No changes between revisions
| /Designs/Tools/reflow02A/DOC/test/data.ods |
|---|
| Cannot display: file marked as a binary type. |
| svn:mime-type = application/octet-stream |
| Property changes: |
| Added: svn:mime-type |
| +application/octet-stream |
| \ No newline at end of property |
| /Designs/Tools/reflow02A/DOC/test/data.txt |
|---|
| 0,0 → 1,788 |
| 1 0 1 23.198 |
| 2 0 2 23.198 |
| 4 0 4 22.524 |
| 6 0 6 23.198 |
| 7 0 7 23.198 |
| 9 0 9 23.198 |
| 11 0 11 23.872 |
| 12 0 12 23.872 |
| 14 0 14 24.547 |
| 16 0 16 24.547 |
| 17 0 17 25.221 |
| 19 0 19 26.569 |
| 21 0 21 26.569 |
| 22 0 22 27.243 |
| 24 0 24 27.918 |
| 26 0 26 29.266 |
| 27 0 27 29.940 |
| 29 0 29 30.614 |
| 31 0 31 31.289 |
| 32 0 32 31.963 |
| 34 0 34 32.637 |
| 36 0 36 32.637 |
| 38 0 38 33.311 |
| 39 0 39 33.985 |
| 41 0 41 33.985 |
| 43 0 43 34.660 |
| 44 0 44 35.334 |
| 46 0 46 35.334 |
| 48 0 48 36.008 |
| 49 0 49 36.682 |
| 51 0 51 37.356 |
| 53 0 53 38.031 |
| 54 0 54 38.705 |
| 56 0 56 38.705 |
| 58 0 58 39.379 |
| 59 0 59 40.053 |
| 61 1 1 40.727 |
| 63 1 3 41.402 |
| 64 1 4 42.076 |
| 66 1 6 42.750 |
| 68 1 8 43.424 |
| 69 1 9 43.424 |
| 71 1 11 43.424 |
| 73 1 13 44.098 |
| 74 1 14 44.773 |
| 76 1 16 45.447 |
| 78 1 18 46.121 |
| 79 1 19 46.121 |
| 81 1 21 47.469 |
| 83 1 23 48.144 |
| 84 1 24 48.818 |
| 86 1 26 49.492 |
| 88 1 28 50.166 |
| 89 1 29 50.166 |
| 91 1 31 51.515 |
| 93 1 33 51.515 |
| 94 1 34 52.189 |
| 96 1 36 53.537 |
| 98 1 38 54.211 |
| 99 1 39 55.560 |
| 101 1 41 56.234 |
| 103 1 43 56.908 |
| 104 1 44 57.582 |
| 106 1 46 58.257 |
| 108 1 48 58.257 |
| 109 1 49 58.931 |
| 111 1 51 59.605 |
| 113 1 53 59.605 |
| 114 1 54 59.605 |
| 116 1 56 60.279 |
| 118 1 58 60.953 |
| 119 1 59 62.302 |
| 121 2 1 62.302 |
| 123 2 3 62.976 |
| 125 2 5 63.650 |
| 126 2 6 64.999 |
| 128 2 8 65.673 |
| 130 2 10 66.347 |
| 131 2 11 67.021 |
| 133 2 13 67.695 |
| 135 2 15 67.695 |
| 136 2 16 67.695 |
| 138 2 18 68.370 |
| 140 2 20 69.718 |
| 141 2 21 69.718 |
| 143 2 23 70.392 |
| 145 2 25 71.066 |
| 146 2 26 71.741 |
| 148 2 28 72.415 |
| 150 2 30 73.089 |
| 151 2 31 73.089 |
| 153 2 33 73.763 |
| 155 2 35 75.112 |
| 156 2 36 75.112 |
| 158 2 38 75.786 |
| 160 2 40 76.460 |
| 161 2 41 77.134 |
| 163 2 43 77.134 |
| 165 2 45 77.808 |
| 167 2 47 77.808 |
| 168 2 48 78.483 |
| 170 2 50 79.831 |
| 172 2 52 80.505 |
| 173 2 53 81.179 |
| 175 2 55 81.854 |
| 177 2 57 83.202 |
| 178 2 58 83.202 |
| 180 3 0 83.876 |
| 182 3 2 83.876 |
| 183 3 3 84.550 |
| 185 3 5 85.225 |
| 187 3 7 86.573 |
| 188 3 8 86.573 |
| 190 3 10 86.573 |
| 192 3 12 87.921 |
| 193 3 13 88.596 |
| 195 3 15 89.270 |
| 197 3 17 89.944 |
| 198 3 18 90.618 |
| 200 3 20 91.292 |
| 202 3 22 91.292 |
| 203 3 23 91.967 |
| 205 3 25 92.641 |
| 207 3 27 92.641 |
| 208 3 28 93.989 |
| 210 3 30 93.989 |
| 212 3 32 94.663 |
| 213 3 33 96.012 |
| 215 3 35 96.686 |
| 217 3 37 97.360 |
| 218 3 38 98.034 |
| 220 3 40 98.034 |
| 222 3 42 98.709 |
| 223 3 43 99.383 |
| 225 3 45 100.057 |
| 227 3 47 100.731 |
| 228 3 48 101.405 |
| 230 3 50 102.080 |
| 232 3 52 102.754 |
| 233 3 53 102.080 |
| 235 3 55 102.754 |
| 237 3 57 102.754 |
| 238 0 1 103.428 |
| 239 0 2 103.428 |
| 241 0 4 103.428 |
| 243 0 6 103.428 |
| 244 0 7 103.428 |
| 246 0 9 104.777 |
| 248 0 11 105.451 |
| 249 0 12 106.125 |
| 251 0 14 106.799 |
| 253 0 16 107.473 |
| 254 0 17 108.148 |
| 256 0 19 108.148 |
| 258 0 21 108.822 |
| 259 0 22 109.496 |
| 261 0 24 110.170 |
| 263 0 26 110.170 |
| 264 0 27 110.170 |
| 266 0 29 110.844 |
| 268 0 31 112.193 |
| 269 0 32 112.867 |
| 271 0 34 112.867 |
| 273 0 36 113.541 |
| 274 0 37 114.215 |
| 276 0 39 114.890 |
| 278 0 41 114.890 |
| 279 0 42 115.564 |
| 281 0 44 115.564 |
| 283 0 46 116.238 |
| 284 0 47 116.238 |
| 286 0 49 116.238 |
| 288 0 51 116.912 |
| 289 0 52 118.261 |
| 291 0 54 118.935 |
| 293 0 56 120.283 |
| 294 0 57 120.957 |
| 296 0 59 121.632 |
| 298 1 1 122.306 |
| 300 1 3 122.306 |
| 301 1 4 122.980 |
| 303 1 6 122.980 |
| 305 1 8 123.654 |
| 306 1 9 124.328 |
| 308 1 11 126.351 |
| 310 1 13 126.351 |
| 311 1 14 126.351 |
| 313 1 16 127.025 |
| 315 1 18 127.699 |
| 316 1 19 127.699 |
| 318 1 21 129.048 |
| 320 1 23 129.722 |
| 321 1 24 130.396 |
| 323 1 26 130.396 |
| 325 1 28 131.070 |
| 326 1 29 131.745 |
| 328 1 31 132.419 |
| 330 1 33 133.767 |
| 331 1 34 133.767 |
| 333 1 36 133.767 |
| 335 1 38 134.441 |
| 336 1 39 135.116 |
| 338 1 41 135.116 |
| 340 1 43 135.790 |
| 341 1 44 136.464 |
| 343 1 46 136.464 |
| 345 1 48 137.812 |
| 346 1 49 138.487 |
| 348 1 51 139.161 |
| 350 1 53 139.835 |
| 351 1 54 140.509 |
| 353 1 56 140.509 |
| 355 1 58 141.183 |
| 356 1 59 141.183 |
| 358 2 1 142.532 |
| 360 2 3 143.206 |
| 362 2 5 143.880 |
| 363 2 6 144.554 |
| 365 2 8 145.229 |
| 367 2 10 145.229 |
| 368 2 11 145.903 |
| 370 2 13 145.903 |
| 372 2 15 146.577 |
| 373 2 16 146.577 |
| 375 2 18 147.925 |
| 377 2 20 148.600 |
| 378 2 21 149.948 |
