#---------------------------------------------- # Data saved by FEMLAB # FEMLAB is brought to you by: # Dep. of Mathematics # Chalmers University of Technology # Gothenburg Sweden # (femlab@math.chalmers.se) # # FEMLAB, the choice of generation X #---------------------------------------------- MODULE ID 0 Convection Diffusion Equation STATE 24 DOMAIN -0.151200 1.170100 -0.073883 1.044700 POINTS 72 72 -0.151203 1.044674 71 1.170103 1.044674 70 1.170103 -0.073883 69 -0.151203 -0.073883 68 0.128866 0.707904 67 0.132839 0.712520 66 0.140722 0.716231 65 0.152767 0.718259 64 0.168803 0.718016 63 0.188657 0.715487 62 0.212297 0.710949 61 0.239711 0.704361 60 0.270813 0.695345 59 0.305558 0.683853 58 0.343895 0.669774 57 0.385791 0.653073 56 0.431244 0.633806 55 0.480275 0.612066 54 0.532883 0.587870 53 0.589002 0.561031 52 0.648508 0.531211 51 0.711340 0.498282 50 0.641934 0.512943 49 0.577072 0.527881 48 0.516720 0.542958 47 0.460758 0.557834 46 0.409118 0.572323 45 0.361811 0.586439 44 0.318880 0.600266 43 0.280363 0.613845 42 0.246263 0.627129 41 0.216549 0.640000 40 0.191224 0.652392 39 0.170113 0.663959 38 0.153200 0.674661 37 0.140687 0.684693 36 0.132697 0.693931 35 0.128986 0.701814 34 0.776632 0.453608 33 0.778061 0.453985 32 0.780147 0.453643 31 0.782834 0.452392 30 0.786007 0.450139 29 0.789629 0.446904 28 0.793731 0.442746 27 0.798306 0.437660 26 0.803284 0.431581 25 0.808650 0.424507 24 0.814379 0.416421 23 0.820459 0.407322 22 0.826897 0.397220 21 0.833710 0.386133 20 0.840901 0.374062 19 0.848430 0.360980 18 0.856227 0.346837 17 0.864261 0.331615 16 0.852401 0.344089 15 0.841488 0.355993 14 0.831495 0.367305 13 0.822352 0.377974 12 0.814020 0.387971 11 0.806503 0.397297 10 0.799821 0.405964 9 0.793988 0.413974 8 0.788997 0.421319 7 0.784826 0.427977 6 0.781467 0.433937 5 0.778837 0.439152 4 0.776927 0.443617 3 0.775804 0.447343 2 0.775477 0.450288 1 0.775819 0.452374 SEGMENTS 4 72 72 71 71 71 70 70 70 69 69 69 72 OUTER BOUNDARY 1 1 4 72 71 70 69 SEGMENTS 34 68 68 67 67 67 66 66 66 65 65 65 64 64 64 63 63 63 62 62 62 61 61 61 60 60 60 59 59 59 58 58 58 57 57 57 56 56 56 55 55 55 54 54 54 53 53 53 52 52 52 51 51 51 50 50 50 49 49 49 48 48 48 47 47 47 46 46 46 45 45 45 44 44 44 43 43 43 42 42 42 41 41 41 40 40 40 39 39 39 38 38 38 37 37 37 36 36 36 35 35 35 68 INNER BOUNDARY 1 2 34 68 67 66 65 64 63 62 61 60 59 58 57 56 55 54 53 52 51 50 49 48 47 46 45 44 43 42 41 40 39 38 37 36 35 SEGMENTS 34 34 34 33 33 33 32 32 32 31 31 31 30 30 30 29 29 29 28 28 28 27 27 27 26 26 26 25 25 25 24 24 24 23 23 23 22 22 22 21 21 21 20 20 20 19 19 19 18 18 18 17 17 17 16 16 16 15 15 15 14 14 14 13 13 13 12 12 12 11 11 11 10 10 10 9 9 9 8 8 8 7 7 7 6 6 6 5 5 5 4 4 4 3 3 3 2 2 2 1 1 1 34 INNER BOUNDARY 1 3 34 34 33 32 31 30 29 28 27 26 25 24 23 22 21 20 19 18 17 16 15 14 13 12 11 10 9 8 7 6 5 4 3 2 1 SIZE 2 0.422727 1.073090 0.100000 0.861364 0.443544 0.050000 MESH DATA 640 1148 0.775820 0.452370 0.775480 0.450290 0.775800 0.447340 0.776930 0.443620 0.778840 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557 553 553 557 565 565 557 566 553 565 92 557 552 566 438 387 466 364 438 420 420 438 74 93 94 546 93 546 92 520 536 545 545 536 567 562 544 560 562 560 568 554 562 569 440 363 421 440 421 76 440 76 77 386 440 467 547 563 570 563 538 116 563 116 117 104 518 571 571 518 515 104 571 103 103 571 515 540 560 544 560 