1TermVector B : unknown "v " (real scalar) 2 (1,0) * Linear form (real) of integral type on domain 'Omega' with unnknown 'v' : intg_Omega one * v, FEM computation, triangle->Misc P_2 Hammer Stroud (nbq = 3), based on operator : 3 operator identity v returns a real scalar 4 left operand : function 'one' * (product) 5 using triangle->Misc P_2 Hammer Stroud (nbq = 3) 6 7 121 values, first and last 10 values 8 FE dof 1 (0.1, 0) -> 0.005 9 FE dof 2 (0, 0.1) -> 0.005 10 FE dof 3 (0, 0) -> 0.00166666666667 11 FE dof 4 (0.1, 0.1) -> 0.01 12 FE dof 5 (0.2, 0) -> 0.005 13 FE dof 6 (0.2, 0.1) -> 0.01 14 FE dof 7 (0.3, 0) -> 0.005 15 FE dof 8 (0.3, 0.1) -> 0.01 16 FE dof 9 (0.4, 0) -> 0.005 17 FE dof 10 (0.4, 0.1) -> 0.01 18 ... 19 FE dof 112 (0.1, 1) -> 0.005 20 FE dof 113 (0.2, 1) -> 0.005 21 FE dof 114 (0.3, 1) -> 0.005 22 FE dof 115 (0.4, 1) -> 0.005 23 FE dof 116 (0.5, 1) -> 0.005 24 FE dof 117 (0.6, 1) -> 0.005 25 FE dof 118 (0.7, 1) -> 0.005 26 FE dof 119 (0.8, 1) -> 0.005 27 FE dof 120 (0.9, 1) -> 0.005 28 FE dof 121 (1, 1) -> 0.00166666666667 29 30 31 B1|un=1 32 33TermVector Bxy : unknown "v " (real scalar) 34 (1,0) * Linear form (real) of integral type on domain 'Omega' with unnknown 'v' : intg_Omega fun * v, FEM computation, triangle->Misc P_2 Hammer Stroud (nbq = 3), based on operator : 35 operator identity v returns a real scalar 36 left operand : function '?' * (product) 37 using triangle->Misc P_2 Hammer Stroud (nbq = 3) 38 39 121 values, first and last 10 values 40 FE dof 1 (0.1, 0) -> 1.25e-05 41 FE dof 2 (0, 0.1) -> 1.25e-05 42 FE dof 3 (0, 0) -> 9.25925925926e-07 43 FE dof 4 (0.1, 0.1) -> 9.16666666667e-05 44 FE dof 5 (0.2, 0) -> 2.91666666667e-05 45 FE dof 6 (0.2, 0.1) -> 0.000191666666667 46 FE dof 7 (0.3, 0) -> 4.58333333333e-05 47 FE dof 8 (0.3, 0.1) -> 0.000291666666667 48 FE dof 9 (0.4, 0) -> 6.25e-05 49 FE dof 10 (0.4, 0.1) -> 0.000391666666667 50 ... 51 FE dof 112 (0.1, 1) -> 0.0005625 52 FE dof 113 (0.2, 1) -> 0.00104583333333 53 FE dof 114 (0.3, 1) -> 0.00152916666667 54 FE dof 115 (0.4, 1) -> 0.0020125 55 FE dof 116 (0.5, 1) -> 0.00249583333333 56 FE dof 117 (0.6, 1) -> 0.00297916666667 57 FE dof 118 (0.7, 1) -> 0.0034625 58 FE dof 119 (0.8, 1) -> 0.00394583333333 59 FE dof 120 (0.9, 1) -> 0.00442916666667 60 FE dof 121 (1, 1) -> 0.00158425925926 61 62 63 Bxy|un=0.25 64 65TermVector C1 : unknown "v " (real scalar) 66 (1,0) * Linear form (real) of integral type on domain 'Gamma_2' with unnknown 'v' : intg_Gamma_2 v, FEM computation, segment->Gauss_Legendre_1 (nbq = 1), based on operator : 67 operator identity v returns a real scalar 68 using segment->Gauss_Legendre_1 (nbq = 1) 69 70 11 values, all values 71 FE dof 2 (0, 0.1) -> 0.1 72 FE dof 3 (0, 0) -> 0.05 73 FE dof 23 (0, 0.2) -> 0.1 74 FE dof 34 (0, 0.3) -> 0.1 75 FE dof 45 (0, 0.4) -> 0.1 76 FE dof 56 (0, 0.5) -> 0.1 77 FE dof 67 (0, 0.6) -> 0.1 78 FE dof 78 (0, 0.7) -> 0.1 79 FE dof 89 (0, 0.8) -> 0.1 80 FE dof 100 (0, 0.9) -> 0.1 81 FE dof 111 (0, 1) -> 0.05 82 83TermVector : unknown "v " (real scalar) 84 (2,0) * Linear form (real) of integral type on domain 'Omega' with unnknown 'v' : intg_Omega one * v, FEM computation, triangle->Misc P_2 Hammer Stroud (nbq = 3), based on operator : 85 operator identity v returns a real scalar 86 left operand : function 'one' * (product) 87 using triangle->Misc P_2 Hammer Stroud (nbq = 3) 88 89 121 values, first and last 10 values 90 FE dof 1 (0.1, 0) -> 0.01 91 FE dof 2 (0, 0.1) -> 0.01 92 FE dof 3 (0, 0) -> 0.00333333333333 93 FE dof 4 (0.1, 0.1) -> 0.02 94 FE dof 5 (0.2, 0) -> 0.01 95 FE dof 6 (0.2, 0.1) -> 0.02 96 FE dof 7 (0.3, 0) -> 0.01 97 FE dof 8 (0.3, 0.1) -> 0.02 98 FE dof 9 (0.4, 0) -> 0.01 99 FE dof 10 (0.4, 0.1) -> 0.02 100 ... 