| 380 2 23 149.948 |
| #SOAK |
| 382 0 2 151.296 |
| 383 0 3 151.971 |
| 385 0 5 151.971 |
| 387 0 7 152.645 |
| 388 0 8 153.319 |
| 390 0 10 152.645 |
| 392 0 12 153.319 |
| 393 0 13 152.645 |
| 395 0 15 152.645 |
| 397 0 17 152.645 |
| 398 0 18 152.645 |
| 400 0 20 151.971 |
| 402 0 22 151.971 |
| 403 0 23 151.296 |
| 405 0 25 151.296 |
| 407 0 27 150.622 |
| 408 0 28 149.948 |
| 410 0 30 149.948 |
| 412 0 32 149.948 |
| 413 0 33 149.948 |
| 415 0 35 150.622 |
| 417 0 37 151.296 |
| 418 0 38 152.645 |
| 420 0 40 152.645 |
| 422 0 42 153.319 |
| 423 0 43 153.319 |
| 425 0 45 153.319 |
| 427 0 47 153.319 |
| 428 0 48 153.319 |
| 430 0 50 153.319 |
| 432 0 52 153.319 |
| 433 0 53 153.319 |
| 435 0 55 152.645 |
| 437 0 57 152.645 |
| 438 0 58 151.971 |
| 440 1 0 151.971 |
| 442 1 2 151.296 |
| 443 1 3 150.622 |
| 445 1 5 150.622 |
| 447 1 7 149.948 |
| 449 1 9 149.948 |
| 450 1 10 149.948 |
| 452 1 12 149.948 |
| 454 1 14 150.622 |
| 455 1 15 151.296 |
| 457 1 17 151.971 |
| 459 1 19 151.971 |
| 460 1 20 152.645 |
| 462 1 22 152.645 |
| 464 1 24 152.645 |
| 465 1 25 152.645 |
| 467 1 27 152.645 |
| 469 1 29 152.645 |
| 470 1 30 152.645 |
| 472 1 32 151.971 |
| 474 1 34 151.971 |
| 475 1 35 151.296 |
| 477 1 37 151.296 |
| 479 1 39 150.622 |
| #SOLDER |
| 479 0 0 150.622 |
| 481 0 2 149.948 |
| 483 0 4 149.948 |
| 484 0 5 149.948 |
| 486 0 7 151.296 |
| 488 0 9 151.971 |
| 489 0 10 152.645 |
| 491 0 12 153.319 |
| 493 0 14 153.993 |
| 494 0 15 156.016 |
| 496 0 17 157.364 |
| 498 0 19 158.713 |
| 499 0 20 160.061 |
| 501 0 22 160.735 |
| 503 0 24 161.409 |
| 504 0 25 162.758 |
| 506 0 27 163.432 |
| 508 0 29 164.780 |
| 509 0 30 166.129 |
| 511 0 32 167.477 |
| 513 0 34 168.151 |
| 514 0 35 169.500 |
| 516 0 37 170.174 |
| 518 0 39 170.848 |
| 519 0 40 172.197 |
| 521 0 42 172.871 |
| 523 0 44 174.219 |
| 524 0 45 174.893 |
| 526 0 47 176.242 |
| 528 0 49 177.590 |
| 529 0 50 178.264 |
| 531 0 52 178.939 |
| 533 0 54 179.613 |
| 534 0 55 180.287 |
| 536 0 57 181.635 |
| 538 0 59 182.984 |
| 539 1 0 184.332 |
| 541 1 2 185.681 |
| 543 1 4 186.355 |
| 545 1 6 187.029 |
| 546 1 7 187.703 |
| 548 1 9 188.377 |
| 550 1 11 189.726 |
| 551 1 12 191.074 |
| 553 1 14 192.423 |
| 555 1 16 193.097 |
| 556 1 17 194.445 |
| 558 1 19 195.119 |
| 560 1 21 195.119 |
| 561 1 22 196.468 |
| 563 1 24 197.142 |
| 565 1 26 197.142 |
| 566 1 27 198.490 |
| 568 1 29 199.165 |
| 570 1 31 200.513 |
| 571 1 32 201.187 |
| 573 1 34 201.861 |
| 575 1 36 202.536 |
| 576 1 37 203.884 |
| 578 1 39 205.232 |
| 580 1 41 205.907 |
| 581 1 42 206.581 |
| 583 1 44 207.929 |
| 585 1 46 209.278 |
| # COOLING |
| 586 1 47 209.952 |
| 588 1 49 211.300 |
| 590 1 51 211.300 |
| 591 1 52 211.974 |
| 593 1 54 211.300 |
| 595 1 56 211.974 |
| 596 1 57 211.300 |
| 598 1 59 211.300 |
| 600 2 1 211.300 |
| 601 2 2 210.626 |
| 603 2 4 209.952 |
| 605 2 6 209.278 |
| 606 2 7 208.603 |
| 608 2 9 207.255 |
| 610 2 11 206.581 |
| 611 2 12 205.907 |
| 613 2 14 205.232 |
| 615 2 16 203.884 |
| 616 2 17 203.210 |
| 618 2 19 202.536 |
| 620 2 21 201.861 |
| 621 2 22 200.513 |
| 623 2 24 199.839 |
| 625 2 26 199.165 |
| 626 2 27 198.490 |
| 628 2 29 197.142 |
| 630 2 31 196.468 |
| 631 2 32 195.119 |
| 633 2 34 195.119 |
| 635 2 36 193.771 |
| 637 2 38 193.097 |
| 638 2 39 192.423 |
| 640 2 41 191.748 |
| 642 2 43 191.074 |
| 643 2 44 190.400 |
| 645 2 46 189.052 |
| 647 2 48 189.052 |
| 648 2 49 187.703 |
| 650 2 51 184.332 |
| 652 2 53 180.287 |
| 653 2 54 177.590 |
| 655 2 56 174.219 |
| 657 2 58 171.522 |
| 658 2 59 168.151 |
| 660 3 1 166.129 |
| 662 3 3 164.106 |
| 663 3 4 162.084 |
| 665 3 6 160.735 |
| 667 3 8 158.713 |
| 668 3 9 157.364 |
| 670 3 11 156.016 |
| 672 3 13 154.667 |
| 673 3 14 153.319 |
| 675 3 16 151.971 |
| 677 3 18 150.622 |
| 678 3 19 149.948 |
| 680 3 21 148.600 |
| 682 3 23 147.251 |
| 683 3 24 146.577 |
| 685 3 26 145.229 |
| 687 3 28 144.554 |
| 688 3 29 143.206 |
| 690 3 31 142.532 |
| 692 3 33 141.183 |
| 693 3 34 140.509 |
| 695 3 36 139.835 |
| 697 3 38 139.161 |
| 698 3 39 137.812 |
| 700 3 41 137.138 |
| 702 3 43 135.790 |
| 703 3 44 135.116 |
| 705 3 46 133.767 |
| 707 3 48 133.767 |
| 708 3 49 132.419 |
| 710 3 51 131.745 |
| 712 3 53 131.070 |
| 713 3 54 130.396 |
| 715 3 56 129.722 |
| 717 3 58 129.048 |
| 718 3 59 127.699 |
| 720 4 1 127.025 |
| 722 4 3 126.351 |
| 723 4 4 126.351 |
| 725 4 6 125.003 |
| 727 4 8 124.328 |
| 728 4 9 123.654 |
| 730 4 11 122.980 |
| 732 4 13 122.306 |
| 733 4 14 121.632 |
| 735 4 16 120.957 |
| 737 4 18 120.283 |
| 738 4 19 119.609 |
| 740 4 21 119.609 |
| 742 4 23 118.935 |
| 743 4 24 118.261 |
| 745 4 26 117.586 |
| 747 4 28 116.912 |
| 749 4 30 116.238 |
| 750 4 31 115.564 |
| 752 4 33 115.564 |
| 754 4 35 114.215 |
| 755 4 36 113.541 |
| 757 4 38 112.867 |
| 759 4 40 112.193 |
| 760 4 41 112.193 |
| 762 4 43 111.519 |
| 764 4 45 110.844 |
| 765 4 46 110.170 |
| 767 4 48 110.170 |
