV[][3])
	Nonlinear/bilinear strong/weak forms defining PDE and linearization.
double(*	p_wv )(struct sPDE *thee, int key, double W[], double V[])
	Nonlinear/bilinear strong/weak forms defining PDE and linearization.
void(*	delta )(struct sPDE *thee, int type, int chart, double txq[], void *data, double F[])
	Delta functions, Dirichlet boundary condition, analytical solution.
void(*	u_D )(struct sPDE *thee, int type, int chart, double txq[], double F[])
	Delta functions, Dirichlet boundary condition, analytical solution.
void(*	u_T )(struct sPDE *thee, int type, int chart, double txq[], double F[], double dF[][3])
	Delta functions, Dirichlet boundary condition, analytical solution.
void(*	bisectEdge )(int dim, int dimII, int edgeType, int chart[], double vx[][3])
	Bisect edge rule (for refinement) and the chart unification routine.
void(*	mapBoundary )(int dim, int dimII, int vertexType, int chart, double vx[3])
	Bisect edge rule (for refinement) and the chart unification routine.
int(*	markSimplex )(int dim, int dimII, int simplexType, int faceType[4], int vertexType[4], int chart[], double vx[][3], void *data)
	Bisect edge rule (for refinement) and the chart unification routine.
void(*	oneChart )(int dim, int dimII, int objType, int chart[], double vx[][3], int dimV)
	Bisect edge rule (for refinement) and the chart unification routine.
int(*	simplexBasisInit )(int key, int dim, int comp, int *ndof, int dof[])
	Trial and test space bases evaluation routine.
void(*	simplexBasisForm )(int key, int dim, int comp, int pdkey, double xq[], double basis[])
	Trial and test space bases evaluation routine.
void *	user
	To allow user to hang problem-specific variables off PDE structure.

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Detailed Description

Class PDE: Definition.

Author:

Michael Holst

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The documentation for this struct was generated from the following file:

• pde.h