551 572 558 554 569 558 569 573 552 558 566 565 566 574 490 550 468 550 521 575 563 117 576 574 566 577 565 574 91 91 574 90 569 562 568 521 545 575 575 545 578 547 570 579 570 563 576 570 576 580 568 560 572 568 572 581 572 551 559 572 559 582 577 566 558 574 577 583 91 92 565 559 530 548 559 548 446 548 530 406 558 573 577 573 569 584 583 577 585 574 583 90 90 583 89 547 579 537 537 579 564 579 570 586 576 117 118 585 577 587 583 585 588 573 584 589 584 569 568 536 564 567 567 564 590 586 570 580 586 580 591 579 586 564 587 577 573 587 573 589 585 587 592 588 585 593 583 588 89 89 588 88 473 448 594 449 475 581 592 587 589 585 592 593 593 592 595 589 584 596 568 581 597 581 572 582 581 582 449 449 582 559 580 576 598 588 593 599 550 575 600 424 461 526 526 461 601 462 425 525 462 525 130 130 525 129 588 599 88 88 599 87 599 593 602 55 428 407 407 428 603 596 584 597 597 584 568 596 597 604 589 596 605 545 567 578 578 567 606 556 460 468 556 468 607 607 468 550 607 550 600 556 607 608 428 556 603 603 556 608 603 608 609 593 595 602 602 595 610 595 592 611 599 602 87 597 581 604 118 119 598 118 598 576 580 598 612 611 592 589 595 611 613 598 119 120 605 596 614 589 605 611 611 605 615 610 595 613 610 613 616 602 610 617 596 604 614 613 611 615 613 615 618 618 615 619 613 618 616 616 618 83 586 591 620 591 580 612 591 612 121 121 612 120 120 612 598 500 99 503 86 87 617 617 610 621 602 617 87 615 605 614 76 421 75 621 610 616 617 621 85 85 621 84 84 621 616 69 86 622 622 86 617 622 617 85 622 85 69 586 620 564 564 620 590 590 620 623 590 623 123 623 620 591 623 591 121 567 590 606 606 590 123 575 578 624 618 619 625 619 615 614 600 575 624 600 624 626 625 619 627 618 625 83 83 84 616 625 627 81 81 627 80 627 619 601 608 607 600 82 83 625 82 625 81 404 467 78 78 467 77 77 467 440 121 122 623 623 122 123 475 526 604 578 606 628 75 421 420 420 421 347 601 461 555 601 555 627 526 601 614 462 130 131 525 473 629 624 578 628 624 628 630 466 405 133 555 408 631 407 603 549 631 408 404 631 404 632 632 404 78 632 78 79 632 79 633 633 79 80 632 633 631 631 633 555 555 633 634 633 80 634 634 80 627 634 627 555 628 606 124 123 124 606 603 609 549 549 609 561 561 609 635 609 608 636 600 626 636 636 626 637 626 624 630 626 630 637 549 561 445 630 628 125 124 125 628 614 604 526 74 75 420 73 74 638 73 638 134 638 74 438 638 438 466 125 126 630 609 636 635 635 636 637 635 637 639 636 608 600 129 525 629 129 629 128 128 629 639 128 639 127 133 134 640 640 134 638 640 638 466 640 466 133 475 604 581 132 133 405 126 127 637 131 132 405 561 635 594 561 594 448 635 639 594 594 639 629 594 629 473 639 637 127 630 126 637 409 131 405 619 614 601 NODES ON SEGMENTS 72 1 2 1 34 2 2 2 1 3 2 3 2 4 2 4 3 5 2 5 4 6 2 6 5 7 2 7 6 8 2 8 7 9 2 9 8 10 2 10 9 11 2 11 10 12 2 12 11 13 2 13 12 14 2 14 13 15 2 15 14 16 2 16 15 17 2 17 16 18 2 18 17 19 2 19 18 20 2 20 19 21 2 21 20 22 2 22 21 23 2 23 22 24 2 24 23 25 2 25 24 26 2 26 25 27 2 27 26 28 2 28 27 29 2 29 28 30 2 30 29 31 2 31 30 32 2 32 31 33 2 33 32 34 2 34 33 35 2 35 68 36 2 36 35 37 2 37 36 38 2 38 37 39 2 39 38 40 2 40 39 41 2 41 40 42 2 42 41 43 2 43 42 44 2 44 43 45 2 45 44 46 2 46 45 47 2 47 46 48 2 48 47 49 2 49 48 50 2 50 49 51 2 51 50 52 2 52 51 53 2 53 52 54 2 54 53 55 2 55 54 56 2 56 55 57 2 57 56 58 2 58 57 59 2 59 58 60 2 60 59 61 2 61 60 62 2 62 61 63 2 63 62 64 2 64 