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SSORPreconditioner

Linear system solver / preconditioner based on Symmetric Successive Over-Relaxation (SSOR). If the matrix is decomposed as \(A = D + L + L^T\), this solver computes $(1/(2-w))(D/w+L)(D/w)^{-1}(D/w+L)^T x = b, or \((D+L)D^{-1}(D+L)^T x = b\) if \(w=1\).

CompressedRowSparseMatrixMat3x3d

Templates:

  • CompressedRowSparseMatrixMat3x3d

Target: Sofa.Component.LinearSolver.Preconditioner

namespace: sofa::component::linearsolver::preconditioner

parents:

  • MatrixLinearSolver

Data

Name Description Default value
name object name unnamed
printLog if true, emits extra messages at runtime. 0
tags list of the subsets the object belongs to
bbox this object bounding box
componentState The state of the component among (Dirty, Valid, Undefined, Loading, Invalid). Undefined
listening if true, handle the events, otherwise ignore the events 0
parallelInverseProduct Parallelize the computation of the product J*M^{-1}*J^T where M is the matrix of the linear system and J is any matrix with compatible dimensions 0
omega Omega coefficient 1
Name Description Destination type name
context Graph Node containing this object (or BaseContext::getDefault() if no graph is used) BaseContext
slaves Sub-objects used internally by this object BaseObject
master nullptr for regular objects, or master object for which this object is one sub-objects BaseObject
linearSystem The linear system to solve TypedMatrixLinearSystem<CompressedRowSparseMatrixMat3x3d>

CompressedRowSparseMatrixd

Templates:

  • CompressedRowSparseMatrixd

Target: Sofa.Component.LinearSolver.Preconditioner

namespace: sofa::component::linearsolver::preconditioner

parents:

  • MatrixLinearSolver

Data

Name Description Default value
name object name unnamed
printLog if true, emits extra messages at runtime. 0
tags list of the subsets the object belongs to
bbox this object bounding box
componentState The state of the component among (Dirty, Valid, Undefined, Loading, Invalid). Undefined
listening if true, handle the events, otherwise ignore the events 0
parallelInverseProduct Parallelize the computation of the product J*M^{-1}*J^T where M is the matrix of the linear system and J is any matrix with compatible dimensions 0
omega Omega coefficient 1
Name Description Destination type name
context Graph Node containing this object (or BaseContext::getDefault() if no graph is used) BaseContext
slaves Sub-objects used internally by this object BaseObject
master nullptr for regular objects, or master object for which this object is one sub-objects BaseObject
linearSystem The linear system to solve TypedMatrixLinearSystem<CompressedRowSparseMatrixd>