-- FreeFem++ v4.14 (mer. 06 mars 2024 16:59:04 CET - git v4.14-1-g2b2052ae) file : battery_convert.edp Load: lg_fem lg_mesh lg_mesh3 eigenvalue 1 : // battery_convert.edp 2 : // 3 : // Discussion: 4 : // 5 : // Read the battery_o.msh and battery_g.msh files created by BAMG, 6 : // and save a standard FreeFem++ mesh as battery.msh. 7 : // 8 : // Licensing: 9 : // 10 : // This code is distributed under the MIT license. 11 : // 12 : // Modified: 13 : // 14 : // 30 December 2014 15 : // 16 : // Author: 17 : // 18 : // John Burkardt 19 : // 20 : // Reference: 21 : // 22 : // Frederic Hecht, 23 : // Freefem++, 24 : // Third Edition, version 3.22 25 : // 26 : // William Mitchell, 27 : // A collection of 2D elliptic problems for testing adaptive 28 : // grid refinement algorithms, 29 : // Applied Mathematics and Computation, 30 : // Volume 220, 1 September 2013, pages 350-364. 31 : // 32 : cout << "\n"; 33 : cout << "battery_convert():\n"; 34 : cout << " FreeFem++ version\n"; 35 : cout << " Read BAMG battery mesh, create a FreeFem++ mesh ... : .\n"; 36 : // 37 : // Th: the triangulation. 38 : // 39 : mesh Th = readmesh ( "battery_o.msh" ); 40 : // 41 : // Plot the mesh. 42 : // 43 : plot ( Th, wait = true, ps = "battery.eps" ); 44 : // 45 : // Save the mesh file. 46 : // 47 : savemesh ( Th, "battery.msh" ); 48 : // 49 : // Terminate. 50 : // 51 : cout << "\n"; 52 : cout << "battery_convert():\n"; 53 : cout << " Normal end of execution.\n"; 54 : 55 : exit ( 0 ); 56 : 57 : sizestack + 1024 =1256 ( 232 ) battery_convert(): FreeFem++ version Read BAMG battery mesh, create a FreeFem++ mesh. -- mesh: Nb of Triangles = 1799, Nb of Vertices 966 number of required edges : 0 battery_convert(): Normal end of execution. current line = 55 exit(0) err code 0 , mpirank 0 CodeAlloc : nb ptr 3813, size :515632 mpirank: 0 Ok: Normal End -- FreeFem++ v4.14 (mer. 06 mars 2024 16:59:04 CET - git v4.14-1-g2b2052ae) file : mitchell_05.edp Load: lg_fem lg_mesh lg_mesh3 eigenvalue 1 : // mitchell_05.edp 2 : // 3 : // Discussion: 4 : // 5 : // -d/dx p dudx - d/dy q dudy = f on [0,8.4]x[0,24] 6 : // Mixed boundary conditions 7 : // 8 : // f = given 9 : // g unknown 10 : // 11 : // P, Q and F are piecewise constant functions: 12 : // 13 : // Domain P Q F 14 : // ------ ---- ---- ---- 15 : // 1 25.0 25.0 0.0 16 : // 2 7.0 0.8 1.0 17 : // 3 5.0 0.0001 1.0 18 : // 4 0.2 0.2 0.0 19 : // 5 0.05 0.05 0.0 20 : // 21 : // Y8 +------------------+ 22 : // | K = 1 | 23 : // Y7 +---------------+ | 24 : // | K = 5 | | 25 : // Y6 +--------+---+ | | 26 : // | K = 2 | | | | 27 : // Y5 +--------+ K | | | 28 : // | K = 3 | = | | | 29 : // Y4 +--------+ 4 | | | 30 : // | K = 2 | | | | 31 : // Y3 +--------+ | | | 32 : // | K = 5 | | | | 33 : // Y2 +--------+---+--+ | 34 : // | | 35 : // Y1 +------------------+ 36 : // X1 X2 X3 X4 X5 37 : // 38 : // The rectangular subdomains are characterized by 5 X values: 39 : // 0.0, 6.1, 6.5, 8.0, 8.4 40 : // and 8 Y values: 41 : // 0.0, 0.8, 1.6, 3.6, 18.8, 21.2, 23.2, 24.0 