101 FE dof 112 (0.1, 1) -> 0.01 102 FE dof 113 (0.2, 1) -> 0.01 103 FE dof 114 (0.3, 1) -> 0.01 104 FE dof 115 (0.4, 1) -> 0.01 105 FE dof 116 (0.5, 1) -> 0.01 106 FE dof 117 (0.6, 1) -> 0.01 107 FE dof 118 (0.7, 1) -> 0.01 108 FE dof 119 (0.8, 1) -> 0.01 109 FE dof 120 (0.9, 1) -> 0.01 110 FE dof 121 (1, 1) -> 0.00333333333333 111 112TermVector : unknown "v " (real scalar) 113 (3.14159265359,0) * Linear form (real) of integral type on domain 'Omega' with unnknown 'v' : intg_Omega one * v, FEM computation, triangle->Misc P_2 Hammer Stroud (nbq = 3), based on operator : 114 operator identity v returns a real scalar 115 left operand : function 'one' * (product) 116 using triangle->Misc P_2 Hammer Stroud (nbq = 3) 117 118 121 values, first and last 10 values 119 FE dof 1 (0.1, 0) -> 0.0157079632679 120 FE dof 2 (0, 0.1) -> 0.0157079632679 121 FE dof 3 (0, 0) -> 0.00523598775598 122 FE dof 4 (0.1, 0.1) -> 0.0314159265359 123 FE dof 5 (0.2, 0) -> 0.0157079632679 124 FE dof 6 (0.2, 0.1) -> 0.0314159265359 125 FE dof 7 (0.3, 0) -> 0.0157079632679 126 FE dof 8 (0.3, 0.1) -> 0.0314159265359 127 FE dof 9 (0.4, 0) -> 0.0157079632679 128 FE dof 10 (0.4, 0.1) -> 0.0314159265359 129 ... 130 FE dof 112 (0.1, 1) -> 0.0157079632679 131 FE dof 113 (0.2, 1) -> 0.0157079632679 132 FE dof 114 (0.3, 1) -> 0.0157079632679 133 FE dof 115 (0.4, 1) -> 0.0157079632679 134 FE dof 116 (0.5, 1) -> 0.0157079632679 135 FE dof 117 (0.6, 1) -> 0.0157079632679 136 FE dof 118 (0.7, 1) -> 0.0157079632679 137 FE dof 119 (0.8, 1) -> 0.0157079632679 138 FE dof 120 (0.9, 1) -> 0.0157079632679 139 FE dof 121 (1, 1) -> 0.00523598775598 140 141TermVector : unknown "v " (complex scalar) 142 (0,1) * Linear form (real) of integral type on domain 'Omega' with unnknown 'v' : intg_Omega one * v, FEM computation, triangle->Misc P_2 Hammer Stroud (nbq = 3), based on operator : 143 operator identity v returns a real scalar 144 left operand : function 'one' * (product) 145 using triangle->Misc P_2 Hammer Stroud (nbq = 3) 146 147 121 values, first and last 10 values 148 FE dof 1 (0.1, 0) -> (0,0.005) 149 FE dof 2 (0, 0.1) -> (0,0.005) 150 FE dof 3 (0, 0) -> (0,0.00166666666667) 151 FE dof 4 (0.1, 0.1) -> (0,0.01) 152 FE dof 5 (0.2, 0) -> (0,0.005) 153 FE dof 6 (0.2, 0.1) -> (0,0.01) 154 FE dof 7 (0.3, 0) -> (0,0.005) 155 FE dof 8 (0.3, 0.1) -> (0,0.01) 156 FE dof 9 (0.4, 0) -> (0,0.005) 157 FE dof 10 (0.4, 0.1) -> (0,0.01) 158 ... 159 FE dof 112 (0.1, 1) -> (0,0.005) 160 FE dof 113 (0.2, 1) -> (0,0.005) 161 FE dof 114 (0.3, 1) -> (0,0.005) 162 FE dof 115 (0.4, 1) -> (0,0.005) 163 FE dof 116 (0.5, 1) -> (0,0.005) 164 FE dof 117 (0.6, 1) -> (0,0.005) 165 FE dof 118 (0.7, 1) -> (0,0.005) 166 FE dof 119 (0.8, 1) -> (0,0.005) 167 FE dof 120 (0.9, 1) -> (0,0.005) 168 FE dof 121 (1, 1) -> (0,0.00166666666667) 169 170TermVector : unknown "v " (real scalar) 171 (3,0) * Linear form (real) of integral type on domain 'Omega' with unnknown 'v' : intg_Omega one * v, FEM computation, triangle->Misc P_2 Hammer Stroud (nbq = 3), based on operator : 172 operator identity v returns a real scalar 173 left operand : function 'one' * (product) 174 using triangle->Misc P_2 Hammer Stroud (nbq = 3) 175 176 121 values, first and last 10 values 177 FE dof 1 (0.1, 0) -> 0.015 178 FE dof 2 (0, 0.1) -> 0.015 179 FE dof 3 (0, 0) -> 0.005 180 FE dof 4 (0.1, 0.1) -> 0.03 181 FE dof 5 (0.2, 0) -> 0.015 182 FE dof 6 (0.2, 0.1) -> 0.03 183 FE dof 7 (0.3, 0) -> 0.015 184 FE dof 8 (0.3, 0.1) -> 0.03 185 FE dof 9 (0.4, 0) -> 0.015 186 FE dof 10 (0.4, 0.1) -> 0.03 187 ... 