From 9b82ff323678a80e47e739584d242549f28906f2 Mon Sep 17 00:00:00 2001 From: wolf Date: Tue, 29 Jun 2004 21:07:33 +0000 Subject: [PATCH] Add a solver test. git-svn-id: https://svn.dealii.org/trunk@9485 0785d39b-7218-0410-832d-ea1e28bc413d --- tests/bits/Makefile | 2 +- tests/bits/solver_01.cc | 9700 +++++++++++++++++++++++++++++++++++++++ 2 files changed, 9701 insertions(+), 1 deletion(-) create mode 100644 tests/bits/solver_01.cc diff --git a/tests/bits/Makefile b/tests/bits/Makefile index df99da89ef..9838f14a33 100644 --- a/tests/bits/Makefile +++ b/tests/bits/Makefile @@ -52,7 +52,7 @@ tests_x = anna_? \ sparsity_pattern_* \ sparse_matrix_* \ full_matrix_vector_* \ - solver_selector \ + solver_* \ deal_solver_* \ vector_* \ subdomain_ids_* \ diff --git a/tests/bits/solver_01.cc b/tests/bits/solver_01.cc new file mode 100644 index 0000000000..751394d7f2 --- /dev/null +++ b/tests/bits/solver_01.cc @@ -0,0 +1,9700 @@ +//---------------------------- solver_01.cc --------------------------- +// $Id$ +// Version: $Name$ +// +// Copyright (C) 2004 by the deal.II authors +// +// This file is subject to QPL and may not be distributed +// without copyright and license information. Please refer +// to the file deal.II/doc/license.html for the text and +// further information on this license. +// +//---------------------------- solver_01.cc --------------------------- + + +// check a solver on a matrix obtained from the me-tomography +// application. this test was originally meant to figure out why direct +// solvers ma27 and ma47 don't work on this problem, until I realized that +// they are only meant to work with _symmetric_ matrices, which this one +// definitely is not. I thought it doesn't hurt to have another test in the +// testsuite anyway working on a real matrix + +#include "../tests.h" +#include +#include +#include +#include +#include +#include +#include + + +struct Entry +{ + int row; + int col; + double val; +}; + +const Entry entries[] = +{ + {0,0,1.87e-01}, + {0,1,3.65e-02}, + {0,2,3.65e-02}, + {0,3,-1.03e-02}, + {0,289,-1.93e-04}, + {0,290,-9.67e-05}, + {0,291,-9.67e-05}, + {0,292,-4.84e-05}, + {1,1,2.08e-01}, + {1,0,3.65e-02}, + {1,2,-1.03e-02}, + {1,3,-1.03e-02}, + {1,4,3.65e-02}, + {1,6,-1.03e-02}, + {1,289,-9.67e-05}, + {1,290,-3.87e-04}, + {1,291,-4.84e-05}, + {1,292,-1.93e-04}, + {1,293,-9.67e-05}, + {1,295,-4.84e-05}, + {2,2,2.08e-01}, + {2,0,3.65e-02}, + {2,1,-1.03e-02}, + {2,3,-1.03e-02}, + {2,5,3.