| 769 4 50 109.496 |
| 770 4 51 108.822 |
| 772 4 53 108.148 |
| 774 4 55 107.473 |
| 775 4 56 107.473 |
| 777 4 58 106.799 |
| 779 5 0 106.125 |
| 780 5 1 105.451 |
| 782 5 3 103.428 |
| 784 5 5 100.057 |
| 785 5 6 98.709 |
| 787 5 8 97.360 |
| 789 5 10 96.012 |
| 790 5 11 94.663 |
| 792 5 13 93.315 |
| 794 5 15 92.641 |
| 795 5 16 91.292 |
| 797 5 18 89.944 |
| 799 5 20 89.270 |
| 800 5 21 88.596 |
| 802 5 23 87.247 |
| 804 5 25 86.573 |
| 805 5 26 86.573 |
| 807 5 28 85.225 |
| 809 5 30 84.550 |
| 810 5 31 83.876 |
| 812 5 33 83.202 |
| 814 5 35 83.202 |
| 815 5 36 81.854 |
| 817 5 38 81.854 |
| 819 5 40 81.179 |
| 820 5 41 80.505 |
| 822 5 43 79.831 |
| 824 5 45 79.157 |
| 825 5 46 79.157 |
| 827 5 48 79.157 |
| 829 5 50 78.483 |
| 830 5 51 78.483 |
| 832 5 53 77.808 |
| 834 5 55 77.134 |
| 835 5 56 76.460 |
| 837 5 58 76.460 |
| 839 6 0 76.460 |
| 841 6 2 76.460 |
| 842 6 3 75.786 |
| 844 6 5 75.112 |
| 846 6 7 74.437 |
| 847 6 8 74.437 |
| 849 6 10 73.763 |
| 851 6 12 73.089 |
| 852 6 13 72.415 |
| 854 6 15 72.415 |
| 856 6 17 72.415 |
| 857 6 18 71.741 |
| 859 6 20 71.066 |
| 861 6 22 71.066 |
| 862 6 23 71.066 |
| 864 6 25 70.392 |
| 866 6 27 69.718 |
| 867 6 28 69.718 |
| 869 6 30 69.718 |
| 871 6 32 69.044 |
| 872 6 33 69.044 |
| 874 6 35 69.044 |
| 876 6 37 69.044 |
| 877 6 38 68.370 |
| 879 6 40 68.370 |
| 881 6 42 67.695 |
| 882 6 43 67.695 |
| 884 6 45 67.695 |
| 886 6 47 67.021 |
| 887 6 48 67.021 |
| 889 6 50 66.347 |
| 891 6 52 66.347 |
| 892 6 53 65.673 |
| 894 6 55 65.673 |
| 896 6 57 64.999 |
| 897 6 58 64.999 |
| 899 7 0 64.999 |
| 901 7 2 64.324 |
| 902 7 3 64.324 |
| 904 7 5 63.650 |
| 906 7 7 63.650 |
| 907 7 8 62.976 |
| 909 7 10 62.976 |
| 911 7 12 62.302 |
| 912 7 13 62.302 |
| 914 7 15 61.628 |
| 916 7 17 62.302 |
| 917 7 18 61.628 |
| 919 7 20 61.628 |
| 921 7 22 60.279 |
| 922 7 23 60.279 |
| 924 7 25 60.279 |
| 926 7 27 59.605 |
| 928 7 29 59.605 |
| 929 7 30 59.605 |
| 931 7 32 58.931 |
| 933 7 34 58.931 |
| 934 7 35 58.257 |
| 936 7 37 58.257 |
| 938 7 39 57.582 |
| 939 7 40 57.582 |
| 941 7 42 57.582 |
| 943 7 44 56.908 |
| 944 7 45 56.908 |
| 946 7 47 56.908 |
| 948 7 49 56.908 |
| 949 7 50 56.908 |
| 951 7 52 56.908 |
| 953 7 54 56.234 |
| 954 7 55 56.234 |
| 956 7 57 56.234 |
| 958 7 59 55.560 |
| 959 8 0 56.234 |
| 961 8 2 55.560 |
| 963 8 4 55.560 |
| 964 8 5 54.886 |
| 966 8 7 54.886 |
| 968 8 9 54.211 |
| 970 8 11 54.211 |
| 971 8 12 53.537 |
| 973 8 14 52.863 |
| 975 8 16 52.863 |
| 976 8 17 52.863 |
| 978 8 19 52.863 |
| 980 8 21 52.863 |
| 981 8 22 52.863 |
| 983 8 24 52.189 |
| 985 8 26 52.863 |
| 986 8 27 52.863 |
| 988 8 29 52.189 |
| 990 8 31 52.189 |
| 991 8 32 52.189 |
| 993 8 34 51.515 |
| 995 8 36 51.515 |
| 996 8 37 51.515 |
| 998 8 39 50.840 |
| 1000 8 41 50.840 |
| 1001 8 42 50.840 |
| 1003 8 44 50.166 |
| 1005 8 46 50.166 |
| 1006 8 47 50.166 |
| 1008 8 49 50.166 |
| 1010 8 51 50.166 |
| 1011 8 52 50.166 |
| 1013 8 54 50.166 |
| 1015 8 56 50.166 |
| 1016 8 57 50.166 |
| 1018 8 59 49.492 |
| 1020 9 1 49.492 |
| 1021 9 2 48.818 |
| 1023 9 4 48.818 |
| 1025 9 6 48.818 |
| 1026 9 7 48.144 |
| 1028 9 9 48.144 |
| 1030 9 11 47.469 |
| 1031 9 12 47.469 |
| 1033 9 14 47.469 |
| 1035 9 16 47.469 |
| 1036 9 17 46.795 |
| 1038 9 19 46.795 |
| 1040 9 21 46.121 |
| 1041 9 22 46.795 |
| 1043 9 24 46.121 |
| 1045 9 26 46.121 |
| 1046 9 27 46.121 |
| 1048 9 29 46.121 |
| 1050 9 31 46.121 |
| 1051 9 32 46.121 |
| 1053 9 34 45.447 |
| 1055 9 36 45.447 |
| 1056 9 37 45.447 |
| 1058 9 39 45.447 |
| 1060 9 41 45.447 |
| 1062 9 43 45.447 |
| 1063 9 44 45.447 |
| 1065 9 46 45.447 |
| 1067 9 48 44.773 |
| 1068 9 49 44.773 |
| 1070 9 51 44.773 |
| 1072 9 53 44.773 |
| 1073 9 54 44.773 |
| 1075 9 56 44.773 |
| 1077 9 58 44.773 |
| 1078 9 59 44.773 |
| 1080 10 1 44.773 |
| 1082 10 3 44.098 |
| 1083 10 4 44.098 |
| 1085 10 6 44.098 |
| 1087 10 8 44.098 |
| 1088 10 9 43.424 |
| 1090 10 11 43.424 |
| 1092 10 13 43.424 |
| 1093 10 14 43.424 |
| 1095 10 16 42.750 |
| 1097 10 18 42.750 |
| 1098 10 19 42.076 |
| 1100 10 21 42.750 |
| 1102 10 23 42.076 |
| 1103 10 24 42.076 |
| 1105 10 26 42.076 |
| 1107 10 28 42.076 |
| 1108 10 29 42.076 |
| 1110 10 31 42.750 |
| 1112 10 33 42.076 |
| 1113 10 34 42.750 |
| 1115 10 36 42.076 |
| 1117 10 38 42.076 |
| 1118 10 39 42.076 |
| 1120 10 41 42.076 |
| 1122 10 43 42.076 |
| 1123 10 44 42.076 |
| 1125 10 46 42.076 |
| 1127 10 48 42.076 |
| 1128 10 49 42.076 |
| 1130 10 51 42.076 |
| 1132 10 53 42.076 |
| 1133 10 54 41.402 |
| 1135 10 56 41.402 |
| 1137 10 58 41.402 |
| 1138 10 59 41.402 |
| 1140 11 1 41.402 |
| 1142 11 3 41.402 |
| 1144 11 5 40.727 |
| 1145 11 6 41.402 |
| 1147 11 8 41.402 |
| 1149 11 10 40.727 |
| 1150 11 11 40.727 |
| 1152 11 13 40.727 |
| 1154 11 15 40.727 |
| 1155 11 16 40.053 |
| 1157 11 18 40.053 |
| 1159 11 20 40.053 |
| 1160 11 21 40.053 |
| 1162 11 23 40.053 |
| 1164 11 25 39.379 |
| 1165 11 26 38.705 |
| 1167 11 28 38.705 |