188 FE dof 112 (0.1, 1) -> 0.015 189 FE dof 113 (0.2, 1) -> 0.015 190 FE dof 114 (0.3, 1) -> 0.015 191 FE dof 115 (0.4, 1) -> 0.015 192 FE dof 116 (0.5, 1) -> 0.015 193 FE dof 117 (0.6, 1) -> 0.015 194 FE dof 118 (0.7, 1) -> 0.015 195 FE dof 119 (0.8, 1) -> 0.015 196 FE dof 120 (0.9, 1) -> 0.015 197 FE dof 121 (1, 1) -> 0.005 198 199TermVector : unknown "v " (complex scalar) 200 (0,3) * Linear form (real) of integral type on domain 'Omega' with unnknown 'v' : intg_Omega one * v, FEM computation, triangle->Misc P_2 Hammer Stroud (nbq = 3), based on operator : 201 operator identity v returns a real scalar 202 left operand : function 'one' * (product) 203 using triangle->Misc P_2 Hammer Stroud (nbq = 3) 204 205 121 values, first and last 10 values 206 FE dof 1 (0.1, 0) -> (0,0.015) 207 FE dof 2 (0, 0.1) -> (0,0.015) 208 FE dof 3 (0, 0) -> (0,0.005) 209 FE dof 4 (0.1, 0.1) -> (0,0.03) 210 FE dof 5 (0.2, 0) -> (0,0.015) 211 FE dof 6 (0.2, 0.1) -> (0,0.03) 212 FE dof 7 (0.3, 0) -> (0,0.015) 213 FE dof 8 (0.3, 0.1) -> (0,0.03) 214 FE dof 9 (0.4, 0) -> (0,0.015) 215 FE dof 10 (0.4, 0.1) -> (0,0.03) 216 ... 217 FE dof 112 (0.1, 1) -> (0,0.015) 218 FE dof 113 (0.2, 1) -> (0,0.015) 219 FE dof 114 (0.3, 1) -> (0,0.015) 220 FE dof 115 (0.4, 1) -> (0,0.015) 221 FE dof 116 (0.5, 1) -> (0,0.015) 222 FE dof 117 (0.6, 1) -> (0,0.015) 223 FE dof 118 (0.7, 1) -> (0,0.015) 224 FE dof 119 (0.8, 1) -> (0,0.015) 225 FE dof 120 (0.9, 1) -> (0,0.015) 226 FE dof 121 (1, 1) -> (0,0.005) 227 228TermVector from FunctionTermVector F1 : unknown "u " (real scalar) 229 121 values, first and last 10 values 230 FE dof 1 (0.1, 0) -> 0 231 FE dof 2 (0, 0.1) -> 0 232 FE dof 3 (0, 0) -> 0 233 FE dof 4 (0.1, 0.1) -> 0.01 234 FE dof 5 (0.2, 0) -> 0 235 FE dof 6 (0.2, 0.1) -> 0.02 236 FE dof 7 (0.3, 0) -> 0 237 FE dof 8 (0.3, 0.1) -> 0.03 238 FE dof 9 (0.4, 0) -> 0 239 FE dof 10 (0.4, 0.1) -> 0.04 240 ... 241 FE dof 112 (0.1, 1) -> 0.1 242 FE dof 113 (0.2, 1) -> 0.2 243 FE dof 114 (0.3, 1) -> 0.3 244 FE dof 115 (0.4, 1) -> 0.4 245 FE dof 116 (0.5, 1) -> 0.5 246 FE dof 117 (0.6, 1) -> 0.6 247 FE dof 118 (0.7, 1) -> 0.7 248 FE dof 119 (0.8, 1) -> 0.8 249 FE dof 120 (0.9, 1) -> 0.9 250 FE dof 121 (1, 1) -> 1 251 252TermVector from SymbolicFunctionTermVector F2 : unknown "u " (real scalar) 253 121 values, first and last 10 values 254 FE dof 1 (0.1, 0) -> 0 255 FE dof 2 (0, 0.1) -> 0 256 FE dof 3 (0, 0) -> 0 257 FE dof 4 (0.1, 0.1) -> 0.01 258 FE dof 5 (0.2, 0) -> 0 259 FE dof 6 (0.2, 0.1) -> 0.02 260 FE dof 7 (0.3, 0) -> 0 261 FE dof 8 (0.3, 0.1) -> 0.03 262 FE dof 9 (0.4, 0) -> 0 263 FE dof 10 (0.4, 0.1) -> 0.04 264 ... 265 FE dof 112 (0.1, 1) -> 0.1 266 FE dof 113 (0.2, 1) -> 0.2 267 FE dof 114 (0.3, 1) -> 0.3 268 FE dof 115 (0.4, 1) -> 0.4 269 FE dof 116 (0.5, 1) -> 0.5 270 FE dof 117 (0.6, 1) -> 0.6 271 FE dof 118 (0.7, 1) -> 0.7 272 FE dof 119 (0.8, 1) -> 0.8 273 FE dof 120 (0.9, 1) -> 0.9 274 FE dof 121 (1, 1) -> 1 275 276TermVector from Function involving normal vectorTermVector Fn : unknown "u " (real scalar) 277 11 values, all values 278 FE dof 2 (0, 0.1) -> 0 279 FE dof 3 (0, 0) -> 0 280 FE dof 23 (0, 0.2) -> 0 281 FE dof 34 (0, 0.3) -> 0 282 FE dof 45 (0, 0.4) -> 0 283 FE dof 56 (0, 0.5) -> 0 284 FE dof 67 (0, 0.6) -> 0 285 FE dof 78 (0, 0.7) -> 0 286 FE dof 89 (0, 0.8) -> 0 287 FE dof 100 (0, 0.9) -> 0 288 FE dof 111 (0, 1) -> 0 289 290 291 C1|ung2=1 292 293 C1|ung1=0.05 294 295 C1|un=1 296TermVector B2 : unknown "v2 " (real scalar) 297 (1,0) * Linear form (real) of integral type on domain 'Omega' with unnknown 'v2' : intg_Omega one * v2, FEM computation, triangle->Symmetrical Gauss_4 (nbq = 6), based on operator : 298 operator identity v2 returns a real scalar 299 left operand : function 'one' * (product) 300 using triangle->Symmetrical Gauss_4 (nbq = 6) 301 302 441 values, first and last 10 values 303 FE dof 1 (0.1, 0) -> 8.13151629364e-19 304 FE dof 2 (0, 0.1) -> 7.5894152074e-19 305 FE dof 3 (0, 0) -> 1.08420217249e-19 306 FE dof 4 (0.05, 0.05) -> 0.00333333333333 307 FE dof 5 (0, 0.05) -> 0.00166666666667 308 FE dof 6 (0.05, 0) -> 0.00166666666667 309 FE dof 7 (0.1, 0.1) -> 1.5720931501e-18 310 FE dof 8 (0.1, 0.05) -> 0.00333333333333 311 FE dof 9 (0.05, 0.1) -> 0.00333333333333 312 FE dof 10 (0.2, 0) -> 7.5894152074e-19 313 ... 