65e-02}, + {2,8,-1.03e-02}, + {2,289,-9.67e-05}, + {2,290,-4.84e-05}, + {2,291,-3.87e-04}, + {2,292,-1.93e-04}, + {2,294,-9.67e-05}, + {2,297,-4.84e-05}, + {3,3,8.29e-02}, + {3,0,-1.03e-02}, + {3,1,-1.03e-02}, + {3,2,-1.03e-02}, + {3,4,-1.03e-02}, + {3,5,-1.03e-02}, + {3,6,-1.03e-02}, + {3,7,-1.03e-02}, + {3,8,-1.03e-02}, + {3,289,-4.84e-05}, + {3,290,-1.93e-04}, + {3,291,-1.93e-04}, + {3,292,-7.74e-04}, + {3,293,-4.84e-05}, + {3,294,-4.84e-05}, + {3,295,-1.93e-04}, + {3,296,-4.84e-05}, + {3,297,-1.93e-04}, + {4,4,2.08e-01}, + {4,1,3.65e-02}, + {4,3,-1.03e-02}, + {4,6,-1.03e-02}, + {4,9,3.65e-02}, + {4,11,-1.03e-02}, + {4,290,-9.67e-05}, + {4,292,-4.84e-05}, + {4,293,-3.87e-04}, + {4,295,-1.93e-04}, + {4,298,-9.67e-05}, + {4,300,-4.84e-05}, + {5,5,2.08e-01}, + {5,2,3.65e-02}, + {5,3,-1.03e-02}, + {5,8,-1.03e-02}, + {5,10,3.65e-02}, + {5,15,-1.03e-02}, + {5,291,-9.67e-05}, + {5,292,-4.84e-05}, + {5,294,-3.87e-04}, + {5,297,-1.93e-04}, + {5,299,-9.67e-05}, + {5,304,-4.84e-05}, + {6,6,8.29e-02}, + {6,1,-1.03e-02}, + {6,3,-1.03e-02}, + {6,4,-1.03e-02}, + {6,7,-1.03e-02}, + {6,8,-1.03e-02}, + {6,9,-1.03e-02}, + {6,11,-1.03e-02}, + {6,12,-1.03e-02}, + {6,290,-4.84e-05}, + {6,292,-1.93e-04}, + {6,293,-1.93e-04}, + {6,295,-7.74e-04}, + {6,296,-1.93e-04}, + {6,297,-4.84e-05}, + {6,298,-4.84e-05}, + {6,300,-1.93e-04}, + {6,301,-4.84e-05}, + {7,7,8.29e-02}, + {7,3,-1.03e-02}, + {7,6,-1.03e-02}, + {7,8,-1.03e-02}, + {7,11,-1.03e-02}, + {7,12,-1.03e-02}, + {7,13,-1.03e-02}, + {7,14,-1.03e-02}, + {7,15,-1.03e-02}, + {7,292,-4.84e-05}, + {7,295,-1.93e-04}, + {7,296,-7.74e-04}, + {7,297,-1.93e-04}, + {7,300,-4.84e-05}, + {7,301,-1.93e-04}, + {7,302,-4.84e-05}, + {7,303,-1.93e-04}, + {7,304,-4.84e-05}, + {8,8,8.29e-02}, + {8,2,-1.03e-02}, + {8,3,-1.03e-02}, + {8,5,-1.03e-02}, + {8,6,-1.03e-02}, + {8,7,-1.03e-02}, + {8,10,-1.03e-02}, + {8,14,-1.03e-02}, + {8,15,-1.03e-02}, + {8,291,-4.84e-05}, + {8,292,-1.93e-04}, + {8,294,-1.93e-04}, + {8,295,-4.84e-05}, + {8,296,-1.93e-04}, + {8,297,-7.74e-04}, + {8,299,-4.84e-05}, + {8,303,-4.84e-05}, + {8,304,-1.93e-04}, + {9,9,2.08e-01}, + {9,4,3.65e-02}, + {9,6,-1.03e-02}, + {9,11,-1.03e-02}, + {9,16,3.65e-02}, + {9,18,-1.03e-02}, + {9,293,-9.67e-05}, + {9,295,-4.84e-05}, + {9,298,-3.87e-04}, + {9,300,-1.93e-04}, + {9,305,-9.67e-05}, + {9,307,-4.84e-05}, + {10,10,2.08e-01}, + {10,5,3.65e-02}, + {10,8,-1.03e-02}, + {10,15,-1.03e-02}, + {10,17,3.65e-02}, + {10,24,-1.03e-02}, + {10,294,-9.67e-05}