ARPACK
AbstractBC
AbstractBasis
AbstractDomain
AbstractFE
AbstractField
AbstractFile
AbstractFluidMech
AbstractFunction
AbstractKernel
AbstractLinSolver
AbstractMaterial
AbstractMaterialModel
AbstractMatrixField
AbstractMesh
AbstractMeshField
AbstractNodeField
AbstractOrthopol1D
AbstractOrthoSpace1D
AbstractPolySpace1D
AbstractPolySpace2D
AbstractPolySpace3D
AbstractRefElement
AbstractSolidMech
AbstractSteadyStokes
AppendUtility
ApproxUtility
ArangeUtility
AssertUtility
BLAS95
BinomUtility
BlockMatrixField
BlockNodeField
BlockNodeFieldLis
BoundingBox
CPUTime
CSRMatrix
CSRSparsity
CSVFile
Chebyshev1
ChebyshevFirst1D
ChebyshevSpace1D
CommandLine
ContractionUtility
ConvectiveMatrix
ConvertUtility
DOF
DeformationGradient
DiagUtility
DiffusionMatrix
DirichletBC
Display_Method
DistributedVector
Domain
DomainConnectivity
EasyPlPlot
EdgeData
EigenUtility
ElasticNitscheMatrix
Element
ElemshapeData
ExceptionHandler
EyeUtility
FEDOF
FEDomain
FEDomainConnectivity
FEMatrix
FEMesh
FEVariable
FacetMatrix
FacetMatrix
Files
FiniteElement
ForceVector
FortranFile
GTK4
Geometry
GlobalData
GmshAPI
GridPointUtility
HDF5File
HashTables
HashingUtility
HeadUtility
HeatTransferPM
Hexahedron
HierarchicalFE
InputUtility
IntVector
IntegerUtility
InterpolationUtility
InvUtility
IterationData
Jacobi1D
Jacobi
JacobiSpace1D
Kdtree2
Lagrange1D
Lagrange2D
LagrangeFE
LagrangePolynomialUtility
Lapack95
LeftCauchyGreen
Legendre
LinSolver
LinSolverLis
Line
LinearAlgebraUtility
LinearElasticModel
LinearStaticCDR
LisLinSolver
Lobatto
MSHFile
MappingUtility
MassMatrix
MatrixField
MatrixFieldLis
MdEncode
Mesh
MeshData
MeshSelection
Monomial1D
Monomial2D
Monomial3D
MovingMesh
MultiIndices
NeumannBC
NewtonianFluidModel
NitscheBC
Orthogonal
PLPlot
ParameterList
Polynomial1D
Polynomial2D
Polynomial3D
Polynomial Factory
PolynomialUtility
Prism
ProductUtility
PushPopUtility
Pyramid
Quadrangle
QuadraturePoint
Rank2Tensor
Raylib
RealMatrix
RealVector
ReallocateUtility
RecursiveNode
RefHexahedron
RefLine
RefPrism
RefPyramid
RefQuadrangle
RefTetrahedron
RefTriangle
ReferenceElement
ReferenceHexahedron
ReferenceLine
ReferencePoint
ReferencePrism
ReferencePyramid
ReferenceQuadrangle
ReferenceTetrahedron
ReferenceTopology
ReferenceTriangle
RightCauchyGreen
STConvectiveMatrix
STDiffusionMatrix
STElemshapeData
STMassMatrix
STScalarField
STScalarFieldLis
STScalarMeshField
STTensorMeshField
STVectorField
STVectorFieldLis
STVectorMeshField
ScalarField
ScalarFieldLis
ScalarMeshField
Seepage
SolidMaterial
SortUtility
SplitUtility
StaticDiffusion
StaticLinearCDR
StaticLinearElasticity
SteadyStokes111
SteadyStokes221
String
StringUtility
SuperLU
SwapUtility
SymUtility
TailUtility
TensorMeshField
Tetrahedron
TomlUtility
TriagUtility
TriangleInterface
TriangleInterpolationUtility
TxtFile
Ultraspherical
UnscaledLobatto
UserFunction
Utility
VTKFile
VTKPlot
Vector
Vector3D
VectorField
VectorFieldLis
VectorMeshField
XMLFile
Documentation for developers
index
HierarchicalPolynomialUtility

BlockNodeField
Structure

Structure

TYPE, EXTENDS(AbstractNodeField_) :: BlockNodeField_

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Last updated on Oct 14, 2018

(Simulated during dev for better perf)

EASIFEM is a Modern Fortran framework (suite of scientific libraries) that facilitates the Expandable And Scalable Infrastructure for Finite Element Methods. EASIFEM “eases” the efforts to develop scientific programs in FORTRAN for solving partial differential equations (PDEs) using finite element methods and other grid-based methods. It is meant for researchers, scientists, and engineers.

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