| 1169 11 30 38.705 |
| 1170 11 31 38.705 |
| 1172 11 33 38.705 |
| 1174 11 35 38.705 |
| 1175 11 36 38.705 |
| 1177 11 38 38.705 |
| 1179 11 40 38.705 |
| 1180 11 41 39.379 |
| 1182 11 43 38.705 |
| 1184 11 45 38.705 |
| 1186 11 47 38.705 |
| 1187 11 48 38.705 |
| 1189 11 50 38.705 |
| 1191 11 52 38.705 |
| 1192 11 53 38.705 |
| 1194 11 55 38.031 |
| 1196 11 57 38.031 |
| 1197 11 58 38.031 |
| 1199 12 0 38.031 |
| 1201 12 2 38.031 |
| 1202 12 3 38.031 |
| 1204 12 5 37.356 |
| 1206 12 7 38.031 |
| 1207 12 8 37.356 |
| 1209 12 10 37.356 |
| 1211 12 12 37.356 |
| 1212 12 13 37.356 |
| 1214 12 15 37.356 |
| 1216 12 17 37.356 |
| 1217 12 18 37.356 |
| 1219 12 20 37.356 |
| 1221 12 22 37.356 |
| 1222 12 23 37.356 |
| 1224 12 25 37.356 |
| 1226 12 27 37.356 |
| 1227 12 28 36.682 |
| 1229 12 30 37.356 |
| 1231 12 32 36.682 |
| 1232 12 33 37.356 |
| 1234 12 35 36.682 |
| 1236 12 37 36.682 |
| 1237 12 38 36.682 |
| 1239 12 40 36.682 |
| 1241 12 42 36.682 |
| 1242 12 43 36.682 |
| 1244 12 45 36.008 |
| 1246 12 47 35.334 |
| 1247 12 48 35.334 |
| 1249 12 50 35.334 |
| 1251 12 52 35.334 |
| 1252 12 53 35.334 |
| 1254 12 55 35.334 |
| 1256 12 57 35.334 |
| 1257 12 58 35.334 |
| 1259 13 0 34.660 |
| 1261 13 2 34.660 |
| 1262 13 3 34.660 |
| 1264 13 5 34.660 |
| 1266 13 7 34.660 |
| 1268 13 9 35.334 |
| 1269 13 10 35.334 |
| 1271 13 12 35.334 |
| 1273 13 14 34.660 |
| 1274 13 15 34.660 |
| 1276 13 17 34.660 |
| 1278 13 19 34.660 |
| 1279 13 20 35.334 |
| 1281 13 22 34.660 |
| 1283 13 24 34.660 |
| 1284 13 25 34.660 |
| 1286 13 27 34.660 |
| 1288 13 29 34.660 |
| 1289 13 30 34.660 |
| 1291 13 32 34.660 |
| 1293 13 34 34.660 |
| 1294 13 35 34.660 |
| 1296 13 37 34.660 |
| 1298 13 39 33.985 |
| 1299 13 40 33.985 |
| 1301 13 42 33.985 |
| 1303 13 44 34.660 |
| 1304 13 45 33.985 |
| 1306 13 47 33.985 |
| 1308 13 49 33.985 |
| 1309 13 50 33.985 |
| /Designs/Tools/reflow02A/DOC/test/fit.log |
|---|
| 0,0 → 1,798 |
| ******************************************************************************* |
| Sun May 29 18:05:10 2011 |
| FIT: data read from "data.txt" using 1:4 |
| format = x:z |
| y range restricted to [0.00000 : 380.000] |
| #datapoints = 228 |
| residuals are weighted equally (unit weight) |
| function used for fitting: f(x) |
| fitted parameters initialized with current variable values |
| Iteration 0 |
| WSSR : 3.73271e+06 delta(WSSR)/WSSR : 0 |
| delta(WSSR) : 0 limit for stopping : 1e-05 |
| lambda : 155.439 |
| initial set of free parameter values |
| k = 1 |
| q = 1 |
| After 5 iterations the fit converged. |
| final sum of squares of residuals : 290.234 |
| rel. change during last iteration : -1.52681e-08 |
| degrees of freedom (FIT_NDF) : 226 |
| rms of residuals (FIT_STDFIT) = sqrt(WSSR/ndf) : 1.13323 |
| variance of residuals (reduced chisquare) = WSSR/ndf : 1.28422 |
| Final set of parameters Asymptotic Standard Error |
| ======================= ========================== |
| k = 0.340853 +/- 0.0006831 (0.2004%) |
| q = 21.0199 +/- 0.1502 (0.7144%) |
| correlation matrix of the fit parameters: |
| k q |
| k 1.000 |
| q -0.866 1.000 |
| ******************************************************************************* |
| Sun May 29 18:09:20 2011 |
| FIT: data read from "data.txt" using 1:4 |
| format = x:z |
| y range restricted to [0.00000 : 380.000] |
| #datapoints = 228 |
| residuals are weighted equally (unit weight) |
| function used for fitting: f(x) |
| fitted parameters initialized with current variable values |
| Iteration 0 |
| WSSR : 3.73271e+06 delta(WSSR)/WSSR : 0 |
| delta(WSSR) : 0 limit for stopping : 1e-05 |
| lambda : 155.439 |
| initial set of free parameter values |
| k = 1 |
| q = 1 |
| After 5 iterations the fit converged. |
| final sum of squares of residuals : 290.234 |
| rel. change during last iteration : -1.52681e-08 |
| degrees of freedom (FIT_NDF) : 226 |
| rms of residuals (FIT_STDFIT) = sqrt(WSSR/ndf) : 1.13323 |
| variance of residuals (reduced chisquare) = WSSR/ndf : 1.28422 |
| Final set of parameters Asymptotic Standard Error |
| ======================= ========================== |
| k = 0.340853 +/- 0.0006831 (0.2004%) |
| q = 21.0199 +/- 0.1502 (0.7144%) |
| correlation matrix of the fit parameters: |
| k q |
| k 1.000 |
| q -0.866 1.000 |
| ******************************************************************************* |
| Sun May 29 18:09:20 2011 |
| FIT: data read from "data.txt" using 1:4 |
| format = x:z |
| y range restricted to [479.000 : 585.000] |
| #datapoints = 65 |
| residuals are weighted equally (unit weight) |
| function used for fitting: f(x) |
| fitted parameters initialized with current variable values |
| Iteration 0 |
| WSSR : 39686.6 delta(WSSR)/WSSR : 0 |
| delta(WSSR) : 0 limit for stopping : 1e-05 |
| lambda : 0 |
| initial set of free parameter values |
| a = 1 |
| b = 1 |
| BREAK: Singular matrix in Givens() |
