annotate src/DLD-FUNCTIONS/dasrt.cc @ 4122:19a1626b8d57

[project @ 2002-10-23 22:10:53 by jwe]
author jwe
date Wed, 23 Oct 2002 22:10:54 +0000
parents 944b276d8856
children 303b28a7a7e4
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1 /*
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2
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3 Copyright (C) 2002 John W. Eaton
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4
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5 This file is part of Octave.
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6
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7 Octave is free software; you can redistribute it and/or modify it
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8 under the terms of the GNU General Public License as published by the
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9 Free Software Foundation; either version 2, or (at your option) any
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10 later version.
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11
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12 Octave is distributed in the hope that it will be useful, but WITHOUT
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13 ANY WARRANTY; without even the implied warranty of MERCHANTABILITY or
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14 FITNESS FOR A PARTICULAR PURPOSE. See the GNU General Public License
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15 for more details.
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16
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17 You should have received a copy of the GNU General Public License
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18 along with Octave; see the file COPYING. If not, write to the Free
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19 Software Foundation, 59 Temple Place - Suite 330, Boston, MA 02111-1307, USA.
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20
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21 */
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22
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23 #ifdef HAVE_CONFIG_H
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24 #include <config.h>
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25 #endif
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26
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27 #include <iostream>
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28 #include <string>
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29
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30 #include "DASRT.h"
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31 #include "lo-mappers.h"
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32
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33 #include "defun-dld.h"
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34 #include "error.h"
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35 #include "gripes.h"
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36 #include "oct-obj.h"
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37 #include "ov-fcn.h"
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38 #include "pager.h"
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39 #include "parse.h"
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40 #include "unwind-prot.h"
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41 #include "utils.h"
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42 #include "variables.h"
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43
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44 #include "DASRT-opts.cc"
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45
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46 // Global pointers for user defined function required by dasrt.
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47 static octave_function *dasrt_f;
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48 static octave_function *dasrt_j;
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49 static octave_function *dasrt_cf;
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50
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51 // Is this a recursive call?
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52 static int call_depth = 0;
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53
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54 static ColumnVector
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55 dasrt_user_f (const ColumnVector& x, const ColumnVector& xprime,
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56 double t, int& ires)
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57 {
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58 ColumnVector retval;
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59
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60 octave_value_list args;
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61
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62 int n = x.length ();
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63
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64 args(2) = t;
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65
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66 if (n > 1)
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67 {
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68 args(1) = xprime;
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69 args(0) = x;
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70 }
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71 else if (n == 1)
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72 {
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73 args(1) = xprime(0);
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74 args(0) = x(0);
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75 }
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76 else
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77 {
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78 args(1) = Matrix ();
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79 args(0) = Matrix ();
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80 }
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81
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82 if (dasrt_f)
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83 {
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84 octave_value_list tmp = dasrt_f->do_multi_index_op (1, args);
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85
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86 if (error_state)
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87 {
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88 gripe_user_supplied_eval ("dasrt");
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89 return retval;
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90 }
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91
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92 if (tmp.length () > 0 && tmp(0).is_defined ())
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93 {
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94 retval = ColumnVector (tmp(0).vector_value ());
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95
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96 if (error_state || retval.length () == 0)
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97 gripe_user_supplied_eval ("dasrt");
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98 }
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99 else
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100 gripe_user_supplied_eval ("dasrt");
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101 }
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102
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103 return retval;
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104 }
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105
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106 static ColumnVector
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107 dasrt_user_cf (const ColumnVector& x, double t)
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108 {
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109 ColumnVector retval;
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110
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111 octave_value_list args;
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112
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113 int n = x.length ();
