Run single iteration of the cg solver. More...
#include <conjugategrad.h>
Inheritance diagram for Manta::GridCg< APPLYMAT >:
Public Member Functions | |
| GridCg (Grid< Real > &dst, Grid< Real > &rhs, Grid< Real > &residual, Grid< Real > &search, FlagGrid &flags, Grid< Real > &tmp, Grid< Real > *A0, Grid< Real > *pAi, Grid< Real > *pAj, Grid< Real > *pAk) | |
| constructor | |
| void | doInit () |
| bool | iterate () |
| void | solve (int maxIter) |
| void | setICPreconditioner (PreconditionType method, Grid< Real > *A0, Grid< Real > *Ai, Grid< Real > *Aj, Grid< Real > *Ak) |
| init pointers, and copy values from "normal" matrix | |
| void | setMGPreconditioner (PreconditionType method, GridMg *MG) |
| void | forceReinit () |
| force reinit upon next iterate() call, can be used for doing multiple solves | |
| Real | getSigma () const |
| Real | getIterations () const |
| Real | getResNorm () const |
| void | setAccuracy (Real set) |
| Real | getAccuracy () const |
 Public Member Functions inherited from Manta::GridCgInterface | |
| void | setUseL2Norm (bool set) |
Protected Attributes | |
| bool | mInited |
| int | mIterations |
| Grid< Real > & | mDst |
| Grid< Real > & | mRhs |
| Grid< Real > & | mResidual |
| Grid< Real > & | mSearch |
| FlagGrid & | mFlags |
| Grid< Real > & | mTmp |
| Grid< Real > * | mpA0 |
| Grid< Real > * | mpAi |
| Grid< Real > * | mpAj |
| Grid< Real > * | mpAk |
| PreconditionType | mPcMethod |
| Grid< Real > * | mpPCA0 |
| preconditioning grids | |
| Grid< Real > * | mpPCAi |
| Grid< Real > * | mpPCAj |
| Grid< Real > * | mpPCAk |
| GridMg * | mMG |
| Real | mSigma |
| sigma / residual | |
| Real | mAccuracy |
| accuracy of solver (max. residuum) | |
| Real | mResNorm |
| norm of the residual | |
| Protected Attributes inherited from Manta::GridCgInterface | |
| bool | mUseL2Norm |
Additional Inherited Members | |
| Public Types inherited from Manta::GridCgInterface | |
| enum | PreconditionType { PC_None =0, PC_ICP, PC_mICP, PC_MGP } |
Detailed Description
template<class APPLYMAT>
class Manta::GridCg< APPLYMAT >
Run single iteration of the cg solver.
the template argument determines the type of matrix multiplication, typically a ApplyMatrix kernel, another one is needed e.g. for the mesh-based wave equation solver
The documentation for this class was generated from the following files:
- /Users/sinithue/devel/manta/buildMaster/doxy/source/conjugategrad.h
- /Users/sinithue/devel/manta/buildMaster/doxy/source/conjugategrad.cpp