| ******************************************************************************* |
| Sun May 29 18:09:24 2011 |
| FIT: data read from "data.txt" using 1:4 |
| format = x:z |
| y range restricted to [0.00000 : 380.000] |
| #datapoints = 228 |
| residuals are weighted equally (unit weight) |
| function used for fitting: f(x) |
| fitted parameters initialized with current variable values |
| Iteration 0 |
| WSSR : 3.73271e+06 delta(WSSR)/WSSR : 0 |
| delta(WSSR) : 0 limit for stopping : 1e-05 |
| lambda : 155.439 |
| initial set of free parameter values |
| k = 1 |
| q = 1 |
| After 5 iterations the fit converged. |
| final sum of squares of residuals : 290.234 |
| rel. change during last iteration : -1.52681e-08 |
| degrees of freedom (FIT_NDF) : 226 |
| rms of residuals (FIT_STDFIT) = sqrt(WSSR/ndf) : 1.13323 |
| variance of residuals (reduced chisquare) = WSSR/ndf : 1.28422 |
| Final set of parameters Asymptotic Standard Error |
| ======================= ========================== |
| k = 0.340853 +/- 0.0006831 (0.2004%) |
| q = 21.0199 +/- 0.1502 (0.7144%) |
| correlation matrix of the fit parameters: |
| k q |
| k 1.000 |
| q -0.866 1.000 |
| ******************************************************************************* |
| Sun May 29 18:09:24 2011 |
| FIT: data read from "data.txt" using 1:4 |
| format = x:z |
| y range restricted to [479.000 : 585.000] |
| #datapoints = 65 |
| residuals are weighted equally (unit weight) |
| function used for fitting: f(x) |
| fitted parameters initialized with current variable values |
| Iteration 0 |
| WSSR : 39686.6 delta(WSSR)/WSSR : 0 |
| delta(WSSR) : 0 limit for stopping : 1e-05 |
| lambda : 0 |
| initial set of free parameter values |
| a = 1 |
| b = 1 |
| BREAK: Singular matrix in Givens() |
| ******************************************************************************* |
| Sun May 29 18:10:28 2011 |
| FIT: data read from "data.txt" using 1:4 |
| format = x:z |
| y range restricted to [0.00000 : 380.000] |
| #datapoints = 228 |
| residuals are weighted equally (unit weight) |
| function used for fitting: f(x) |
| fitted parameters initialized with current variable values |
| Iteration 0 |
| WSSR : 3.73271e+06 delta(WSSR)/WSSR : 0 |
| delta(WSSR) : 0 limit for stopping : 1e-05 |
| lambda : 155.439 |
| initial set of free parameter values |
| k = 1 |
| q = 1 |
| After 5 iterations the fit converged. |
| final sum of squares of residuals : 290.234 |
| rel. change during last iteration : -1.52681e-08 |
| degrees of freedom (FIT_NDF) : 226 |
| rms of residuals (FIT_STDFIT) = sqrt(WSSR/ndf) : 1.13323 |
| variance of residuals (reduced chisquare) = WSSR/ndf : 1.28422 |
| Final set of parameters Asymptotic Standard Error |
| ======================= ========================== |
| k = 0.340853 +/- 0.0006831 (0.2004%) |
| q = 21.0199 +/- 0.1502 (0.7144%) |
| correlation matrix of the fit parameters: |
| k q |
| k 1.000 |
| q -0.866 1.000 |
| ******************************************************************************* |
| Sun May 29 18:10:28 2011 |
| FIT: data read from "data.txt" using 1:4 |
| format = x:z |
| y range restricted to [479.000 : 585.000] |
| #datapoints = 65 |
| residuals are weighted equally (unit weight) |
| function used for fitting: f(x) |
| fitted parameters initialized with current variable values |
| Iteration 0 |
| WSSR : 39686.6 delta(WSSR)/WSSR : 0 |
| delta(WSSR) : 0 limit for stopping : 1e-05 |
| lambda : 0 |
| initial set of free parameter values |
| a = 0.340853 |
| b = 21.0199 |
| BREAK: Singular matrix in Givens() |
| ******************************************************************************* |
| Sun May 29 18:10:30 2011 |
| FIT: data read from "data.txt" using 1:4 |
| format = x:z |
| y range restricted to [0.00000 : 380.000] |
| #datapoints = 228 |
| residuals are weighted equally (unit weight) |
| function used for fitting: f(x) |
| fitted parameters initialized with current variable values |
| Iteration 0 |
| WSSR : 3.73271e+06 delta(WSSR)/WSSR : 0 |
| delta(WSSR) : 0 limit for stopping : 1e-05 |
| lambda : 155.439 |
| initial set of free parameter values |
| k = 1 |
| q = 1 |
| After 5 iterations the fit converged. |
| final sum of squares of residuals : 290.234 |
| rel. change during last iteration : -1.52681e-08 |
| degrees of freedom (FIT_NDF) : 226 |
| rms of residuals (FIT_STDFIT) = sqrt(WSSR/ndf) : 1.13323 |
| variance of residuals (reduced chisquare) = WSSR/ndf : 1.28422 |
| Final set of parameters Asymptotic Standard Error |
| ======================= ========================== |
| k = 0.340853 +/- 0.0006831 (0.2004%) |
| q = 21.0199 +/- 0.1502 (0.7144%) |
| correlation matrix of the fit parameters: |
| k q |
| k 1.000 |
| q -0.866 1.000 |
| ******************************************************************************* |
| Sun May 29 18:10:30 2011 |
| FIT: data read from "data.txt" using 1:4 |
| format = x:z |