42 : // 43 : // The boundary conditions are of the form: 44 : // p dudx dyds - q dudy dxds + c * u = g 45 : // 46 : // using the following values: 47 : // 48 : // side C gN Boundary condition 49 : // ------- --- --- ------------------ 50 : // bottom 3.0 1.0: - q dudy + 3 u = 1 51 : // right 2.0 2.0: p dudx + 2 u = 2 52 : // top 1.0 3.0: q dudy + u = 3 53 : // left 0.0 0.0: - p dudx = 0 54 : // 55 : // The mesh generated by BAMG will assign the following boundary labels: 56 : // 57 : // side label 58 : // ------- ----- 59 : // bottom 1 60 : // right 2 61 : // top 3 62 : // left 4 63 : // 64 : // Licensing: 65 : // 66 : // This code is distributed under the MIT license. 67 : // 68 : // Modified: 69 : // 70 : // 10 February 2015 71 : // 72 : // Author: 73 : // 74 : // John Burkardt 75 : // 76 : // Reference: 77 : // 78 : // Frederic Hecht, 79 : // Freefem++, 80 : // Third Edition, version 3.22 81 : // 82 : // William Mitchell, 83 : // A collection of 2D elliptic problems for testing adaptive 84 : // grid refinement algorithms, 85 : // Applied Mathematics and Computation, 86 : // Volume 220, 1 September 2013, pages 350-364. 87 : // 88 : cout << "\n"; 89 : cout << "mitchell_05():\n"; 90 : cout << " FreeFem++ version\n"; 91 : cout << " Mitchell test problem 5, the battery.\n"; 92 : // 93 : // Set parameters. 94 : // 95 : real x1 = 0.0; 96 : real x2 = 6.1; 97 : real x3 = 6.5; 98 : real x4 = 8.0; 99 : real x5 = 8.4; 100 : real y1 = 0.0; *** Warning The identifier y1 hide a Global identifier 101 : real y2 = 0.8; 102 : real y3 = 1.6; 103 : real y4 = 3.6; 104 : real y5 = 18.8; 105 : real y6 = 21.2; 106 : real y7 = 23.2; 107 : real y8 = 24.0; 108 : // 109 : // Read the mesh. 110 : // 111 : mesh Th = readmesh ( "battery.msh" ); 112 : // 113 : // Define Vh, the finite element space defined over Th, using P1 basis functions. 114 : // 115 : fespace Vh ( Th, P1 ); 116 : // 117 : // Define U, V, and F, piecewise continuous functions over Th. 118 : // 119 : Vh u; 120 : Vh v; 121 : // 122 : // Define the function F. 123 : // 124 : func real f ( real xx, real yy ) 125 : { 126 : real value; 127 : 128 : value = 0.0; 129 : // 130 : // Region 1: 131 : // 132 : if ( x4 <= xx || y7 <= yy || yy <= y2 ) 133 : { 134 : value = 0.0; 135 : } 136 : // 137 : // Region 2: 138 : // 139 : else if ( y3 <= yy && yy <= y4 && xx <= x2 ) 140 : { 141 : value = 1.0; 142 : } 143 : else if ( y5 <= yy && yy <= y6 && xx <= x2 ) 144 : { 145 : value = 1.0; 146 : } 147 : // 148 : // Region 3; 149 : // 150 : else if ( y4 <= yy && yy <= y5 && xx <= x2 ) 151 : { 152 : value = 1.0; 153 : } 154 : // 155 : // Region 4: 156 : // 157 : else if ( y2 <= yy && yy <= y6 && x2 <= xx && xx <= x3 ) 158 : { 159 : value = 0.0; 160 : } 161 : // 162 : // Region 5: 163 : // 164 : else if ( y6 <= yy && yy <= y7 && xx <= x4 ) 165 : { 166 : value = 0.0; 167 : } 168 : else if ( y2 <= yy && yy <= y7 && x3 <= xx && xx <= x4 ) 169 : { 170 : value = 0.0; 171 : } 172 : else 173 : { 174 : cout << "F: Stray values X = " << x << " Y = " << y << "\n"; 175 : } 176 : return value; 177 : } 178 : // 179 : // Define the boundary condition functions G1, G2, G3, G4: 180 : // 181 : func g1 = 1.0; 182 : func g2 = 2.0; 183 : func g3 = 3.0; 184 : func g4 = 0.0; 185 : // 186 : // Define the coefficient function P. 187 : // 188 : func real p ( real xx, real yy ) 189 : { 190 : real value; 191 : 192 : value = 0.0; 193 : // 194 : // Region 1: 195 : // 196 : if ( x4 <= xx || y7 <= yy || yy <= y2 ) 197 : { 198 : value = 25.0; 199 : } 200 : // 201 : // Region 2: 202 : // 203 : else if ( y3 <= yy && yy <= y4 && xx <= x2 ) 204 : { 205 : value = 7.0; 206 : } 207 : else if ( y5 <= yy && yy <= y6 && xx <= x2 ) 208 : { 209 : value = 7.0; 210 : } 211 : // 212 : // Region 3; 213 : // 214 : else if ( y4 <= yy && yy <= y5 && xx <= x2 ) 215 : { 216 : value = 5.0; 217 : } 218 : // 219 : // Region 4: 220 : // 221 : else if ( y2 <= yy && yy <= y6 && x2 <= xx && xx <= x3 ) 222 : { 223 : value = 0.2; 224 : } 225 : // 226 : // Region 5: 227 : // 228 : else if ( y6 <= yy && yy <= y7 && xx <= x4 ) 229 : { 230 : value = 0.05; 231 : } 232 : else if ( y2 <= yy && yy <= y7 && x3 <= xx && xx <= x4 ) 233 : { 234 : value = 0.05; 235 : } 236 : else if ( y2 <= yy && yy <= y3 && x1 <= xx && xx <= x2 ) 237 : { 238 : value = 0.05; 239 : } 240 : else 241 : { 242 : cout << "P: Stray values: X = " << x << " Y = " << y << "\n"; 243 : } 244 : return value; 245 : } 246 : // 247 : // Define the coefficient function Q. 248 : // 249 : func real q ( real xx, real yy ) 250 : { 251 : real value; 252 : 253 : value = 0.0; 254 : // 255 : // Region 1: 256 : // 257 : if ( x4 <= xx || y7 <= yy || yy <= y2 ) 258 : { 259 : value = 25.0; 260 : } 261 : // 262 : // Region 2: 263 : // 264 : else if ( y3 <= yy && yy <= y4 && xx <= x2 ) 265 : { 266 : value = 0.8; 267 : } 268 : else if ( y5 <= yy && yy <= y6 && xx <= x2 ) 269 : { 270 : value = 0.8; 271 : } 272 : // 273 : // Region 3; 274 : // 275 : else if ( y4 <= yy && yy <= y5 && xx <= x2 ) 276 : { 277 : value = 0.0001; 278 : } 279 : // 280 : // Region 4: 281 : // 282 : else if ( y2 <= yy && yy <= y6 && x2 <= xx && xx <= x3 ) 283 : { 284 : value = 0.2; 285 : } 286 : // 287 : // Region 5: 288 : // Two regions, one of which is described by two rectangles. 289 : // 290 : else if ( y6 <= yy && yy <= y7 && xx <= x4 ) 291 : { 292 : value = 0.05; 293 : } 294 : else if ( y2 <= yy && yy <= y7 && x3 <= xx && xx <= x4 ) 295 : { 296 : value = 0.05; 297 : } 298 : else if ( y2 <= yy && yy <= y3 && x1 <= xx && xx <= x2 ) 299 : { 300 : value = 0.05; 301 : } 302 : else 303 : { 304 : cout << "Q: Stray values: X = " << x << " Y = " << y << "\n"; 305 : } 306 : return value; 307 : } 308 : // 309 : // Solve the variational problem with Robin boundary conditions. 310 : // 311 : solve Laplace ( u, v ) 312 : = int2d ( Th ) ( p(x,y) * dx(u)*dx(v) + q(x,y) * dy(u)*dy(v) ) 313 : - int2d ( Th ) ( f(x,y) * v ) 314 : - int1d ( Th, 1 ) ( 3.0 * u * v ) 315 : - int1d ( Th, 1 ) ( - 1.0 * v ) 316 : - int1d ( Th, 2 ) ( 2.0 * u * v ) 317 : - int1d ( Th, 2 ) ( - 2.0 * v ) 318 : - int1d ( Th, 3 ) ( u * v ) 319 : - int1d ( Th, 3 ) ( - 3.0 * v ); 320 : // 321 : // Plot the solution. 