, + {10,297,-4.84e-05}, + {10,299,-3.87e-04}, + {10,304,-1.93e-04}, + {10,306,-9.67e-05}, + {10,313,-4.84e-05}, + {11,11,8.29e-02}, + {11,4,-1.03e-02}, + {11,6,-1.03e-02}, + {11,7,-1.03e-02}, + {11,9,-1.03e-02}, + {11,12,-1.03e-02}, + {11,16,-1.03e-02}, + {11,18,-1.03e-02}, + {11,19,-1.03e-02}, + {11,293,-4.84e-05}, + {11,295,-1.93e-04}, + {11,296,-4.84e-05}, + {11,298,-1.93e-04}, + {11,300,-7.74e-04}, + {11,301,-1.93e-04}, + {11,305,-4.84e-05}, + {11,307,-1.93e-04}, + {11,308,-4.84e-05}, + {12,12,8.29e-02}, + {12,6,-1.03e-02}, + {12,7,-1.03e-02}, + {12,11,-1.03e-02}, + {12,13,-1.03e-02}, + {12,14,-1.03e-02}, + {12,18,-1.03e-02}, + {12,19,-1.03e-02}, + {12,20,-1.03e-02}, + {12,295,-4.84e-05}, + {12,296,-1.93e-04}, + {12,300,-1.93e-04}, + {12,301,-7.74e-04}, + {12,302,-1.93e-04}, + {12,303,-4.84e-05}, + {12,307,-4.84e-05}, + {12,308,-1.93e-04}, + {12,309,-4.84e-05}, + {13,13,8.29e-02}, + {13,7,-1.03e-02}, + {13,12,-1.03e-02}, + {13,14,-1.03e-02}, + {13,19,-1.03e-02}, + {13,20,-1.03e-02}, + {13,21,-1.03e-02}, + {13,22,-1.03e-02}, + {13,23,-1.03e-02}, + {13,296,-4.84e-05}, + {13,301,-1.93e-04}, + {13,302,-7.74e-04}, + {13,303,-1.93e-04}, + {13,308,-4.84e-05}, + {13,309,-1.93e-04}, + {13,310,-4.84e-05}, + {13,311,-1.93e-04}, + {13,312,-4.84e-05}, + {14,14,8.29e-02}, + {14,7,-1.03e-02}, + {14,8,-1.03e-02}, + {14,12,-1.03e-02}, + {14,13,-1.03e-02}, + {14,15,-1.03e-02}, + {14,22,-1.03e-02}, + {14,23,-1.03e-02}, + {14,24,-1.03e-02}, + {14,296,-1.93e-04}, + {14,297,-4.84e-05}, + {14,301,-4.84e-05}, + {14,302,-1.93e-04}, + {14,303,-7.74e-04}, + {14,304,-1.93e-04}, + {14,311,-4.84e-05}, + {14,312,-1.93e-04}, + {14,313,-4.84e-05}, + {15,15,8.29e-02}, + {15,5,-1.03e-02}, + {15,7,-1.03e-02}, + {15,8,-1.03e-02}, + {15,10,-1.03e-02}, + {15,14,-1.03e-02}, + {15,17,-1.03e-02}, + {15,23,-1.03e-02}, + {15,24,-1.03e-02}, + {15,294,-4.84e-05}, + {15,296,-4.84e-05}, + {15,297,-1.93e-04}, + {15,299,-1.93e-04}, + {15,303,-1.93e-04}, + {15,304,-7.74e-04}, + {15,306,-4.84e-05}, + {15,312,-4.84e-05}, + {15,313,-1.93e-04}, + {16,16,2.08e-01}, + {16,9,3.65e-02}, + {16,11,-1.03e-02}, + {16,18,-1.03e-02}, + {16,25,3.65e-02}, + {16,27,-1.03e-02}, + {16,298,-9.67e-05}, + {16,300,-4.84e-05}, + {16,305,-3.87e-04}, + {16,307,-1.93e-04}, + {16,314,-9.67e-05}, + {16,316,-4.84e-05}, + {17,17,2.08e-01}, + {17,10,3.65e-02}, + {17,15,-1.03e-02}, + {17,24,-1.03e-02}, + {17,26,3.65e-02}, + {17,33,-1.03e-02}, + {17,299,-9.67e-05}, + {17,304,-4.84e-05}, + {17,