| y range restricted to [479.000 : 585.000] |
| #datapoints = 65 |
| residuals are weighted equally (unit weight) |
| function used for fitting: f(x) |
| fitted parameters initialized with current variable values |
| Iteration 0 |
| WSSR : 39686.6 delta(WSSR)/WSSR : 0 |
| delta(WSSR) : 0 limit for stopping : 1e-05 |
| lambda : 0 |
| initial set of free parameter values |
| a = 0.340853 |
| b = 21.0199 |
| BREAK: Singular matrix in Givens() |
| ******************************************************************************* |
| Sun May 29 18:10:31 2011 |
| FIT: data read from "data.txt" using 1:4 |
| format = x:z |
| y range restricted to [0.00000 : 380.000] |
| #datapoints = 228 |
| residuals are weighted equally (unit weight) |
| function used for fitting: f(x) |
| fitted parameters initialized with current variable values |
| Iteration 0 |
| WSSR : 3.73271e+06 delta(WSSR)/WSSR : 0 |
| delta(WSSR) : 0 limit for stopping : 1e-05 |
| lambda : 155.439 |
| initial set of free parameter values |
| k = 1 |
| q = 1 |
| After 5 iterations the fit converged. |
| final sum of squares of residuals : 290.234 |
| rel. change during last iteration : -1.52681e-08 |
| degrees of freedom (FIT_NDF) : 226 |
| rms of residuals (FIT_STDFIT) = sqrt(WSSR/ndf) : 1.13323 |
| variance of residuals (reduced chisquare) = WSSR/ndf : 1.28422 |
| Final set of parameters Asymptotic Standard Error |
| ======================= ========================== |
| k = 0.340853 +/- 0.0006831 (0.2004%) |
| q = 21.0199 +/- 0.1502 (0.7144%) |
| correlation matrix of the fit parameters: |
| k q |
| k 1.000 |
| q -0.866 1.000 |
| ******************************************************************************* |
| Sun May 29 18:10:31 2011 |
| FIT: data read from "data.txt" using 1:4 |
| format = x:z |
| y range restricted to [479.000 : 585.000] |
| #datapoints = 65 |
| residuals are weighted equally (unit weight) |
| function used for fitting: f(x) |
| fitted parameters initialized with current variable values |
| Iteration 0 |
| WSSR : 39686.6 delta(WSSR)/WSSR : 0 |
| delta(WSSR) : 0 limit for stopping : 1e-05 |
| lambda : 0 |
| initial set of free parameter values |
| a = 0.340853 |
| b = 21.0199 |
| BREAK: Singular matrix in Givens() |
| ******************************************************************************* |
| Sun May 29 18:11:29 2011 |
| FIT: data read from "data.txt" using 1:4 |
| format = x:z |
| y range restricted to [0.00000 : 380.000] |
| #datapoints = 228 |
| residuals are weighted equally (unit weight) |
| function used for fitting: f(x) |
| fitted parameters initialized with current variable values |
| Iteration 0 |
| WSSR : 3.73271e+06 delta(WSSR)/WSSR : 0 |
| delta(WSSR) : 0 limit for stopping : 1e-05 |
| lambda : 155.439 |
| initial set of free parameter values |
| k = 1 |
| q = 1 |
| After 5 iterations the fit converged. |
| final sum of squares of residuals : 290.234 |
| rel. change during last iteration : -1.52681e-08 |
| degrees of freedom (FIT_NDF) : 226 |
| rms of residuals (FIT_STDFIT) = sqrt(WSSR/ndf) : 1.13323 |
| variance of residuals (reduced chisquare) = WSSR/ndf : 1.28422 |
| Final set of parameters Asymptotic Standard Error |
| ======================= ========================== |
| k = 0.340853 +/- 0.0006831 (0.2004%) |
| q = 21.0199 +/- 0.1502 (0.7144%) |
| correlation matrix of the fit parameters: |
| k q |
| k 1.000 |
| q -0.866 1.000 |
| ******************************************************************************* |
| Sun May 29 18:11:29 2011 |
| FIT: data read from "data.txt" using 1:4 |
| format = x:z |
| y range restricted to [479.000 : 585.000] |
| #datapoints = 65 |
| residuals are weighted equally (unit weight) |
| function used for fitting: g(x) |
| fitted parameters initialized with current variable values |
| Iteration 0 |
| WSSR : 39686.6 delta(WSSR)/WSSR : 0 |
| delta(WSSR) : 0 limit for stopping : 1e-05 |
| lambda : 376.238 |
| initial set of free parameter values |
| a = 0.340853 |
| b = 21.0199 |
| After 7 iterations the fit converged. |
| final sum of squares of residuals : 56.6671 |
| rel. change during last iteration : -1.975e-12 |
| degrees of freedom (FIT_NDF) : 63 |
| rms of residuals (FIT_STDFIT) = sqrt(WSSR/ndf) : 0.948408 |
| variance of residuals (reduced chisquare) = WSSR/ndf : 0.899478 |
| Final set of parameters Asymptotic Standard Error |
| ======================= ========================== |
| a = 0.580233 +/- 0.003748 (0.6459%) |
| b = -129.649 +/- 1.994 (1.538%) |
| correlation matrix of the fit parameters: |
| a b |
| a 1.000 |
| b -0.998 1.000 |
| ******************************************************************************* |
| Sun May 29 18:11:30 2011 |
| FIT: data read from "data.txt" using 1:4 |
| format = x:z |
| y range restricted to [0.00000 : 380.000] |
| #datapoints = 228 |
| residuals are weighted equally (unit weight) |
| function used for fitting: f(x) |