322 : // 323 : plot ( u, wait = true, fill = true, ps = "mitchell_05_u.eps" ); 324 : // 325 : // Plot the mesh. 326 : // 327 : plot ( Th, wait = true, ps = "mitchell_05_mesh.eps" ); 328 : // 329 : // Save the mesh file. 330 : // 331 : savemesh ( Th, "mitchell_05.msh" ); 332 : // 333 : // Terminate. 334 : // 335 : cout << "\n"; 336 : cout << "mitchell_05:\n"; 337 : cout << " Normal end of execution.\n"; 338 : 339 : exit ( 0 ); 340 : 341 : sizestack + 1024 =3248 ( 2224 ) mitchell_05(): FreeFem++ version Mitchell test problem 5, the battery. -- mesh: Nb of Triangles = 1799, Nb of Vertices 966 F: Stray values X = 0.338889 Y = 1.06667 F: Stray values X = 0.456846 Y = 1.15949 F: Stray values X = 0.456846 Y = 0.881029 F: Stray values X = 0.102975 Y = 1.15949 F: Stray values X = 0.269344 Y = 1.01194 F: Stray values X = 0.269344 Y = 1.17611 F: Stray values X = 0.477978 Y = 1.01194 F: Stray values X = 0.169444 Y = 0.933333 F: Stray values X = 0.0514873 Y = 1.11897 F: Stray values X = 0.405359 Y = 0.840515 F: Stray values X = 0.0514873 Y = 0.840515 F: Stray values X = 0.238989 Y = 0.823886 F: Stray values X = 0.0303556 Y = 0.988057 F: Stray values X = 0.238989 Y = 0.988057 F: Stray values X = 5.93056 Y = 0.933333 F: Stray values X = 5.69464 Y = 0.840515 F: Stray values X = 6.04851 Y = 1.11897 F: Stray values X = 6.04851 Y = 0.840515 F: Stray values X = 6.06964 Y = 0.988057 F: Stray values X = 5.86101 Y = 0.823886 F: Stray values X = 5.86101 Y = 0.988057 F: Stray values X = 5.93056 Y = 1.46667 F: Stray values X = 6.04851 Y = 1.55949 F: Stray values X = 6.04851 Y = 1.28103 F: Stray values X = 5.69464 Y = 1.55949 F: Stray values X = 5.86101 Y = 1.41194 F: Stray values X = 5.86101 Y = 1.57611 F: Stray values X = 6.06964 Y = 1.41194 F: Stray values X = 5.76111 Y = 1.33333 F: Stray values X = 5.64315 Y = 1.51897 F: Stray values X = 5.99703 Y = 1.24051 F: Stray values X = 5.64315 Y = 1.24051 F: Stray values X = 5.83066 Y = 1.22389 F: Stray values X = 5.62202 Y = 1.38806 F: Stray values X = 5.83066 Y = 1.38806 F: Stray values X = 5.25278 Y = 1.33333 F: Stray values X = 5.48869 Y = 1.24051 F: Stray values X = 5.13482 Y = 1.24051 F: Stray values X = 5.13482 Y = 1.51897 F: Stray values X = 5.11369 Y = 1.38806 F: Stray values X = 5.32232 Y = 1.38806 F: Stray values X = 5.32232 Y = 1.22389 F: Stray values X = 5.76111 Y = 1.06667 F: Stray values X = 5.99703 Y = 1.15949 F: Stray values X = 5.64315 Y = 0.881029 F: Stray values X = 5.64315 Y = 1.15949 F: Stray values X = 5.62202 Y = 1.01194 F: Stray values X = 5.83066 Y = 1.17611 F: Stray values X = 5.83066 Y = 1.01194 F: Stray values X = 5.42222 Y = 1.46667 F: Stray values X = 5.54018 Y = 1.55949 F: Stray values X = 5.54018 Y = 1.28103 F: Stray values X = 5.18631 Y = 1.55949 F: Stray values X = 5.35268 Y = 1.41194 F: Stray values X = 5.35268 Y = 1.57611 F: Stray values X = 5.56131 Y = 1.41194 F: Stray