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CSVFile
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CommandLine
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Display_Method
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GTK4
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HierarchicalFE
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InterpolationUtility
InvUtility
IterationData
Jacobi1D
Jacobi
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Kdtree2
Lagrange1D
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LagrangeFE
LagrangePolynomialUtility
Lapack95
LeftCauchyGreen
Legendre
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LinSolverLis
Line
LinearAlgebraUtility
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Lobatto
MSHFile
MappingUtility
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MatrixFieldLis
MdEncode
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MultiIndices
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Prism
ProductUtility
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Rank2Tensor
Raylib
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ReallocateUtility
RecursiveNode
RefHexahedron
RefLine
RefPrism
RefPyramid
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RefTetrahedron
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ReferenceHexahedron
ReferenceLine
ReferencePoint
ReferencePrism
ReferencePyramid
ReferenceQuadrangle
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ReferenceTopology
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RightCauchyGreen
STConvectiveMatrix
STDiffusionMatrix
STElemshapeData
STMassMatrix
STScalarField
STScalarFieldLis
STScalarMeshField
STTensorMeshField
STVectorField
STVectorFieldLis
STVectorMeshField
ScalarField
ScalarFieldLis
ScalarMeshField
Seepage
SolidMaterial
SortUtility
SplitUtility
StaticDiffusion
StaticLinearCDR
- Introduction
- StaticLinearCDR theory
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

StaticLinearCDR
StaticLinearCDR theory

Static Linear Convection Diffusion Reaction

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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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