| fitted parameters initialized with current variable values |
| Iteration 0 |
| WSSR : 3.73271e+06 delta(WSSR)/WSSR : 0 |
| delta(WSSR) : 0 limit for stopping : 1e-05 |
| lambda : 155.439 |
| initial set of free parameter values |
| k = 1 |
| q = 1 |
| After 5 iterations the fit converged. |
| final sum of squares of residuals : 290.234 |
| rel. change during last iteration : -1.52681e-08 |
| degrees of freedom (FIT_NDF) : 226 |
| rms of residuals (FIT_STDFIT) = sqrt(WSSR/ndf) : 1.13323 |
| variance of residuals (reduced chisquare) = WSSR/ndf : 1.28422 |
| Final set of parameters Asymptotic Standard Error |
| ======================= ========================== |
| k = 0.340853 +/- 0.0006831 (0.2004%) |
| q = 21.0199 +/- 0.1502 (0.7144%) |
| correlation matrix of the fit parameters: |
| k q |
| k 1.000 |
| q -0.866 1.000 |
| ******************************************************************************* |
| Sun May 29 18:11:30 2011 |
| FIT: data read from "data.txt" using 1:4 |
| format = x:z |
| y range restricted to [479.000 : 585.000] |
| #datapoints = 65 |
| residuals are weighted equally (unit weight) |
| function used for fitting: g(x) |
| fitted parameters initialized with current variable values |
| Iteration 0 |
| WSSR : 39686.6 delta(WSSR)/WSSR : 0 |
| delta(WSSR) : 0 limit for stopping : 1e-05 |
| lambda : 376.238 |
| initial set of free parameter values |
| a = 0.340853 |
| b = 21.0199 |
| After 7 iterations the fit converged. |
| final sum of squares of residuals : 56.6671 |
| rel. change during last iteration : -1.975e-12 |
| degrees of freedom (FIT_NDF) : 63 |
| rms of residuals (FIT_STDFIT) = sqrt(WSSR/ndf) : 0.948408 |
| variance of residuals (reduced chisquare) = WSSR/ndf : 0.899478 |
| Final set of parameters Asymptotic Standard Error |
| ======================= ========================== |
| a = 0.580233 +/- 0.003748 (0.6459%) |
| b = -129.649 +/- 1.994 (1.538%) |
| correlation matrix of the fit parameters: |
| a b |
| a 1.000 |
| b -0.998 1.000 |
| ******************************************************************************* |
| Sun May 29 18:12:07 2011 |
| FIT: data read from "data.txt" using 1:4 |
| format = x:z |
| y range restricted to [0.00000 : 380.000] |
| #datapoints = 228 |
| residuals are weighted equally (unit weight) |
| function used for fitting: f(x) |
| fitted parameters initialized with current variable values |
| Iteration 0 |
| WSSR : 3.73271e+06 delta(WSSR)/WSSR : 0 |
| delta(WSSR) : 0 limit for stopping : 1e-05 |
| lambda : 155.439 |
| initial set of free parameter values |
| k = 1 |
| q = 1 |
| After 5 iterations the fit converged. |
| final sum of squares of residuals : 290.234 |
| rel. change during last iteration : -1.52681e-08 |
| degrees of freedom (FIT_NDF) : 226 |
| rms of residuals (FIT_STDFIT) = sqrt(WSSR/ndf) : 1.13323 |
| variance of residuals (reduced chisquare) = WSSR/ndf : 1.28422 |
| Final set of parameters Asymptotic Standard Error |
| ======================= ========================== |
| k = 0.340853 +/- 0.0006831 (0.2004%) |
| q = 21.0199 +/- 0.1502 (0.7144%) |
| correlation matrix of the fit parameters: |
| k q |
| k 1.000 |
| q -0.866 1.000 |
| ******************************************************************************* |
| Sun May 29 18:12:07 2011 |
| FIT: data read from "data.txt" using 1:4 |
| format = x:z |
| y range restricted to [479.000 : 585.000] |
| #datapoints = 65 |
| residuals are weighted equally (unit weight) |
| function used for fitting: g(x) |
| fitted parameters initialized with current variable values |
| Iteration 0 |
| WSSR : 39686.6 delta(WSSR)/WSSR : 0 |
| delta(WSSR) : 0 limit for stopping : 1e-05 |
| lambda : 376.238 |
| initial set of free parameter values |
| a = 0.340853 |
| b = 21.0199 |
| After 7 iterations the fit converged. |
| final sum of squares of residuals : 56.6671 |
| rel. change during last iteration : -1.975e-12 |
| degrees of freedom (FIT_NDF) : 63 |
| rms of residuals (FIT_STDFIT) = sqrt(WSSR/ndf) : 0.948408 |
| variance of residuals (reduced chisquare) = WSSR/ndf : 0.899478 |
| Final set of parameters Asymptotic Standard Error |
| ======================= ========================== |
| a = 0.580233 +/- 0.003748 (0.6459%) |
| b = -129.649 +/- 1.994 (1.538%) |
| correlation matrix of the fit parameters: |
| a b |
| a 1.000 |
| b -0.998 1.000 |
| ******************************************************************************* |
| Sun May 29 18:13:23 2011 |
| FIT: data read from "data.txt" using 1:4 |
| format = x:z |
| y range restricted to [0.00000 : 380.000] |
| #datapoints = 228 |
| residuals are weighted equally (unit weight) |
| function used for fitting: f(x) |
| fitted parameters initialized with current variable values |
| Iteration 0 |
| WSSR : 3.73271e+06 delta(WSSR)/WSSR : 0 |
| delta(WSSR) : 0 limit for stopping : 1e-05 |
| lambda : 155.439 |
| initial set of free parameter values |
| k = 1 |
| q = 1 |