314 FE dof 432 (0.8, 0.95) -> 0.00333333333333 315 FE dof 433 (0.75, 1) -> 0.00166666666667 316 FE dof 434 (0.85, 0.95) -> 0.00333333333333 317 FE dof 435 (0.9, 1) -> 7.65717784318e-19 318 FE dof 436 (0.9, 0.95) -> 0.00333333333333 319 FE dof 437 (0.85, 1) -> 0.00166666666667 320 FE dof 438 (0.95, 0.95) -> 0.00333333333333 321 FE dof 439 (1, 1) -> 1.08420217249e-19 322 FE dof 440 (1, 0.95) -> 0.00166666666667 323 FE dof 441 (0.95, 1) -> 0.00166666666667 324 325 326 B2|un2=1 327 328TermVector Bxy2 : unknown "v2 " (real scalar) 329 (1,0) * Linear form (real) of integral type on domain 'Omega' with unnknown 'v2' : intg_Omega fun * v2, FEM computation, triangle->Symmetrical Gauss_4 (nbq = 6), based on operator : 330 operator identity v2 returns a real scalar 331 left operand : function '?' * (product) 332 using triangle->Symmetrical Gauss_4 (nbq = 6) 333 334 441 values, first and last 10 values 335 FE dof 1 (0.1, 0) -> -1.94444444444e-06 336 FE dof 2 (0, 0.1) -> -1.94444444444e-06 337 FE dof 3 (0, 0) -> -2.77777777778e-07 338 FE dof 4 (0.05, 0.05) -> 7.77777777778e-06 339 FE dof 5 (0, 0.05) -> 1.11111111111e-06 340 FE dof 6 (0.05, 0) -> 1.11111111111e-06 341 FE dof 7 (0.1, 0.1) -> 2.77777777778e-06 342 FE dof 8 (0.1, 0.05) -> 1.55555555556e-05 343 FE dof 9 (0.05, 0.1) -> 1.55555555556e-05 344 FE dof 10 (0.2, 0) -> -5.27777777778e-06 345 ... 346 FE dof 432 (0.8, 0.95) -> 0.00253222222222 347 FE dof 433 (0.75, 1) -> 0.00124111111111 348 FE dof 434 (0.85, 0.95) -> 0.00269111111111 349 FE dof 435 (0.9, 1) -> 1.47222222222e-05 350 FE dof 436 (0.9, 0.95) -> 0.00284888888889 351 FE dof 437 (0.85, 1) -> 0.00140444444444 352 FE dof 438 (0.95, 0.95) -> 0.00300777777778 353 FE dof 439 (1, 1) -> 1.63888888889e-05 354 FE dof 440 (1, 0.95) -> 0.00156777777778 355 FE dof 441 (0.95, 1) -> 0.00156777777778 356 357 358 Bxy2|un2=0.25 359 360TermVector C2 : unknown "v2 " (real scalar) 361 (1,0) * Linear form (real) of integral type on domain 'Gamma_2' with unnknown 'v2' : intg_Gamma_2 v2, FEM computation, segment->Gauss_Legendre_2 (nbq = 2), based on operator : 362 operator identity v2 returns a real scalar 363 using segment->Gauss_Legendre_2 (nbq = 2) 364 365 21 values, first and last 10 values 366 FE dof 2 (0, 0.1) -> 0.0333333333333 367 FE dof 3 (0, 0) -> 0.0166666666667 368 FE dof 5 (0, 0.05) -> 0.0666666666667 369 FE dof 64 (0, 0.2) -> 0.0333333333333 370 FE dof 66 (0, 0.15) -> 0.0666666666667 371 FE dof 106 (0, 0.3) -> 0.0333333333333 372 FE dof 108 (0, 0.25) -> 0.0666666666667 373 FE dof 148 (0, 0.4) -> 0.0333333333333 374 FE dof 150 (0, 0.35) -> 0.0666666666667 375 FE dof 190 (0, 0.5) -> 0.0333333333333 376 ... 377 FE dof 232 (0, 0.6) -> 0.0333333333333 378 FE dof 234 (0, 0.55) -> 0.0666666666667 379 FE dof 274 (0, 0.7) -> 0.0333333333333 380 FE dof 276 (0, 0.65) -> 0.0666666666667 381 FE dof 316 (0, 0.8) -> 0.0333333333333 382 FE dof 318 (0, 0.75) -> 0.0666666666667 383 FE dof 358 (0, 0.9) -> 0.0333333333333 384 FE dof 360 (0, 0.85) -> 0.0666666666667 385 FE dof 400 (0, 1) -> 0.0166666666667 386 FE dof 402 (0, 0.95) -> 0.0666666666667 387 388 389 C2|ung22=1 390 391 C2|ung12=0.0166666666667 392 393 C2|un2=1 394 395 t1 = TermVector : unknown "u " (real scalar) 396 121 values, first and last 10 values 397 FE dof 1 (0.1, 0) -> 0 398 FE dof 2 (0, 0.1) -> 0 399 FE dof 3 (0, 0) -> 0 400 FE dof 4 (0.1, 0.1) -> 0.01 401 FE dof 5 (0.2, 0) -> 0 402 FE dof 6 (0.2, 0.1) -> 0.02 403 FE dof 7 (0.3, 0) -> 0 404 FE dof 8 (0.3, 0.1) -> 0.03 405 FE dof 9 (0.4, 0) -> 0 406 FE dof 10 (0.4, 0.1) -> 0.04 407 ... 