FEMDiscretization.hpp File Reference

PDE discretization using finite element method. More...

#include <ElementaryMatrixSet.hpp>
#include <BaseFEMDiscretization.hpp>
#include <Mesh.hpp>
#include <Structured3DMesh.hpp>
#include <Timer.hpp>
#include <DoubleHashedMatrix.hpp>
#include <UnAssembledMatrix.hpp>
#include <ErrorHandler.hpp>
#include <FEMFunctionBase.hpp>
#include <SolverInformationCenter.hpp>

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Classes

class  FEMDiscretization< GivenMeshType, TypeOfDiscretization >
class  FEMDiscretization< Structured3DMesh, TypeOfDiscretization >


Detailed Description

PDE discretization using finite element method.

Author:
Stephane Del Pino
Date:
Sat Apr 12 18:17:18 2003
Partial Differential Equation discretization using finite element method. The trick here is that elementary matrices assembling is factorized in order to optimize the process.

Warning:
variational formula is not complete for right hand side containing partial differential operators.
Todo:
re-implement rhs discretization using the same design than for left part.

Definition in file FEMDiscretization.hpp.


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