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114
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115 if (n > 1)
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116 args(0) = x;
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117 else if (n == 1)
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118 args(0) = x(0);
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119 else
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120 args(0) = Matrix ();
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121
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122 args(1) = t;
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123
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124 if (dasrt_cf)
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125 {
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126 octave_value_list tmp = dasrt_cf->do_multi_index_op (1, args);
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127
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128 if (error_state)
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129 {
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130 gripe_user_supplied_eval ("dasrt");
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131 return retval;
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132 }
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133
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134 if (tmp.length () > 0 && tmp(0).is_defined ())
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135 {
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136 retval = ColumnVector (tmp(0).vector_value ());
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137
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138 if (error_state || retval.length () == 0)
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139 gripe_user_supplied_eval ("dasrt");
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140 }
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141 else
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142 gripe_user_supplied_eval ("dasrt");
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143 }
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144
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145 return retval;
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146 }
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147
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148 static Matrix
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149 dasrt_user_j (const ColumnVector& x, const ColumnVector& xdot,
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150 double t, double cj)
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151 {
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152 Matrix retval;
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153
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154 int nstates = x.capacity ();
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155
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156 assert (nstates == xdot.capacity ());
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157
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158 octave_value_list args;
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159
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160 args(3) = cj;
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161 args(2) = t;
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162
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163 if (nstates > 1)
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164 {
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165 Matrix m1 (nstates, 1);
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166 Matrix m2 (nstates, 1);
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167 for (int i = 0; i < nstates; i++)
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168 {
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169 m1 (i, 0) = x (i);
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170 m2 (i, 0) = xdot (i);
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171 }
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172 octave_value state (m1);
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173 octave_value deriv (m2);
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174 args(1) = deriv;
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175 args(0) = state;
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176 }
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177 else
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178 {
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179 double d1 = x (0);
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180 double d2 = xdot (0);
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181 octave_value state (d1);
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182 octave_value deriv (d2);
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183 args(1) = deriv;
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184 args(0) = state;
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185 }
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186
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187 if (dasrt_j)
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188 {
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189 octave_value_list tmp = dasrt_j->do_multi_index_op (1, args);
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190
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191 if (error_state)
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192 {
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193 gripe_user_supplied_eval ("dasrt");
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194 return retval;
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195 }
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196
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197 int tlen = tmp.length ();
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198 if (tlen > 0 && tmp(0).is_defined ())
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199 {
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200 retval = tmp(0).matrix_value ();
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201
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202 if (error_state || retval.length () == 0)
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203 gripe_user_supplied_eval ("dasrt");
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204 }
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205 else
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206 gripe_user_supplied_eval ("dasrt");
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207 }
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208
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209 return retval;
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210 }
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211
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212 #define DASRT_ABORT \
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213 do \
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214 { \
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215 unwind_protect::run_frame ("Fdasrt"); \
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216 return retval; \
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217 } \
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218 while (0)
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219
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220 #define DASRT_ABORT1(msg) \
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221 do \
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222 { \
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223 ::error ("dasrt: " msg); \
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224 DASRT_ABORT; \
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225 } \
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226 while (0)
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227
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228 #define DASRT_ABORT2(fmt, arg) \
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229 do \
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230 { \
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231 ::error ("dasrt: " fmt, arg); \
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232 DASRT_ABORT; \
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233 } \
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234 while (0)
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235