408 FE dof 112 (0.1, 1) -> 0.1 409 FE dof 113 (0.2, 1) -> 0.2 410 FE dof 114 (0.3, 1) -> 0.3 411 FE dof 115 (0.4, 1) -> 0.4 412 FE dof 116 (0.5, 1) -> 0.5 413 FE dof 117 (0.6, 1) -> 0.6 414 FE dof 118 (0.7, 1) -> 0.7 415 FE dof 119 (0.8, 1) -> 0.8 416 FE dof 120 (0.9, 1) -> 0.9 417 FE dof 121 (1, 1) -> 1 418 419 420 421 t2 = TermVector : unknown "u " (real scalar) 422 11 values, all values 423 FE dof 3 (0, 0) -> 1 424 FE dof 1 (0.1, 0) -> 1 425 FE dof 5 (0.2, 0) -> 1 426 FE dof 7 (0.3, 0) -> 1 427 FE dof 9 (0.4, 0) -> 1 428 FE dof 11 (0.5, 0) -> 1 429 FE dof 13 (0.6, 0) -> 1 430 FE dof 15 (0.7, 0) -> 1 431 FE dof 17 (0.8, 0) -> 1 432 FE dof 19 (0.9, 0) -> 1 433 FE dof 21 (1, 0) -> 1 434 435 436 437 t1 + t2 = TermVector : unknown "u " (real scalar) 438 121 values, first and last 10 values 439 FE dof 1 (0.1, 0) -> 1 440 FE dof 2 (0, 0.1) -> 0 441 FE dof 3 (0, 0) -> 1 442 FE dof 4 (0.1, 0.1) -> 0.01 443 FE dof 5 (0.2, 0) -> 1 444 FE dof 6 (0.2, 0.1) -> 0.02 445 FE dof 7 (0.3, 0) -> 1 446 FE dof 8 (0.3, 0.1) -> 0.03 447 FE dof 9 (0.4, 0) -> 1 448 FE dof 10 (0.4, 0.1) -> 0.04 449 ... 450 FE dof 112 (0.1, 1) -> 0.1 451 FE dof 113 (0.2, 1) -> 0.2 452 FE dof 114 (0.3, 1) -> 0.3 453 FE dof 115 (0.4, 1) -> 0.4 454 FE dof 116 (0.5, 1) -> 0.5 455 FE dof 117 (0.6, 1) -> 0.6 456 FE dof 118 (0.7, 1) -> 0.7 457 FE dof 119 (0.8, 1) -> 0.8 458 FE dof 120 (0.9, 1) -> 0.9 459 FE dof 121 (1, 1) -> 1 460 461 462 463 2*t1+Complex(0.,1.)*t2 = TermVector : unknown "u " (complex scalar) 464 121 values, first and last 10 values 465 FE dof 1 (0.1, 0) -> (0,1) 466 FE dof 2 (0, 0.1) -> (0,0) 467 FE dof 3 (0, 0) -> (0,1) 468 FE dof 4 (0.1, 0.1) -> (0.02,0) 469 FE dof 5 (0.2, 0) -> (0,1) 470 FE dof 6 (0.2, 0.1) -> (0.04,0) 471 FE dof 7 (0.3, 0) -> (0,1) 472 FE dof 8 (0.3, 0.1) -> (0.06,0) 473 FE dof 9 (0.4, 0) -> (0,1) 474 FE dof 10 (0.4, 0.1) -> (0.08,0) 475 ... 476 FE dof 112 (0.1, 1) -> (0.2,0) 477 FE dof 113 (0.2, 1) -> (0.4,0) 478 FE dof 114 (0.3, 1) -> (0.6,0) 479 FE dof 115 (0.4, 1) -> (0.8,0) 480 FE dof 116 (0.5, 1) -> (1,0) 481 FE dof 117 (0.6, 1) -> (1.2,0) 482 FE dof 118 (0.7, 1) -> (1.4,0) 483 FE dof 119 (0.8, 1) -> (1.6,0) 484 FE dof 120 (0.9, 1) -> (1.8,0) 485 FE dof 121 (1, 1) -> (2,0) 486 487 488 489 2*t1-Complex(0.,1.)*t2 = TermVector : unknown "u " (complex scalar) 490 121 values, first and last 10 values 491 FE dof 1 (0.1, 0) -> (0,-1) 492 FE dof 2 (0, 0.1) -> (0,0) 493 FE dof 3 (0, 0) -> (0,-1) 494 FE dof 4 (0.1, 0.1) -> (0.02,0) 495 FE dof 5 (0.2, 0) -> (0,-1) 496 FE dof 6 (0.2, 0.1) -> (0.04,0) 497 FE dof 7 (0.3, 0) -> (0,-1) 498 FE dof 8 (0.3, 0.1) -> (0.06,0) 499 FE dof 9 (0.4, 0) -> (0,-1) 500 FE dof 10 (0.4, 0.1) -> (0.08,0) 501 ... 502 FE dof 112 (0.1, 1) -> (0.2,0) 503 FE dof 113 (0.2, 1) -> (0.4,0) 504 FE dof 114 (0.3, 1) -> (0.6,0) 505 FE dof 115 (0.4, 1) -> (0.8,0) 506 FE dof 116 (0.5, 1) -> (1,0) 507 FE dof 117 (0.6, 1) -> (1.2,0) 508 FE dof 118 (0.7, 1) -> (1.4,0) 509 FE dof 119 (0.8, 1) -> (1.6,0) 510 FE dof 120 (0.9, 1) -> (1.8,0) 511 FE dof 121 (1, 1) -> (2,0) 512 513 514 515 abs(t) = TermVector : unknown "u " (real scalar) 516 121 values, first and last 10 values 517 FE dof 1 (0.1, 0) -> 1 518 FE dof 2 (0, 0.1) -> 0 519 FE dof 3 (0, 0) -> 1 520 FE dof 4 (0.1, 0.1) -> 0.02 521 FE dof 5 (0.2, 0) -> 1 522 FE dof 6 (0.2, 0.1) -> 0.04 523 FE dof 7 (0.3, 0) -> 1 524 FE dof 8 (0.3, 0.1) -> 0.06 525 FE dof 9 (0.4, 0) -> 1 526 FE dof 10 (0.4, 0.1) -> 0.08 527 ... 