values X = 5.42222 Y = 0.933333 F: Stray values X = 5.18631 Y = 0.840515 F: Stray values X = 5.54018 Y = 1.11897 F: Stray values X = 5.54018 Y = 0.840515 F: Stray values X = 5.56131 Y = 0.988057 F: Stray values X = 5.35268 Y = 0.823886 F: Stray values X = 5.35268 Y = 0.988057 F: Stray values X = 4.74444 Y = 1.46667 F: Stray values X = 4.98036 Y = 1.55949 F: Stray values X = 4.62649 Y = 1.28103 F: Stray values X = 4.62649 Y = 1.55949 F: Stray values X = 4.60536 Y = 1.41194 F: Stray values X = 4.81399 Y = 1.57611 F: Stray values X = 4.81399 Y = 1.41194 F: Stray values X = 4.91389 Y = 1.06667 F: Stray values X = 5.03185 Y = 1.15949 F: Stray values X = 5.03185 Y = 0.881029 F: Stray values X = 4.67797 Y = 1.15949 F: Stray values X = 4.84434 Y = 1.01194 F: Stray values X = 4.84434 Y = 1.17611 F: Stray values X = 5.05298 Y = 1.01194 F: Stray values X = 5.25278 Y = 1.06667 F: Stray values X = 5.48869 Y = 1.15949 F: Stray values X = 5.13482 Y = 0.881029 F: Stray values X = 5.13482 Y = 1.15949 F: Stray values X = 5.11369 Y = 1.01194 F: Stray values X = 5.32232 Y = 1.17611 F: Stray values X = 5.32232 Y = 1.01194 F: Stray values X = 4.91389 Y = 1.33333 F: Stray values X = 5.03185 Y = 1.51897 F: Stray values X = 5.03185 Y = 1.24051 F: Stray values X = 4.67797 Y = 1.24051 F: Stray values X = 4.84434 Y = 1.22389 F: Stray values X = 4.84434 Y = 1.38806 F: Stray values X = 5.05298 Y = 1.38806 F: Stray values X = 4.40556 Y = 1.06667 F: Stray values X = 4.52351 Y = 1.15949 F: Stray values X = 4.52351 Y = 0.881029 F: Stray values X = 4.16964 Y = 1.15949 F: Stray values X = 4.33601 Y = 1.01194 F: Stray values X = 4.33601 Y = 1.17611 F: Stray values X = 4.54464 Y = 1.01194 F: Stray values X = 4.74444 Y = 0.933333 F: Stray values X = 4.98036 Y = 0.840515 F: Stray values X = 4.62649 Y = 0.840515 F: Stray values X = 4.62649 Y = 1.11897 F: Stray values X = 4.60536 Y = 0.988057 F: Stray values X = 4.81399 Y = 0.988057 F: Stray values X = 4.81399 Y = 0.823886 F: Stray values X = 4.40556 Y = 1.33333 F: Stray values X = 4.52351 Y = 1.51897 F: Stray values X = 4.52351 Y = 1.24051 F: Stray values X = 4.16964 Y = 1.24051 F: Stray values X = 4.33601 Y = 1.22389 F: Stray values X = 4.33601 Y = 1.38806 F: Stray values X = 4.54464 Y = 1.38806 F: Stray values X = 4.23611 Y = 0.933333 F: Stray values X = 4.11815 Y = 1.11897 F: Stray values X = 4.47203 Y = 0.840515 F: Stray values X = 4.11815 Y = 0.840515 F: Stray values X = 4.30566 Y = 0.823886 F: Stray values X = 4.09702 Y = 0.988057 F: Stray values X = 4.30566 Y = 0.988057 F: Stray values X = 4.23611 Y = 1.46667 F: Stray values X = 4.11815 Y = 1.55949 F: Stray values X = 4.47203 Y = 1.55949 F: Stray values X = 4.11815 Y = 1.28103 F: Stray values X = 4.30566 Y = 1.41194 F: Stray values X = 4.09702 Y = 1.41194 F: Stray values X = 4.30566 Y = 1.57611 F: Stray values X = 3.77014 Y = 1.46667 F: Stray values X = 3.97656 Y = 1.55949 F: Stray values X = 3.71116 Y = 1.28103 F: Stray values X = 3.62269 Y = 1.55949 F: Stray values X = 3.64844 Y = 1.41194 