Logbook  (07-04-2025)
Static problems
main.cpp
1 /******************************************************************************
2  * Copyright (C) Siarhei Uzunbajakau, 2023.
3  *
4  * This program is free software. You can use, modify, and redistribute it under
5  * the terms of the GNU Lesser General Public License as published by the Free
6  * Software Foundation, either version 3 or (at your option) any later version.
7  * This program is distributed without any warranty.
8  *
9  * Refer to COPYING.LESSER for more details.
10  ******************************************************************************/
11 
12 #define BOOST_ALLOW_DEPRECATED_HEADERS
13 
14 #include <deal.II/base/multithread_info.h>
15 
16 #include <iostream>
17 #include <string>
18 
19 #include "misc.hpp"
20 #include "project_PSI_to_B.hpp"
21 #include "project_PSI_to_H.hpp"
22 #include "solver.hpp"
23 
24 using namespace Misc;
25 
32 class BatchSLDI : public SettingsSLDI
33 {
34 public:
35  void run()
36  {
37  if (nr_threads_max > 0)
38  MultithreadInfo::set_thread_limit(nr_threads_max);
39 
40  Assert(DIMENSION__ > 1, ExcInternalError());
41  Assert(DIMENSION__ < 4, ExcInternalError());
42 
43  std::string fname;
44  std::string dir = (DIMENSION__ == 2) ? "Data/square/" : "Data/cube/";
45 
46  std::cout << "----------------------------------------\n"
47  << "Program: sld-i\n"
48  << "Dimension = " << DIMENSION__ << "\n"
49  << "Writing to: " << dir << "\n";
50 
51  MainOutputTable table_PSI(DIMENSION__);
52  MainOutputTable table_B(DIMENSION__);
53  MainOutputTable table_H(DIMENSION__);
54 
55  for (unsigned int p = 1; p < 4; p++) {
56  table_PSI.clear();
57  table_B.clear();
58  table_H.clear();
59 
60 #if DIMENSION__ == 2
61  for (unsigned int r = 10; r < 14; r++)
62 #endif
63 #if DIMENSION__ == 3
64  for (unsigned int r = 5; r < 9; r++)
65 #endif
66  {
67  table_PSI.add_value("r", r);
68  table_PSI.add_value("p", p);
69 
70  fname = dir + "solution_PSI_p" + std::to_string(p) + "_r" +
71  std::to_string(r);
72 
73  SolverSLDI<DIMENSION__> problem(p, 2, r, fname);
74  table_PSI.add_value("ndofs", problem.get_n_dofs());
75  table_PSI.add_value("ncells", problem.get_n_cells());
76  table_PSI.add_value("L2", problem.get_L2_norm());
77  table_PSI.add_value("H1", problem.get_H1_norm());
78 
79  problem.clear();
80 
81  {
82  table_H.add_value("r", r);
83  table_H.add_value("p", p);
84 
85  fname = dir + "solution_H_p" + std::to_string(p) + "_r" +
86  std::to_string(r);
87 
89  std::cout << "Time table H \n";
90 
91  ExactSolutionSLDI_H<DIMENSION__> exact_solution;
92 
93  ProjectPSItoH<DIMENSION__> projector(
94  p - 1,
95  problem.get_mapping_degree(),
96  problem.get_tria(),
97  problem.get_dof_handler(),
98  problem.get_solution(),
99  fname,
100  &exact_solution,
101  false,
105  true);
106 
107  table_H.add_value("ndofs", projector.get_n_dofs());
108  table_H.add_value("ncells", projector.get_n_cells());
109  table_H.add_value("L2", projector.get_L2_norm());
110  table_H.add_value("H1", 0.0);
111  }
112  {
113  table_B.add_value("r", r);
114  table_B.add_value("p", p);
115 
116  fname = dir + "solution_B_p" + std::to_string(p) + "_r" +
117  std::to_string(r);
118 
120  std::cout << "Time table B \n";
121 
122  ExactSolutionSLDI_B<DIMENSION__> exact_solution;
123 
124  ProjectPSItoB<DIMENSION__> projector(
125  p - 1,
126  problem.get_mapping_degree(),
127  problem.get_tria(),
128  problem.get_dof_handler(),
129  problem.get_solution(),
130  fname,
131  &exact_solution,
132  false,
136  true);
137 
138  table_B.add_value("ndofs", projector.get_n_dofs());
139  table_B.add_value("ncells", projector.get_n_cells());
140  table_B.add_value("L2", projector.get_L2_norm() / mu_0);
141  table_B.add_value("H1", 0.0);
142  }
143  }
144  // Saving convergence tables
145  std::cout << "Table PSI\n";
146  table_PSI.save(dir + "table_PSI_p" + std::to_string(p));
147 
148  std::cout << "Table H\n";
149  table_H.save(dir + "table_H_p" + std::to_string(p));
150 
151  std::cout << "Table B\n";
152  table_B.save(dir + "table_B_p" + std::to_string(p));
153  }
154  }
155 };
156 
157 int
158 main()
159 {
160  try {
161  BatchSLDI batch;
162  batch.run();
163  } catch (std::exception& exc) {
164  std::cerr << std::endl
165  << std::endl
166  << "----------------------------------------------------"
167  << std::endl;
168  std::cerr << "Exception on processing: " << std::endl
169  << exc.what() << std::endl
170  << "Aborting!" << std::endl
171  << "----------------------------------------------------"
172  << std::endl;
173  return 1;
174  } catch (...) {
175  std::cerr << std::endl
176  << std::endl
177  << "----------------------------------------------------"
178  << std::endl;
179  std::cerr << "Unknown exception!" << std::endl
180  << "Aborting!" << std::endl
181  << "----------------------------------------------------"
182  << std::endl;
183  return 1;
184  }
185  return 0;
186 }
This is a wrap-around class. It contains the main loop of the program that implements the Magnetostat...
Definition: main.cpp:33
Describes exact solution, , of the Magnetostatic shield - 1 (sld-i/) numerical experiment in two and ...
Describes exact solution, , of the Magnetostatic shield - 1 (sld-i/) numerical experiment in two and ...
The convergence table used in multiple numerical experiments.
Definition: misc.hpp:25
void save(std::string fname)
Saves the data in text and tex formats, and prints the data on screen.
Definition: misc.cpp:47
const bool project_exact_solution
If set to true, the program will project the exact solution.
Definition: settings.hpp:80
const bool log_cg_convergence
If set to true, saves the residual at each iteration of the CG solver. The names of the files fit the...
Definition: settings.hpp:89
const bool print_time_tables
If set to true, the program will print time tables on the screen.
Definition: settings.hpp:70
Global settings for the Magnetostatic shield - 1 (sld-i/) numerical experiment.
Definition: settings.hpp:33
const bool print_time_tables
If set to true, the program will print time tables on the screen.
Definition: settings.hpp:154
Implements the solver that solves for in the Magnetostatic shield - 1 (sld-i/) numerical experiment.
Definition: solver.hpp:64
const Triangulation< dim > & get_tria() const
Returns a reference to triangulation.
const Vector< double > & get_solution() const
Returns a reference to the solution.
double get_L2_norm() const
Returns error norm.
void clear()
Releases computer memory associated with the system matrix and right-hand side.
const DoFHandler< dim > & get_dof_handler() const
Returns a reference to dof handler.
double get_H1_norm() const
Returns error norm.
unsigned int get_n_dofs() const
Returns the total amount of the degrees of freedom.
unsigned int get_n_cells() const
Returns the number of active cells in the mesh.
unsigned int get_mapping_degree() const
Returns degree of the interpolating Lagrange polynomials used for mapping from the reference cell to ...