528 FE dof 112 (0.1, 1) -> 0.2 529 FE dof 113 (0.2, 1) -> 0.4 530 FE dof 114 (0.3, 1) -> 0.6 531 FE dof 115 (0.4, 1) -> 0.8 532 FE dof 116 (0.5, 1) -> 1 533 FE dof 117 (0.6, 1) -> 1.2 534 FE dof 118 (0.7, 1) -> 1.4 535 FE dof 119 (0.8, 1) -> 1.6 536 FE dof 120 (0.9, 1) -> 1.8 537 FE dof 121 (1, 1) -> 2 538 539 540 541 imag(t) = TermVector : unknown "u " (real scalar) 542 121 values, first and last 10 values 543 FE dof 1 (0.1, 0) -> -1 544 FE dof 2 (0, 0.1) -> 0 545 FE dof 3 (0, 0) -> -1 546 FE dof 4 (0.1, 0.1) -> 0 547 FE dof 5 (0.2, 0) -> -1 548 FE dof 6 (0.2, 0.1) -> 0 549 FE dof 7 (0.3, 0) -> -1 550 FE dof 8 (0.3, 0.1) -> 0 551 FE dof 9 (0.4, 0) -> -1 552 FE dof 10 (0.4, 0.1) -> 0 553 ... 554 FE dof 112 (0.1, 1) -> 0 555 FE dof 113 (0.2, 1) -> 0 556 FE dof 114 (0.3, 1) -> 0 557 FE dof 115 (0.4, 1) -> 0 558 FE dof 116 (0.5, 1) -> 0 559 FE dof 117 (0.6, 1) -> 0 560 FE dof 118 (0.7, 1) -> 0 561 FE dof 119 (0.8, 1) -> 0 562 FE dof 120 (0.9, 1) -> 0 563 FE dof 121 (1, 1) -> 0 564 565 566 567 real(t) = TermVector : unknown "u " (real scalar) 568 121 values, first and last 10 values 569 FE dof 1 (0.1, 0) -> 0 570 FE dof 2 (0, 0.1) -> 0 571 FE dof 3 (0, 0) -> 0 572 FE dof 4 (0.1, 0.1) -> 0.02 573 FE dof 5 (0.2, 0) -> 0 574 FE dof 6 (0.2, 0.1) -> 0.04 575 FE dof 7 (0.3, 0) -> 0 576 FE dof 8 (0.3, 0.1) -> 0.06 577 FE dof 9 (0.4, 0) -> 0 578 FE dof 10 (0.4, 0.1) -> 0.08 579 ... 580 FE dof 112 (0.1, 1) -> 0.2 581 FE dof 113 (0.2, 1) -> 0.4 582 FE dof 114 (0.3, 1) -> 0.6 583 FE dof 115 (0.4, 1) -> 0.8 584 FE dof 116 (0.5, 1) -> 1 585 FE dof 117 (0.6, 1) -> 1.2 586 FE dof 118 (0.7, 1) -> 1.4 587 FE dof 119 (0.8, 1) -> 1.6 588 FE dof 120 (0.9, 1) -> 1.8 589 FE dof 121 (1, 1) -> 2 590 591 592 593 conj(t) = TermVector : unknown "u " (complex scalar) 594 121 values, first and last 10 values 595 FE dof 1 (0.1, 0) -> (0,1) 596 FE dof 2 (0, 0.1) -> (0,-0) 597 FE dof 3 (0, 0) -> (0,1) 598 FE dof 4 (0.1, 0.1) -> (0.02,-0) 599 FE dof 5 (0.2, 0) -> (0,1) 600 FE dof 6 (0.2, 0.1) -> (0.04,-0) 601 FE dof 7 (0.3, 0) -> (0,1) 602 FE dof 8 (0.3, 0.1) -> (0.06,-0) 603 FE dof 9 (0.4, 0) -> (0,1) 604 FE dof 10 (0.4, 0.1) -> (0.08,-0) 605 ... 606 FE dof 112 (0.1, 1) -> (0.2,-0) 607 FE dof 113 (0.2, 1) -> (0.4,-0) 608 FE dof 114 (0.3, 1) -> (0.6,-0) 609 FE dof 115 (0.4, 1) -> (0.8,-0) 610 FE dof 116 (0.5, 1) -> (1,-0) 611 FE dof 117 (0.6, 1) -> (1.2,-0) 612 FE dof 118 (0.7, 1) -> (1.4,-0) 613 FE dof 119 (0.8, 1) -> (1.6,-0) 614 FE dof 120 (0.9, 1) -> (1.8,-0) 615 FE dof 121 (1, 1) -> (2,-0) 616 617 618 619 (t1-t2)/dt = TermVector : unknown "u " (real scalar) 620 121 values, first and last 10 values 621 FE dof 1 (0.1, 0) -> -0.5 622 FE dof 2 (0, 0.1) -> 0 623 FE dof 3 (0, 0) -> -0.5 624 FE dof 4 (0.1, 0.1) -> 0.005 625 FE dof 5 (0.2, 0) -> -0.5 626 FE dof 6 (0.2, 0.1) -> 0.01 627 FE dof 7 (0.3, 0) -> -0.5 628 FE dof 8 (0.3, 0.1) -> 0.015 629 FE dof 9 (0.4, 0) -> -0.5 630 FE dof 10 (0.4, 0.1) -> 0.02 631 ... 632 FE dof 112 (0.1, 1) -> 0.05 633 FE dof 113 (0.2, 1) -> 0.1 634 FE dof 114 (0.3, 1) -> 0.15 635 FE dof 115 (0.4, 1) -> 0.2 636 FE dof 116 (0.5, 1) -> 0.25 637 FE dof 117 (0.6, 1) -> 0.3 638 FE dof 118 (0.7, 1) -> 0.35 639 FE dof 119 (0.8, 1) -> 0.4 640 FE dof 120 (0.9, 1) -> 0.45 641 FE dof 121 (1, 1) -> 0.5 642 643 644 645 on the fly abs((t1-t2)/dt) = TermVector : unknown "u " (real scalar) 646 121 values, first and last 10 values 647 FE dof 1 (0.1, 0) -> 0.5 648 FE dof 2 (0, 0.1) -> 0 649 FE dof 3 (0, 0) -> 0.5 650 FE dof 4 (0.1, 0.1) -> 0.005 651 FE dof 5 (0.2, 0) -> 0.5 652 FE dof 6 (0.2, 0.1) -> 0.01 653 FE dof 7 (0.3, 0) -> 0.5 654 FE dof 8 (0.3, 0.1) -> 0.015 655 FE dof 9 (0.4, 0) -> 0.5 656 FE dof 10 (0.4, 0.1) -> 0.02 657 ... 