F: Stray values X = 3.80491 Y = 1.57611 F: Stray values X = 3.85707 Y = 1.41194 F: Stray values X = 3.51597 Y = 1.33333 F: Stray values X = 3.63393 Y = 1.24051 F: Stray values X = 3.36853 Y = 1.24051 F: Stray values X = 3.54546 Y = 1.51897 F: Stray values X = 3.44643 Y = 1.38806 F: Stray values X = 3.6029 Y = 1.38806 F: Stray values X = 3.49859 Y = 1.22389 F: Stray values X = 3.93958 Y = 1.06667 F: Stray values X = 3.76265 Y = 1.15949 F: Stray values X = 4.02805 Y = 1.15949 F: Stray values X = 4.02805 Y = 0.881029 F: Stray values X = 4.0439 Y = 1.01194 F: Stray values X = 3.88742 Y = 1.01194 F: Stray values X = 3.88742 Y = 1.17611 F: Stray values X = 3.30417 Y = 1.46667 F: Stray values X = 3.12723 Y = 1.55949 F: Stray values X = 3.4811 Y = 1.55949 F: Stray values X = 3.30417 Y = 1.28103 F: Stray values X = 3.40848 Y = 1.41194 F: Stray values X = 3.19985 Y = 1.41194 F: Stray values X = 3.30417 Y = 1.57611 F: Stray values X = 3.05 Y = 1.33333 F: Stray values X = 3.22694 Y = 1.24051 F: Stray values X = 2.87306 Y = 1.24051 F: Stray values X = 3.05 Y = 1.51897 F: Stray values X = 2.94568 Y = 1.38806 F: Stray values X = 3.15432 Y = 1.38806 F: Stray values X = 3.05 Y = 1.22389 F: Stray values X = 3.30417 Y = 0.933333 F: Stray values X = 3.4811 Y = 0.840515 F: Stray values X = 3.12723 Y = 0.840515 F: Stray values X = 3.30417 Y = 1.11897 F: Stray values X = 3.19985 Y = 0.988057 F: Stray values X = 3.40848 Y = 0.988057 F: Stray values X = 3.30417 Y = 0.823886 F: Stray values X = 3.93958 Y = 1.33333 F: Stray values X = 3.76265 Y = 1.24051 F: Stray values X = 4.02805 Y = 1.51897 F: Stray values X = 4.02805 Y = 1.24051 F: Stray values X = 4.0439 Y = 1.38806 F: Stray values X = 3.88742 Y = 1.22389 F: Stray values X = 3.88742 Y = 1.38806 F: Stray values X = 3.51597 Y = 1.06667 F: Stray values X = 3.54546 Y = 0.881029 F: Stray values X = 3.36853 Y = 1.15949 F: Stray values X = 3.63393 Y = 1.15949 F: Stray values X = 3.49859 Y = 1.17611 F: Stray values X = 3.6029 Y = 1.01194 F: Stray values X = 3.44643 Y = 1.01194 F: Stray values X = 3.77014 Y = 0.933333 F: Stray values X = 3.62269 Y = 0.840515 F: Stray values X = 3.71116 Y = 1.11897 F: Stray values X = 3.97656 Y = 0.840515 F: Stray values X = 3.85707 Y = 0.988057 F: Stray values X = 3.80491 Y = 0.823886 F: Stray values X = 3.64844 Y = 0.988057 F: Stray values X = 3.05 Y = 1.06667 F: Stray values X = 3.05 Y = 0.881029 F: Stray values X = 2.87306 Y = 1.15949 F: Stray values X = 3.22694 Y = 1.15949 F: Stray values X = 3.05 Y = 1.17611 F: Stray values X = 3.15432 Y = 1.01194 F: Stray values X = 2.94568 Y = 1.01194 F: Stray values X = 2.79583 Y = 1.46667 F: Stray values X = 2.79583 Y = 1.28103 F: Stray values X = 2.6189 Y = 1.55949 F: Stray values X = 2.97277 Y = 1.55949 F: Stray values X = 2.79583 Y = 1.57611 F: Stray values X = 2.90015 Y = 1.41194 F: Stray values X = 2.69152 Y = 1.41194 F: Stray values X = 2.54167 Y = 1.33333 F: Stray values X = 2.36473 Y = 1.24051 F: Stray values X = 2.54167 Y = 1.51897 F: Stray values X = 2.7186 Y = 1.24051 F: Stray values X = 2.64598 Y = 1.38806 F: Stray values X = 2.54167 Y = 1.22389 F: Stray values X = 2.43735 Y = 1.38806 F: Stray values X = 2.79583 Y = 0.933333 F: Stray values X = 2.6189 Y = 0.840515 F: Stray values X = 2.79583 Y = 1.11897 F: Stray values X = 2.97277 Y = 0.840515 F: Stray values X = 2.90015 Y = 0.988057 F: Stray values X = 2.79583 Y = 0.823886 F: Stray values X = 2.69152 Y = 0.988057 F: Stray values X = 2.2875 Y = 1.46667 F: Stray values X = 2.2875 Y = 1.28103 F: Stray values X = 2.11056 Y = 1.55949 F: Stray values X = 2.46444 Y = 1.55949 F: Stray values X = 2.2875 Y = 1.57611 F: Stray values X = 2.39182 Y = 1.41194 F: Stray values X = 2.18318 Y = 1.41194 F: Stray values X = 2.54167 Y = 1.06667 F: Stray values X = 2.36473 Y = 1.15949 F: Stray values X = 2.7186 Y = 1.15949 F: Stray values X = 2.54167 Y = 0.881029 F: Stray values X = 2.64598 Y = 1.01194 F: Stray values X = 2.43735 Y = 1.01194 F: Stray values X = 2.54167 Y = 1.17611 F: Stray values X = 2.03333 Y = 1.33333 F: Stray values X = 1.8564 Y = 1.24051 F: Stray values X = 2.03333 Y = 1.51897 F: Stray values X = 2.21027 Y = 1.24051 F: Stray values X = 2.13765 Y = 1.38806 F: Stray values X = 2.03333 Y = 1.22389 F: Stray values X = 1.92902 Y = 1.38806 F: Stray values X = 2.2875 Y = 0.933333 F: Stray values X = 2.11056 Y = 0.840515 F: Stray values X = 2.2875 Y = 1.11897 F: Stray values X = 2.46444 Y = 0.840515 F: Stray values X = 2.39182 Y = 0.988057 F: Stray values X = 2.2875 Y = 0.823886 F: Stray values X = 2.18318 Y = 0.988057 F: Stray values X = 1.77917 Y = 1.46667 F: Stray values X = 1.77917 Y = 1.28103 F: Stray values X = 1.60223 Y = 1.55949 F: Stray values X = 1.9561 Y = 1.55949 F: Stray values X = 1.77917 Y = 1.57611 F: Stray values X = 1.88348 Y = 1.41194 F: Stray values X = 1.67485 Y = 1.41194 F: Stray values X = 1.31319 Y = 1.46667 F: Stray values X = 1.37217 Y = 1.28103 F: Stray values X = 1.10677 Y = 1.55949 F: Stray values X = 1.46064 Y = 1.55949 F: Stray values X = 1.27842 Y = 1.57611 F: Stray values X = 1.4349 Y = 1.41194 F: Stray values X = 1.22626 Y = 1.41194 F: Stray values X = 1.77917 Y = 0.933333 F: Stray values X = 1.9561 Y = 0.840515 F: Stray values X = 1.60223 Y = 0.840515 F: Stray values X = 1.77917 Y = 1.11897 F: Stray values X = 1.67485 Y = 0.988057 F: Stray values X = 1.88348 Y = 0.988057 F: Stray values X = 1.77917 Y = 0.823886 F: Stray values X = 2.03333 Y = 1.06667 F: Stray values X = 2.03333 Y = 0.881029 F: Stray values X = 1.8564 Y = 1.15949 F: Stray values X = 2.21027 Y = 1.15949 F: Stray values X = 2.03333 Y = 1.17611 F: Stray values X = 2.13765 Y = 1.01194 F: Stray values X = 1.92902 Y = 1.01194 F: Stray values X = 1.56736 Y = 1.33333 F: Stray values X = 1.4494 Y = 1.24051 F: Stray values X = 1.53787 Y = 1.51897 F: Stray values X = 1.71481 Y = 1.24051 F: Stray values X = 1.63691 Y = 1.38806 F: Stray values X = 1.58475 Y = 1.22389 F: Stray values X = 1.48043 Y = 1.38806 F: Stray values X = 1.14375 Y = 1.06667 F: Stray values X = 