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236 DEFUN_DLD (dasrt, args, nargout,
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237 "-*- texinfo -*-\n\
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238 @deftypefn {Loadable Function} {[@var{x}, @var{xdot}, @var{t_out}, @var{istat}, @var{msg}] =} dasrt (@var{fcn} [, @var{g}], @var{x_0}, @var{xdot_0}, @var{t} [, @var{t_crit}])\n\
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239 Solve the set of differential-algebraic equations\n\
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240 @tex\n\
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241 $$ 0 = f (\\dot{x}, x, t) $$\n\
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242 with\n\
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243 $$ x(t_0) = x_0, \\dot{x}(t_0) = \\dot{x}_0 $$\n\
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244 @end tex\n\
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245 @ifinfo\n\
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246 \n\
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247 @example\n\
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248 0 = f (xdot, x, t)\n\
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249 @end example\n\
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250 \n\
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251 with\n\
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252 \n\
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253 @example\n\
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254 x(t_0) = x_0, xdot(t_0) = xdot_0\n\
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255 @end example\n\
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256 \n\
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257 @end ifinfo\n\
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258 with functional stopping criteria (root solving).\n\
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259 \n\
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260 The solution is returned in the matrices @var{x} and @var{xdot},\n\
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261 with each row in the result matrices corresponding to one of the\n\
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262 elements in the vector @var{t_out}. The first element of @var{t}\n\
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263 should be @math{t_0} and correspond to the initial state of the\n\
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264 system @var{x_0} and its derivative @var{xdot_0}, so that the first\n\
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265 row of the output @var{x} is @var{x_0} and the first row\n\
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266 of the output @var{xdot} is @var{xdot_0}.\n\
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267 \n\
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268 The vector @var{t} provides an upper limit on the length of the\n\
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269 integration. If the stopping condition is met, the vector\n\
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270 @var{t_out} will be shorter than @var{t}, and the final element of\n\
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271 @var{t_out} will be the point at which the stopping condition was met,\n\
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272 and may not correspond to any element of the vector @var{t}.\n\
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273 \n\
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274 The first argument, @var{fcn}, is a string that names the function to\n\
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275 call to compute the vector of residuals for the set of equations.\n\
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276 It must have the form\n\
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277 \n\
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278 @example\n\
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279 @var{res} = f (@var{x}, @var{xdot}, @var{t})\n\
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280 @end example\n\
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281 \n\
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282 @noindent\n\
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283 in which @var{x}, @var{xdot}, and @var{res} are vectors, and @var{t} is a\n\
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284 scalar.\n\
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285 \n\
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286 If @var{fcn} is a two-element string array, the first element names\n\
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287 the function @math{f} described above, and the second element names\n\
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288 a function to compute the modified Jacobian\n\
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289 \n\
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290 @tex\n\
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291 $$\n\
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292 J = {\\partial f \\over \\partial x}\n\
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293 + c {\\partial f \\over \\partial \\dot{x}}\n\
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294 $$\n\
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295 @end tex\n\
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296 @ifinfo\n\
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297 \n\
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298 @example\n\
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299 df df\n\
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300 jac = -- + c ------\n\
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301 dx d xdot\n\
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302 @end example\n\
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303 \n\
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304 @end ifinfo\n\
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305 \n\
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306 The modified Jacobian function must have the form\n\
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307 \n\
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308 @example\n\
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309 \n\
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310 @var{jac} = j (@var{x}, @var{xdot}, @var{t}, @var{c})\n\
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311 \n\
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312 @end example\n\
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313 \n\
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314 The optional second argument names a function that defines the\n\
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315 constraint functions whose roots are desired during the integration.\n\
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316 This function must have the form\n\
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317 \n\
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318 @example\n\
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319 @var{g_out} = g (@var{x}, @var{t})\n\
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320 @end example\n\
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321 \n\
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322 and return a vector of the constraint function values.\n\
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323 If the value of any of the constraint functions changes sign, @sc{Dasrt}\n\
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324 will attempt to stop the integration at the point of the sign change.\n\
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325 \n\
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326 If the name of the constraint function is omitted, @code{dasrt} solves\n\
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327 the saem problem as @code{daspk} or @code{dassl}.\n\
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328 \n\
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329 Note that because of numerical errors in the constraint functions\n\
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330 due to roundoff and integration error, @sc{Dasrt} may return false\n\
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331 roots, or return the same root at two or more nearly equal values of\n\
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332 @var{T}. If such false roots are suspected, the user should consider\n\