658 FE dof 112 (0.1, 1) -> 0.05 659 FE dof 113 (0.2, 1) -> 0.1 660 FE dof 114 (0.3, 1) -> 0.15 661 FE dof 115 (0.4, 1) -> 0.2 662 FE dof 116 (0.5, 1) -> 0.25 663 FE dof 117 (0.6, 1) -> 0.3 664 FE dof 118 (0.7, 1) -> 0.35 665 FE dof 119 (0.8, 1) -> 0.4 666 FE dof 120 (0.9, 1) -> 0.45 667 FE dof 121 (1, 1) -> 0.5 668 669 670 671 on the fly out<<(t1-t2)/dt = TermVector : unknown "u " (real scalar) 672 121 values, first and last 10 values 673 FE dof 1 (0.1, 0) -> -0.5 674 FE dof 2 (0, 0.1) -> 0 675 FE dof 3 (0, 0) -> -0.5 676 FE dof 4 (0.1, 0.1) -> 0.005 677 FE dof 5 (0.2, 0) -> -0.5 678 FE dof 6 (0.2, 0.1) -> 0.01 679 FE dof 7 (0.3, 0) -> -0.5 680 FE dof 8 (0.3, 0.1) -> 0.015 681 FE dof 9 (0.4, 0) -> -0.5 682 FE dof 10 (0.4, 0.1) -> 0.02 683 ... 684 FE dof 112 (0.1, 1) -> 0.05 685 FE dof 113 (0.2, 1) -> 0.1 686 FE dof 114 (0.3, 1) -> 0.15 687 FE dof 115 (0.4, 1) -> 0.2 688 FE dof 116 (0.5, 1) -> 0.25 689 FE dof 117 (0.6, 1) -> 0.3 690 FE dof 118 (0.7, 1) -> 0.35 691 FE dof 119 (0.8, 1) -> 0.4 692 FE dof 120 (0.9, 1) -> 0.45 693 FE dof 121 (1, 1) -> 0.5 694 695 696t1.subVector(u)(p,r) = 0.25 697t1.subVector(u)(q,r) = 0.036 698t1(p,r) = 0.25 699t1(q,r) = 0.036 700t1(u,p,r) = 0.25 701t1(u,q,r) = 0.036 702by fun t1*t1 = TermVector : unknown "u " (real scalar) 703 121 values, first and last 10 values 704 FE dof 1 (0.1, 0) -> 0 705 FE dof 2 (0, 0.1) -> 0 706 FE dof 3 (0, 0) -> 0 707 FE dof 4 (0.1, 0.1) -> 0.0001 708 FE dof 5 (0.2, 0) -> 0 709 FE dof 6 (0.2, 0.1) -> 0.0004 710 FE dof 7 (0.3, 0) -> 0 711 FE dof 8 (0.3, 0.1) -> 0.0009 712 FE dof 9 (0.4, 0) -> 0 713 FE dof 10 (0.4, 0.1) -> 0.0016 714 ... 715 FE dof 112 (0.1, 1) -> 0.01 716 FE dof 113 (0.2, 1) -> 0.04 717 FE dof 114 (0.3, 1) -> 0.09 718 FE dof 115 (0.4, 1) -> 0.16 719 FE dof 116 (0.5, 1) -> 0.25 720 FE dof 117 (0.6, 1) -> 0.36 721 FE dof 118 (0.7, 1) -> 0.49 722 FE dof 119 (0.8, 1) -> 0.64 723 FE dof 120 (0.9, 1) -> 0.81 724 FE dof 121 (1, 1) -> 1 725 726 727by symbolic function t1^2 = TermVector (x1^2) : unknown "u " (real scalar) 728 121 values, first and last 10 values 729 FE dof 1 (0.1, 0) -> 0 730 FE dof 2 (0, 0.1) -> 0 731 FE dof 3 (0, 0) -> 0 732 FE dof 4 (0.1, 0.1) -> 0.0001 733 FE dof 5 (0.2, 0) -> 0 734 FE dof 6 (0.2, 0.1) -> 0.0004 735 FE dof 7 (0.3, 0) -> 0 736 FE dof 8 (0.3, 0.1) -> 0.0009 737 FE dof 9 (0.4, 0) -> 0 738 FE dof 10 (0.4, 0.1) -> 0.0016 739 ... 740 FE dof 112 (0.1, 1) -> 0.01 741 FE dof 113 (0.2, 1) -> 0.04 742 FE dof 114 (0.3, 1) -> 0.09 743 FE dof 115 (0.4, 1) -> 0.16 744 FE dof 116 (0.5, 1) -> 0.25 745 FE dof 117 (0.6, 1) -> 0.36 746 FE dof 118 (0.7, 1) -> 0.49 747 FE dof 119 (0.8, 1) -> 0.64 748 FE dof 120 (0.9, 1) -> 0.81 749 FE dof 121 (1, 1) -> 1 750 751 752t1*t1 = TermVector (x1*x2) : unknown "u " (real scalar) 753 121 values, first and last 10 values 754 FE dof 1 (0.1, 0) -> 0 755 FE dof 2 (0, 0.1) -> 0 756 FE dof 3 (0, 0) -> 0 757 FE dof 4 (0.1, 0.1) -> 0.0001 758 FE dof 5 (0.2, 0) -> 0 759 FE dof 6 (0.2, 0.1) -> 0.0004 760 FE dof 7 (0.3, 0) -> 0 761 FE dof 8 (0.3, 0.1) -> 0.0009 762 FE dof 9 (0.4, 0) -> 0 763 FE dof 10 (0.4, 0.1) -> 0.0016 764 ... 765 FE dof 112 (0.1, 1) -> 0.01 766 FE dof 113 (0.2, 1) -> 0.04 767 FE dof 114 (0.3, 1) -> 0.09 768 FE dof 115 (0.4, 1) -> 0.16 769 FE dof 116 (0.5, 1) -> 0.25 770 FE dof 117 (0.6, 1) -> 0.36 771 FE dof 118 (0.7, 1) -> 0.49 772 FE dof 119 (0.8, 1) -> 0.64 773 FE dof 120 (0.9, 1) -> 0.81 774 FE dof 121 (1, 1) -> 1 775 776 777st1 = TermVector sin(x1) : unknown "u " (real scalar) 778 121 values, first and last 10 values 779 FE dof 1 (0.1, 0) -> 0 780 FE dof 2 (0, 0.1) -> 0 781 FE dof 3 (0, 0) -> 0 782 FE dof 4 (0.1, 0.1) -> 0.00999983333417 783 FE dof 5 (0.2, 0) -> 0 784 FE dof 6 (0.2, 0.1) -> 0.0199986666933 785 FE dof 7 (0.3, 0) -> 0 786 FE dof 8 (0.3, 0.1) -> 0.0299955002025 787 FE dof 9 (0.4, 0) -> 0 788 FE dof 10 (0.4, 0.1) -> 0.0399893341866 789 ... 