Initiate

Initiate an instance of reference element

Interface

܀ Interface
️܀ See example
↢

INTERFACE
  MODULE SUBROUTINE refelem_Initiate(obj, nsd, baseContinuity, baseInterpol)
    CLASS(AbstractRefElement_), INTENT(INOUT) :: obj
    INTEGER(I4B), INTENT(IN) :: nsd
      !! Spatial dimension of element
    CHARACTER(*), INTENT(IN) :: baseContinuity
      !! Continuity or Conformity of basis function.
      !! H1 * Default
      !! HDiv
      !! HCurl
      !! DG
    CHARACTER(*), INTENT(IN) :: baseInterpol
      !! Basis function family used for interpolation
      !! LagrangeInterpolation, LagrangePolynomial
      !! SerendipityInterpolation, SerendipityPolynomial
      !! HierarchyInterpolation, HierarchyPolynomial
      !! OrthogonalInterpolation, OrthogonalPolynomial
      !! HermitInterpolation, HermitPolynomial
  END SUBROUTINE refelem_Initiate
END INTERFACE

baseInterpol

It represents the basis function family used for interpolation. Following values are possible:

LagrangeInterpolation
LagrangePolynomial
Lagrange
SerendipityInterpolation
Serendipity
HierarchyInterpolation
HierarchyPolynomial
Hierarchy
OrthogonalInterpolation
OrthogonalPolynomial
Orthogonal
HermitInterpolation
HermitPolynomial
Hermit

PROGRAM main
USE easifemBase
USE easifemClasses
IMPLICIT NONE
TYPE(RefTetrahedron_) :: obj
CALL obj%Initiate(nsd=3, baseInterpol="Lagrange", baseContinuity="H1")
CALL Display(obj%MdEncode(), "")
END PROGRAM main

See results


Element type	Tetrahedron4
Xidimension	3
NSD	3
tPoints	4
tLines	6
tSurfaces	4
tVolumes	1
BaseContinuity	H1
BaseInterpolation	LagrangeInterpolation

Nodal Coordinates:


x	1	0	0
y	0	1	0
z	0	0	1

PointTopology( 1 ) :


Element type	Point1
Xidimension	0
Nptrs	1

PointTopology( 2 ) :


Element type	Point1
Xidimension	0
Nptrs	2

PointTopology( 3 ) :


Element type	Point1
Xidimension	0
Nptrs	3

PointTopology( 4 ) :


Element type	Point1
Xidimension	0
Nptrs	4

EdgeTopology( 1 ) :


Element type	Line2
Xidimension	1
Nptrs	1	2

EdgeTopology( 2 ) :


Element type	Line2
Xidimension	1
Nptrs	1	3

EdgeTopology( 3 ) :


Element type	Line2
Xidimension	1
Nptrs	1	4

EdgeTopology( 4 ) :


Element type	Line2
Xidimension	1
Nptrs	2	3

EdgeTopology( 5 ) :


Element type	Line2
Xidimension	1
Nptrs	2	4

EdgeTopology( 6 ) :


Element type	Line2
Xidimension	1
Nptrs	3	4

FaceTopology( 1 ) :


Element type	Triangle3
Xidimension	2
Nptrs	1	3	2

FaceTopology( 2 ) :


Element type	Triangle3
Xidimension	2
Nptrs	1	2	4

FaceTopology( 3 ) :


Element type	Triangle3
Xidimension	2
Nptrs	1	4	3

FaceTopology( 4 ) :


Element type	Triangle3
Xidimension	2
Nptrs	2	3	4

CellTopology( 1 ) :


Element type	Tetrahedron4
Xidimension	3
Nptrs	1	2	3	4

Interface​

Interface