63 65 2 65 64 66 2 66 65 67 2 67 66 68 2 68 67 69 15 72 73 74 75 76 77 78 79 80 81 82 83 84 85 69 70 20 69 86 87 88 89 90 91 92 93 94 95 96 97 98 99 100 101 102 103 70 71 18 70 104 105 106 107 108 109 110 111 112 113 114 115 116 117 118 119 71 72 17 71 120 121 122 123 124 125 126 127 128 129 130 131 132 133 134 72 CONVECTIVE VELOCITIES 0 0 01.0;0.0 ; CONDUCTIVITY 0 0 .01;0.0;.01 ; ABSORTION 0 0 0.0; RIGHT HAND SIDE 0 0 0.0; NUMBER OF VARIABLES 1 BOUNDARY CONDITIONS 72 72 D 0.000000 71 N 0.000000 70 D 0.000000 69 D 0.000000 68 D 1.000000 67 D 1.000000 66 D 1.000000 65 D 1.000000 64 D 1.000000 63 D 1.000000 62 D 1.000000 61 D 1.000000 60 D 1.000000 59 D 1.000000 58 D 1.000000 57 D 1.000000 56 D 1.000000 55 D 1.000000 54 D 1.000000 53 D 1.000000 52 D 1.000000 51 D 1.000000 50 D 1.000000 49 D 1.000000 48 D 1.000000 47 D 1.000000 46 D 1.000000 45 D 1.000000 44 D 1.000000 43 D 1.000000 42 D 1.000000 41 D 1.000000 40 D 1.000000 39 D 1.000000 38 D 1.000000 37 D 1.000000 36 D 1.000000 35 D 1.000000 34 D 1.000000 33 D 1.000000 32 D 1.000000 31 D 1.000000 30 D 1.000000 29 D 1.000000 28 D 1.000000 27 D 1.000000 26 D 1.000000 25 D 1.000000 24 D 1.000000 23 D 1.000000 22 D 1.000000 21 D 1.000000 20 D 1.000000 19 D 1.000000 18 D 1.000000 17 D 1.000000 16 D 1.000000 15 D 1.000000 14 D 1.000000 13 D 1.000000 12 D 1.000000 11 D 1.000000 10 D 1.000000 9 D 1.000000 8 D 1.000000 7 D 1.000000 6 D 1.000000 5 D 1.000000 4 D 1.000000 3 D 1.000000 2 D 1.000000 1 D 1.000000 REFINEMENT DATA 1.000000 4 'MAX' SOLUTION 4 1148 640 2 12 1 34 135 34 33 136 2 1 137 33 32 138 135 34 136 1 135 137 136 33 138 135 136 139 137 135 140 136 138 141 3 2 142 32 31 143 2 137 142 138 32 143 142 137 144 138 143 145 31 30 146 4 3 147 135 139 140 140 139 148 139 136 141 139 141 149 137 140 144 141 138 145 3 142 147 143 31 146 143 146 150 147 142 151 144 140 152 141 145 153 30 29 154 5 4 155 142 144 151 145 143 150 145 150 156 151 144 157 146 30 154 146 154 158 4 147 155 155 147 159 6 5 160 29 28 161 68 67 162 35 68 163 148 139 149 148 149 164 140 148 152 152 148 165 149 141 153 149 153 166 150 146 158 150 158 167 147 151 159 159 151 168 28 27 169 7 6 170 144 152 157 153 145 156 154 29 161 154 161 171 5 155 160 160 155 172 157 152 173 153 156 174 155 159 172 172 159 175 158 154 171 158 171 176 8 7 177 27 26 178 165 148 164 165 164 179 152 165 173 149 166 164 164 166 180 166 153 174 165 179 173 179 164 180 179 180 181 180 166 174 156 150 167 156 167 182 151 157 168 168 157 183 67 66 184 36 35 185 6 160 170 170 160 186 161 28 169 161 169 187 26 25 188 9 8 189 160 172 186 186 172 190 171 161 187 171 187 191 162 67 184 68 162 163 35 163 185 167 158 176 167 176 192 159 168 175 175 168 193 179 181 194 181 180 195 172 175 190 190 175 196 176 171 191 176 191 197 10 9 198 25 24 199 169 27 178 169 178 200 7 170 177 177 170 201 187 169 200 187 200 202 170 186 201 201 186 203 186 190 203 203 190 204 191 187 202 191 202 205 24 23 206 11 10 207 157 173 183 183 173 208 174 156 182 174 182 209 193 168 183 193 183 210 175 193 196 196 193 211 192 176 197 192 197 212 167 192 182 182 192 213 190 196 204 204 196 211 197 191 205 197 205 212 8 177 189 189 177 214 178 26 188 178 188 215 163 162 216 200 178 215 200 215 217 177 201 214 214 201 218 12 11 219 23 22 220 162 184 221 185 163 222 37 36 223 66 65 224 202 200 217 202 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