MueLu_Q2Q1Q2CoarseGridFactory_decl.hpp

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#ifndef MUELU_Q2Q1Q2COARSEGRIDFACTORY_DECL_HPP
#define MUELU_Q2Q1Q2COARSEGRIDFACTORY_DECL_HPP

#include "MueLu_ConfigDefs.hpp"
#include "MueLu_TwoLevelFactoryBase.hpp"
//#include "MueLu_Q2Q1Q2CoarseGridFactory_fwd.hpp"

#include <Xpetra_Matrix_fwd.hpp>

#include "MueLu_Level_fwd.hpp"
#include "MueLu_PFactory.hpp"

namespace MueLu {

template <class Scalar        = DefaultScalar,
          class LocalOrdinal  = DefaultLocalOrdinal,
          class GlobalOrdinal = DefaultGlobalOrdinal,
          class Node          = DefaultNode>
class Q2Q1Q2CoarseGridFactory : public TwoLevelFactoryBase {
#undef MUELU_Q2Q1Q2COARSEGRIDFACTORY_SHORT
#include "MueLu_UseShortNames.hpp"

 public:


  Q2Q1Q2CoarseGridFactory();

  virtual ~Q2Q1Q2CoarseGridFactory();




  void DeclareInput(Level &fineLevel, Level &coarseLevel) const;




  void Build(Level &fineLevel, Level &coarseLevel) const;

  void BuildCoarseGrid(Level &fineLevel, Level &coarseLevel) const;

  /* For our geometric multigrid needs, we will explicitly build the
     coarse grid here and store it as level data. There are two
     things we care about here: coordinates of the dofs and
     element-dof lists.

     We will assume only that the elements are numbered
     lexicographically, left-to-right, bottom-to-top. The order of
     the degrees of freedom will only be assumed on coarse grids. It
     can be anything on the finest grid (fineLevel.GetLevelID()==1).

     We further assume that the x- and y-components of velocity are
     zippered together: UX1 UY1 UX2 UY2 ETC...
  */


 private:
  // No parameters need to be stored... To save "P", use
  //    coarseLevel.Set("P", finalP, this);

};  // class Q2Q1Q2CoarseGridFactory

}  // namespace MueLu

#define MUELU_Q2Q1Q2COARSEGRIDFACTORY_SHORT
#endif  // MUELU_Q2Q1Q2COARSEGRIDFACTORY_DECL_HPP