790 FE dof 112 (0.1, 1) -> 0.0998334166468 791 FE dof 113 (0.2, 1) -> 0.198669330795 792 FE dof 114 (0.3, 1) -> 0.295520206661 793 FE dof 115 (0.4, 1) -> 0.389418342309 794 FE dof 116 (0.5, 1) -> 0.479425538604 795 FE dof 117 (0.6, 1) -> 0.564642473395 796 FE dof 118 (0.7, 1) -> 0.644217687238 797 FE dof 119 (0.8, 1) -> 0.7173560909 798 FE dof 120 (0.9, 1) -> 0.783326909627 799 FE dof 121 (1, 1) -> 0.841470984808 800 801 802abs(st1+t1) = TermVector abs((sin(x1)+x2)) : unknown "u " (real scalar) 803 121 values, first and last 10 values 804 FE dof 1 (0.1, 0) -> 0 805 FE dof 2 (0, 0.1) -> 0 806 FE dof 3 (0, 0) -> 0 807 FE dof 4 (0.1, 0.1) -> 0.0199998333342 808 FE dof 5 (0.2, 0) -> 0 809 FE dof 6 (0.2, 0.1) -> 0.0399986666933 810 FE dof 7 (0.3, 0) -> 0 811 FE dof 8 (0.3, 0.1) -> 0.0599955002025 812 FE dof 9 (0.4, 0) -> 0 813 FE dof 10 (0.4, 0.1) -> 0.0799893341866 814 ... 815 FE dof 112 (0.1, 1) -> 0.199833416647 816 FE dof 113 (0.2, 1) -> 0.398669330795 817 FE dof 114 (0.3, 1) -> 0.595520206661 818 FE dof 115 (0.4, 1) -> 0.789418342309 819 FE dof 116 (0.5, 1) -> 0.979425538604 820 FE dof 117 (0.6, 1) -> 1.1646424734 821 FE dof 118 (0.7, 1) -> 1.34421768724 822 FE dof 119 (0.8, 1) -> 1.5173560909 823 FE dof 120 (0.9, 1) -> 1.68332690963 824 FE dof 121 (1, 1) -> 1.84147098481 825 826 827abs(sin(t1)+t1)= TermVector : unknown "u " (real scalar) 828 121 values, first and last 10 values 829 FE dof 1 (0.1, 0) -> 0 830 FE dof 2 (0, 0.1) -> 0 831 FE dof 3 (0, 0) -> 0 832 FE dof 4 (0.1, 0.1) -> 0.0199998333342 833 FE dof 5 (0.2, 0) -> 0 834 FE dof 6 (0.2, 0.1) -> 0.0399986666933 835 FE dof 7 (0.3, 0) -> 0 836 FE dof 8 (0.3, 0.1) -> 0.0599955002025 837 FE dof 9 (0.4, 0) -> 0 838 FE dof 10 (0.4, 0.1) -> 0.0799893341866 839 ... 840 FE dof 112 (0.1, 1) -> 0.199833416647 841 FE dof 113 (0.2, 1) -> 0.398669330795 842 FE dof 114 (0.3, 1) -> 0.595520206661 843 FE dof 115 (0.4, 1) -> 0.789418342309 844 FE dof 116 (0.5, 1) -> 0.979425538604 845 FE dof 117 (0.6, 1) -> 1.1646424734 846 FE dof 118 (0.7, 1) -> 1.34421768724 847 FE dof 119 (0.8, 1) -> 1.5173560909 848 FE dof 120 (0.9, 1) -> 1.68332690963 849 FE dof 121 (1, 1) -> 1.84147098481 850 851 852TermVector(intg(omega,F1*v)) : TermVector : unknown "v " (real scalar) 853 (1,0) * Linear form (real) of integral type on domain 'Omega' with unnknown 'v' : intg_Omega interpolation from TermVector F1 * v, FEM computation, triangle->Misc P_2 Hammer Stroud (nbq = 3), based on operator : 854 operator identity v returns a real scalar 855 left operand : function 'interpolation from TermVector F1' * (product) 856 using triangle->Misc P_2 Hammer Stroud (nbq = 3) 857 858 121 values, first and last 10 values 859 FE dof 1 (0.1, 0) -> 8.33333333333e-06 860 FE dof 2 (0, 0.1) -> 8.33333333333e-06 861 FE dof 3 (0, 0) -> 0 862 FE dof 4 (0.1, 0.1) -> 8.33333333333e-05 863 FE dof 5 (0.2, 0) -> 2.5e-05 864 FE dof 6 (0.2, 0.1) -> 0.000183333333333 865 FE dof 7 (0.3, 0) -> 4.16666666667e-05 866 FE dof 8 (0.3, 0.1) -> 0.000283333333333 867 FE dof 9 (0.4, 0) -> 5.83333333333e-05 868 FE dof 10 (0.4, 0.1) -> 0.000383333333333 869 ... 870 FE dof 112 (0.1, 1) -> 0.000558333333333 871 FE dof 113 (0.2, 1) -> 0.00104166666667 872 FE dof 114 (0.3, 1) -> 0.001525 873 FE dof 115 (0.4, 1) -> 0.00200833333333 874 FE dof 116 (0.5, 1) -> 0.00249166666667 875 FE dof 117 (0.6, 1) -> 0.002975 876 FE dof 118 (0.7, 1) -> 0.00345833333333 877 FE dof 119 (0.8, 1) -> 0.00394166666667 878 FE dof 120 (0.9, 1) -> 0.004425 879 FE dof 121 (1, 1) -> 0.00158333333333 880 881 882