306,-3.87e-04}, + {17,313,-1.93e-04}, + {17,315,-9.67e-05}, + {17,322,-4.84e-05}, + {18,18,8.29e-02}, + {18,9,-1.03e-02}, + {18,11,-1.03e-02}, + {18,12,-1.03e-02}, + {18,16,-1.03e-02}, + {18,19,-1.03e-02}, + {18,25,-1.03e-02}, + {18,27,-1.03e-02}, + {18,28,-1.03e-02}, + {18,298,-4.84e-05}, + {18,300,-1.93e-04}, + {18,301,-4.84e-05}, + {18,305,-1.93e-04}, + {18,307,-7.74e-04}, + {18,308,-1.93e-04}, + {18,314,-4.84e-05}, + {18,316,-1.93e-04}, + {18,317,-4.84e-05}, + {19,19,8.29e-02}, + {19,11,-1.03e-02}, + {19,12,-1.03e-02}, + {19,13,-1.03e-02}, + {19,18,-1.03e-02}, + {19,20,-1.03e-02}, + {19,27,-1.03e-02}, + {19,28,-1.03e-02}, + {19,29,-1.03e-02}, + {19,300,-4.84e-05}, + {19,301,-1.93e-04}, + {19,302,-4.84e-05}, + {19,307,-1.93e-04}, + {19,308,-7.74e-04}, + {19,309,-1.93e-04}, + {19,316,-4.84e-05}, + {19,317,-1.93e-04}, + {19,318,-4.84e-05}, + {20,20,8.29e-02}, + {20,12,-1.03e-02}, + {20,13,-1.03e-02}, + {20,19,-1.03e-02}, + {20,21,-1.03e-02}, + {20,22,-1.03e-02}, + {20,28,-1.03e-02}, + {20,29,-1.03e-02}, + {20,30,-1.03e-02}, + {20,301,-4.84e-05}, + {20,302,-1.93e-04}, + {20,308,-1.93e-04}, + {20,309,-7.74e-04}, + {20,310,-1.93e-04}, + {20,311,-4.84e-05}, + {20,317,-4.84e-05}, + {20,318,-1.93e-04}, + {20,319,-4.84e-05}, + {21,21,8.29e-02}, + {21,13,-1.03e-02}, + {21,20,-1.03e-02}, + {21,22,-1.03e-02}, + {21,29,-1.03e-02}, + {21,30,-1.03e-02}, + {21,31,-1.03e-02}, + {21,32,-1.03e-02}, + {21,35,-1.03e-02}, + {21,302,-4.84e-05}, + {21,309,-1.93e-04}, + {21,310,-7.74e-04}, + {21,311,-1.93e-04}, + {21,318,-4.84e-05}, + {21,319,-1.93e-04}, + {21,320,-4.84e-05}, + {21,321,-1.93e-04}, + {21,324,-4.84e-05}, + {22,22,8.29e-02}, + {22,13,-1.03e-02}, + {22,14,-1.03e-02}, + {22,20,-1.03e-02}, + {22,21,-1.03e-02}, + {22,23,-1.03e-02}, + {22,32,-1.03e-02}, + {22,34,-1.03e-02}, + {22,35,-1.03e-02}, + {22,302,-1.93e-04}, + {22,303,-4.84e-05}, + {22,309,-4.84e-05}, + {22,310,-1.93e-04}, + {22,311,-7.74e-04}, + {22,312,-1.93e-04}, + {22,321,-4.84e-05}, + {22,323,-4.84e-05}, + {22,324,-1.93e-04}, + {23,23,8.29e-02}, + {23,13,-1.03e-02}, + {23,14,-1.03e-02}, + {23,15,-1.03e-02}, + {23,22,-1.03e-02}, + {23,24,-1.03e-02}, + {23,33,-1.03e-02}, + {23,34,-1.03e-02}, + {23,35,-1.03e-02}, + {23,302,-4.84e-05}, + {23,303,-1.93e-04}, + {23,304,-4.84e-05}, + {23,311,-1.93e-04}, + {23,312,-7.74e-04}, + {23,313,-1.93e-04}, + {23,322,-4.84e-05}, + {23,323,-1.93e-04}, + {23,324,-4.84e-05}, + {24,24,8.29e-02}, + {24,10,-1.03e-02}, + {24,14,-1.03e-02}, + {24,15,-1.03e-02}, + {24,17,-1.03e-02}, + {24,23,-1.03e-02}, + {24,26,-1.03e-02}, + {24,33,-1.03e-02}, + {24,34,-1.03e-02}, + {24,299,-4.84e-05}, + {24,303,-4.84e-05}, + {24,304,-1.93e-04}, + {24,306,-1.93e-04}, + {24,312,-1.93e-04}, + {24,313,-7.74e-04}, + {24,315,-4.84e-05}, + {24,322,-1.93e-04}, + {24,323,-4.84e-05}, + {25,25,2.08e-01}, + {25,16,3.65e-02}, + {25,18,-1.03e-02}, + {25,27,-1.03e-02}, + {25,36,3.65e-02}, + {25,38,-1.03e-02}, + {25,305,-9.67e-05}, + {25,307,-4.84e-05}, + {25,314,-3.87e-04}, + {25,316,-1.93e-04}, + {25,325,-9.67e-05}, + {25,327,-4.84e-05}, + {26,26,2.08e-01}, + {26,17,3.65e-02}, + {26,24,-1.03e-02}, + {26,33,-1.03e-02}, + {26,37,3.65e-02}, + {26,47,-1.03e-02}, + {26,306,-9.67e-05}, + {26,313,-4.84e-05}, + {26,315,-3.87e-04}, + {26,322,-1.93e-04}, + {26,326,-9.67e-05}, + {26,336,-4.84e-05}, + {27,27,8.29e-02}, + {27,16,-1.03e-02}, + {27,18,-1.03e-02}, + {27,19,-1.03e-02}, + {27,25,-1.03e-02}, + {27,28,-1.03e-02}, + {27,36,-1.03e-02}, + {27,38,-1.03e-02}, + {27,39,-1.03e-02}, + {27,305,-4.84e-05}, + {27,307,-1.93e-04}, + {27,308,-4.84e-05}, + {27,314,-1.93e-04}, + {27,316,-7.74e-04}, + {27,317,-1.93e-04}, + {27,325,-4.84e-05}, + {27,327,-1.93e-04}, + {27,328,-4.84e-05}, + {28,28,8.29e-02}, + {28,18,-1.03e-02}, + {28,19,-1.03e-02}, + {28,20,-1.03e-02}, + {28,27,-1.03e-02}, + {28,29,-1.03e-02}, + {28,38,-1.03e-02}, + {28,39,-1.03e-02}, + {28,40,-1.03e-02}, + {28,307,-4.84e-05}, + {28,308,-1.93e-04}, + {28,309,-4.84e-05}, + {28,316,-1.93e-04}, + {28,317,-7.74e-04}, + {28,318,-1.93e-04}, + {28,327,-4.84e-05}, + {28,328,-1.93e-04}, + {28,329,-4.84e-05}, + {29,29,8.29e-02}, + {29,19,-1.03e-02}, + {29,20,-1.03e-02}, + {29,21,-1.03e-02}, + {29,28,-1.03e-02}, + {29,30,-1.03e-02}, + {29,39,-1.03e-02}, + {29,40,-1.03e-02}, + 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vector_memory); + + PreconditionSSOR > preconditioner; + preconditioner.initialize (sm, 1.2); + + Vector solution (N); + solver.solve (sm, solution, rhs, preconditioner); + + deallog << "Norm: " << solution.l2_norm() << std::endl; + + Vector tmp(N); + sm.residual (tmp, solution, rhs); + deallog << "Residual: " << tmp.l2_norm() << std::endl; + + // we should be at least under the given + // residual limit + Assert (tmp.l2_norm() < tolerance, ExcInternalError()); + } +} + + + +int main () +{ + std::ofstream logfile("solver.output"); + deallog.attach(logfile); + deallog.depth_console(0); + + test (); + return 0; +} -- 2.39.5