OOF2: The Manual
MatrixMethod |
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6.5.1. Base RegisteredClasses |  |
Name
MatrixMethod — Ways to solve a matrix equation.
Subclasses
Subclasses are listed as they appear in the GUI and (in parentheses) as they appear in scripts.
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CG (
ConjugateGradient) — Conjugate Gradient method for iteratively solving symmetric matrices. -
BiCGStab (
StabilizedBiConjugateGradient) — Stabilized bi-conjugate gradient method for iteratively solving non-symmetric matrices. -
GMRES (
GMRES) — Generalized Mean Residuial method for iteratively solving non-symmetric matrices. -
SimplicialLDLT (
SimplicialLDLT) — A direct sparse matrix solver using LDL^T Cholesky factorizations for sparse positive definite matrices. Recommended for very sparse and not too large problems. -
SimplicialLLT (
SimplicialLLT) — A direct sparse matrix solver using LL^T Cholesky factorizations for sparse positive definite matrices. -
SparseLU (
SparseLU) — A direct sparse matrix solver using LU factorizations for square matrices. -
SparseQR (
SparseQR) — A direct sparse matrix solver using QR factorizations for any type of matrices.
Description
Subclasses of MatrixMethod specify the matrix equation
solver to be used in AdvancedSolverMode.
The different types of MatrixMethod are
applicable to different types of matrix equations. The reference
page for each subclass gives some information about its
applicability. In particular, solution methods for
symmetric matrices can take advantage of the
symmetry to obtain a solution more efficiently. OOF2 constructs
symmetric matrices when possible, and only allows the symmetric
solver (ConjugateGradient) to be
used in those cases.
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LatticeSymmetry
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MeshBdyAnalyzer |