1.05528 Y = 0.881029 F: Stray values X = 1.05528 Y = 1.15949 F: Stray values X = 1.32069 Y = 1.15949 F: Stray values X = 1.19591 Y = 1.17611 F: Stray values X = 1.19591 Y = 1.01194 F: Stray values X = 1.03943 Y = 1.01194 F: Stray values X = 1.56736 Y = 1.06667 F: Stray values X = 1.53787 Y = 0.881029 F: Stray values X = 1.4494 Y = 1.15949 F: Stray values X = 1.71481 Y = 1.15949 F: Stray values X = 1.58475 Y = 1.17611 F: Stray values X = 1.63691 Y = 1.01194 F: Stray values X = 1.48043 Y = 1.01194 F: Stray values X = 1.14375 Y = 1.33333 F: Stray values X = 1.05528 Y = 1.24051 F: Stray values X = 1.05528 Y = 1.51897 F: Stray values X = 1.32069 Y = 1.24051 F: Stray values X = 1.19591 Y = 1.38806 F: Stray values X = 1.19591 Y = 1.22389 F: Stray values X = 1.03943 Y = 1.38806 F: Stray values X = 0.847222 Y = 1.46667 F: Stray values X = 0.611308 Y = 1.55949 F: Stray values X = 0.965179 Y = 1.55949 F: Stray values X = 0.965179 Y = 1.28103 F: Stray values X = 0.986311 Y = 1.41194 F: Stray values X = 0.777678 Y = 1.41194 F: Stray values X = 0.777678 Y = 1.57611 F: Stray values X = 1.31319 Y = 0.933333 F: Stray values X = 1.10677 Y = 0.840515 F: Stray values X = 1.37217 Y = 1.11897 F: Stray values X = 1.46064 Y = 0.840515 F: Stray values X = 1.4349 Y = 0.988057 F: Stray values X = 1.27842 Y = 0.823886 F: Stray values X = 1.22626 Y = 0.988057 F: Stray values X = 0.677778 Y = 1.06667 F: Stray values X = 0.559821 Y = 1.15949 F: Stray values X = 0.913692 Y = 1.15949 F: Stray values X = 0.559821 Y = 0.881029 F: Stray values X = 0.747322 Y = 1.01194 F: Stray values X = 0.538689 Y = 1.01194 F: Stray values X = 0.747322 Y = 1.17611 F: Stray values X = 0.677778 Y = 1.33333 F: Stray values X = 0.559821 Y = 1.51897 F: Stray values X = 0.913692 Y = 1.24051 F: Stray values X = 0.559821 Y = 1.24051 F: Stray values X = 0.747322 Y = 1.22389 F: Stray values X = 0.538689 Y = 1.38806 F: Stray values X = 0.747322 Y = 1.38806 F: Stray values X = 0.338889 Y = 1.33333 F: Stray values X = 0.456846 Y = 1.51897 F: Stray values X = 0.456846 Y = 1.24051 F: Stray values X = 0.102975 Y = 1.24051 F: Stray values X = 0.269344 Y = 1.22389 F: Stray values X = 0.269344 Y = 1.38806 F: Stray values X = 0.477978 Y = 1.38806 F: Stray values X = 0.847222 Y = 0.933333 F: Stray values X = 0.965179 Y = 0.840515 F: Stray values X = 0.611308 Y = 0.840515 F: Stray values X = 0.965179 Y = 1.11897 F: Stray values X = 0.777678 Y = 0.988057 F: Stray values X = 0.986311 Y = 0.988057 F: Stray values X = 0.777678 Y = 0.823886 F: Stray values X = 0.169444 Y = 1.46667 F: Stray values X = 0.0514873 Y = 1.28103 F: Stray values X = 0.0514873 Y = 1.55949 F: Stray values X = 0.405359 Y = 1.55949 F: Stray values X = 0.238989 Y = 1.57611 F: Stray values X = 0.238989 Y = 1.41194 F: Stray values X = 0.0303556 Y = 1.41194 -- Solve : min -8.37751 max 192.294 number of required edges : 0 mitchell_05: Normal end of execution. current line = 339 exit(0) err code 0 , mpirank 0 CodeAlloc : nb ptr 4430, size :541816 mpirank: 0 Ok: Normal End