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333 smaller error tolerances or higher precision in the evaluation of the\n\
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334 constraint functions.\n\
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335 \n\
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336 If a root of some constraint function defines the end of the problem,\n\
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337 the input to @sc{Dasrt} should nevertheless allow integration to a\n\
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338 point slightly past that root, so that @sc{Dasrt} can locate the root\n\
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339 by interpolation.\n\
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340 \n\
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341 The third and fourth arguments to @code{dasrt} specify the initial\n\
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342 condition of the states and their derivatives, and the fourth argument\n\
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343 specifies a vector of output times at which the solution is desired,\n\
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344 including the time corresponding to the initial condition.\n\
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345 \n\
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346 The set of initial states and derivatives are not strictly required to\n\
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347 be consistent. In practice, however, @sc{Dassl} is not very good at\n\
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348 determining a consistent set for you, so it is best if you ensure that\n\
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349 the initial values result in the function evaluating to zero.\n\
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350 \n\
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351 The sixth argument is optional, and may be used to specify a set of\n\
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352 times that the DAE solver should not integrate past. It is useful for\n\
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353 avoiding difficulties with singularities and points where there is a\n\
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354 discontinuity in the derivative.\n\
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355 \n\
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356 After a successful computation, the value of @var{istate} will be\n\
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357 greater than zero (consistent with the Fortran version of @sc{Dassl}).\n\
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358 \n\
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359 If the computation is not successful, the value of @var{istate} will be\n\
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360 less than zero and @var{msg} will contain additional information.\n\
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361 \n\
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362 You can use the function @code{dasrt_options} to set optional\n\
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363 parameters for @code{dasrt}.\n\
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364 @end deftypefn\n\
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365 @seealso{daspk, dasrt, lsode, odessa}")
3990
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366 {
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367 octave_value_list retval;
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368
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369 unwind_protect::begin_frame ("Fdasrt");
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370
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371 unwind_protect_int (call_depth);
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372 call_depth++;
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373
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374 if (call_depth > 1)
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375 DASRT_ABORT1 ("invalid recursive call");
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376
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377 int argp = 0;
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378
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379 int nargin = args.length ();
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380
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381 if (nargin < 4 || nargin > 6)
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382 {
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383 print_usage ("dasrt");
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384 unwind_protect::run_frame ("Fdasrt");
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385 return retval;
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386 }
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387
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388 dasrt_f = 0;
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389 dasrt_j = 0;
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390 dasrt_cf = 0;
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391
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392 // Check all the arguments. Are they the right animals?
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393
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394 // Here's where I take care of f and j in one shot:
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395
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396 octave_value f_arg = args(0);
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397
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398 switch (f_arg.rows ())
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399 {
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400 case 1:
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401 dasrt_f = extract_function
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402 (args(0), "dasrt", "__dasrt_fcn__",
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403 "function res = __dasrt_fcn__ (x, xdot, t) res = ",
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404 "; endfunction");
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405 break;
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406
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407 case 2:
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408 {
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409 string_vector tmp = args(0).all_strings ();
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410
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411 if (! error_state)
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412 {
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413 dasrt_f = extract_function
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414 (tmp(0), "dasrt", "__dasrt_fcn__",
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415 "function res = __dasrt_fcn__ (x, xdot, t) res = ",
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416 "; endfunction");
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417
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418 if (dasrt_f)
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419 {
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420 dasrt_j = extract_function
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421 (tmp(1), "dasrt", "__dasrt_jac__",
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422 "function jac = __dasrt_jac__ (x, xdot, t, cj) jac = ",
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423 "; endfunction");
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424
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diff changeset
425 if (! dasrt_j)
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diff changeset
426 dasrt_f = 0;
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diff changeset
427 }
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diff changeset
428 }
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diff changeset
429 }
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diff changeset
430 break;
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diff changeset
431
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432 default:
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diff changeset
433 DASRT_ABORT1
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diff changeset
434 ("first arg should be a string or 2-element string array");
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diff changeset
435 }
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diff changeset
436
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diff changeset
437 if (error_state || (! dasrt_f))
46388d6a4e44 [project @ 2002-07-16 06:20:39 by jwe]
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diff changeset
438 DASRT_ABORT;
46388d6a4e44 [project @ 2002-07-16 06:20:39 by jwe]
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diff changeset
439
46388d6a4e44 [project @ 2002-07-16 06:20:39 by jwe]
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diff changeset
440 DAERTFunc func (dasrt_user_f);
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diff changeset
441
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diff changeset
442 argp++;
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diff changeset
443
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diff changeset
444 if (args(1).is_string ())
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diff changeset
445 {
46388d6a4e44 [project @ 2002-07-16 06:20:39 by jwe]
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diff changeset
446 dasrt_cf = is_valid_function (args(1), "dasrt", true);
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diff changeset
447
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diff changeset
448 if (! dasrt_cf)
3992
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449 DASRT_ABORT1 ("expecting function name as argument 2");
3990
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450
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diff changeset
451 argp++;
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diff changeset
452
46388d6a4e44 [project @ 2002-07-16 06:20:39 by jwe]
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diff changeset
453 func.set_constraint_function (dasrt_user_cf);
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diff changeset
454 }
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455
46388d6a4e44 [project @ 2002-07-16 06:20:39 by jwe]
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456 ColumnVector state (args(argp++).vector_value ());
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diff changeset
457
46388d6a4e44 [project @ 2002-07-16 06:20:39 by jwe]
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diff changeset
458 if (error_state)
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diff changeset
459 DASRT_ABORT2 ("expecting state vector as argument %d", argp);
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diff changeset
460
3992
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461 ColumnVector stateprime (args(argp++).vector_value ());
3990
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462
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diff changeset
463 if (error_state)
46388d6a4e44 [project @ 2002-07-16 06:20:39 by jwe]
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diff changeset
464 DASRT_ABORT2
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diff changeset
465 ("expecting time derivative of state vector as argument %d", argp);
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diff changeset
466
3994
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diff changeset
467 ColumnVector out_times (args(argp++).vector_value ());
3990
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diff changeset
468
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diff changeset
469 if (error_state)
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diff changeset
470 DASRT_ABORT2
46388d6a4e44 [project @ 2002-07-16 06:20:39 by jwe]
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diff changeset
471 ("expecting output time vector as %s argument %d", argp);
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diff changeset
472
3994
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diff changeset
473 double tzero = out_times (0);
3990
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474
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475 ColumnVector crit_times;
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476
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477 bool crit_times_set = false;
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478
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479 if (argp < nargin)
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480 {
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481 crit_times = ColumnVector (args(argp++).vector_value ());
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482
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483 if (error_state)
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484 DASRT_ABORT2
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485 ("expecting critical time vector as argument %d", argp);
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486
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487 crit_times_set = true;
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488 }
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489
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490 if (dasrt_j)
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491 func.set_jacobian_function (dasrt_user_j);
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492
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493 DASRT_result output;
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494
3992
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495 DASRT dae = DASRT (state, stateprime, tzero, func);
3990
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496
4122
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497 dae.set_options (dasrt_opts);
3990
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498
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499 if (crit_times_set)
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500 output = dae.integrate (out_times, crit_times);
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501 else
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502 output = dae.integrate (out_times);
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503
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504 if (! error_state)
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505 {
3997
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506 std::string msg = dae.error_message ();
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507
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508 retval(4) = msg;
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509 retval(3) = static_cast<double> (dae.integration_state ());
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510
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511 if (dae.integration_ok ())
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512 {
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513 retval(2) = output.times ();
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514 retval(1) = output.deriv ();
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515 retval(0) = output.state ();
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516 }
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517 else
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518 {
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519 retval(2) = Matrix ();
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520 retval(1) = Matrix ();
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521 retval(0) = Matrix ();
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522
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523 if (nargout < 4)
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524 error ("dasrt: %s", msg.c_str ());
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525 }
3990
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526 }
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527
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528 unwind_protect::run_frame ("Fdasrt");
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529
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530 return retval;
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531 }
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532
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533 /*
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534 ;;; Local Variables: ***
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535 ;;; mode: C++ ***
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536 ;;; End: ***
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537 */