| After 5 iterations the fit converged. |
| final sum of squares of residuals : 290.234 |
| rel. change during last iteration : -1.52681e-08 |
| degrees of freedom (FIT_NDF) : 226 |
| rms of residuals (FIT_STDFIT) = sqrt(WSSR/ndf) : 1.13323 |
| variance of residuals (reduced chisquare) = WSSR/ndf : 1.28422 |
| Final set of parameters Asymptotic Standard Error |
| ======================= ========================== |
| k = 0.340853 +/- 0.0006831 (0.2004%) |
| q = 21.0199 +/- 0.1502 (0.7144%) |
| correlation matrix of the fit parameters: |
| k q |
| k 1.000 |
| q -0.866 1.000 |
| ******************************************************************************* |
| Sun May 29 18:13:23 2011 |
| FIT: data read from "data.txt" using 1:4 |
| format = x:z |
| y range restricted to [479.000 : 585.000] |
| #datapoints = 65 |
| residuals are weighted equally (unit weight) |
| function used for fitting: g(x) |
| fitted parameters initialized with current variable values |
| Iteration 0 |
| WSSR : 39686.6 delta(WSSR)/WSSR : 0 |
| delta(WSSR) : 0 limit for stopping : 1e-05 |
| lambda : 376.238 |
| initial set of free parameter values |
| a = 0.340853 |
| b = 21.0199 |
| After 7 iterations the fit converged. |
| final sum of squares of residuals : 56.6671 |
| rel. change during last iteration : -1.975e-12 |
| degrees of freedom (FIT_NDF) : 63 |
| rms of residuals (FIT_STDFIT) = sqrt(WSSR/ndf) : 0.948408 |
| variance of residuals (reduced chisquare) = WSSR/ndf : 0.899478 |
| Final set of parameters Asymptotic Standard Error |
| ======================= ========================== |
| a = 0.580233 +/- 0.003748 (0.6459%) |
| b = -129.649 +/- 1.994 (1.538%) |
| correlation matrix of the fit parameters: |
| a b |
| a 1.000 |
| b -0.998 1.000 |
| /Designs/Tools/reflow02A/DOC/test/plot.gp |
|---|
| 0,0 → 1,21 |
| set terminal png |
| set output "profile.png" |
| set yrange [0:300] |
| set xrange [0:1200] |
| set key under |
| set xlabel "Time [s]" |
| set ylabel "Temperature [°C]" |
| f(x)= k*x + q |
| fit [0:380] f(x) "data.txt" using 1:4 via k,q |
| a=k |
| b=q |
| g(x)= a*x + b |
| fit [479:585] g(x) "data.txt" using 1:4 via a,b |
| plot "data.txt" using 1:4 with points title "measured points", f(x), g(x) |
| /Designs/Tools/reflow02A/DOC/test/profile.png |
|---|
| Cannot display: file marked as a binary type. |
| svn:mime-type = application/octet-stream |
| Property changes: |
| Added: svn:mime-type |
| +application/octet-stream |
| \ No newline at end of property |
| /Designs/Tools/reflow02A/DOC/test/reflow.txt |
|---|
| 0,0 → 1,161 |
| #PREHEAT |
| 00 01 23.198 |
| 00 02 23.198 |
| 00 04 22.524 |
| 00 06 23.198 |
| 00 07 23.198 |
| 00 09 23.198 |
| 00 11 23.872 |
| 00 12 23.872 |
| 00 14 24.547 |
| 00 16 24.547 |
| 00 17 25.221 |
| 00 19 26.569 |
| 00 21 26.569 |
| 00 22 27.243 |
| 00 24 27.918 |
| 00 26 29.266 |
| 00 27 29.940 |
| 00 29 30.614 |
| 00 31 31.289 |
| 00 32 31.963 |
| 00 34 32.637 |
| 00 36 32.637 |
| 00 38 33.311 |
| 00 39 33.985 |
| 00 41 33.985 |
| 00 43 34.660 |
| 00 44 35.334 |
| 00 46 35.334 |
| 00 48 36.008 |
| 00 49 36.682 |
| 00 51 37.356 |
| 00 53 38.031 |
| 00 54 38.705 |
| 00 56 38.705 |
| 00 58 39.379 |
| 00 59 40.053 |
| 01 01 40.727 |
| 01 03 41.402 |
| 01 04 42.076 |
| 01 06 42.750 |
| 01 08 43.424 |
| 01 09 43.424 |
| 01 11 43.424 |
| 01 13 44.098 |
| 01 14 44.773 |
| 01 16 45.447 |
| 01 18 46.121 |
| 01 19 46.121 |
| 01 21 47.469 |
| 01 23 48.144 |
| 01 24 48.818 |
| 01 26 49.492 |
| 01 28 50.166 |
| 01 29 50.166 |
| 01 31 51.515 |
| 01 33 51.515 |
| 01 34 52.189 |
| 01 36 53.537 |
| 01 38 54.211 |
| 01 39 55.560 |
| 01 41 56.234 |
| 01 43 56.908 |
| 01 44 57.582 |
| 01 46 58.257 |
| 01 48 58.257 |
| 01 49 58.931 |
| 01 51 59.605 |
| 01 53 59.605 |
| 01 54 59.605 |
| 01 56 60.279 |
| 01 58 60.953 |
| 01 59 62.302 |
| 02 01 62.302 |
| 02 03 62.976 |
| 02 05 63.650 |
| 02 06 64.999 |
| 02 08 65.673 |
| 02 10 66.347 |
| 02 11 67.021 |
| 02 13 67.695 |
| 02 15 67.695 |
| 02 16 67.695 |
| 02 18 68.370 |
| 02 20 69.718 |
| 02 21 69.718 |
| 02 23 70.392 |
| 02 25 71.066 |
| 02 26 71.741 |
| 02 28 72.415 |
| 02 30 73.089 |
| 02 31 73.089 |
| 02 33 73.763 |
| 02 35 75.112 |
| 02 36 75.112 |
| 02 38 75.786 |
| 02 40 76.460 |
| 02 41 77.134 |
| 02 43 77.134 |
| 02 45 77.808 |
| 02 47 77.808 |
| 02 48 78.483 |
| 02 50 79.831 |
| 02 52 80.505 |
| 02 53 81.179 |
| 02 55 81.854 |
| 02 57 83.202 |
| 02 58 83.202 |
| 03 00 83.876 |
| 03 02 83.876 |
| 03 03 84.550 |
| 03 05 85.225 |
| 03 07 86.573 |
| 03 08 86.573 |
| 03 10 86.573 |
| 03 12 87.921 |
| 03 13 88.596 |
| 03 15 89.270 |
| 03 17 89.944 |
| 03 18 90.618 |
| 03 20 91.292 |
| 03 22 91.292 |
| 03 23 91.967 |
| 03 25 92.641 |
| 03 27 92.641 |
| 03 28 93.989 |
| 03 30 93.989 |
| 03 32 94.663 |
| 03 33 96.012 |
| 03 35 96.686 |
| 03 37 97.360 |
| 03 38 98.034 |
| 03 40 98.034 |
| 03 42 98.709 |
| 03 43 99.383 |
| 03 45 100.057 |
| 03 47 100.731 |
| 03 48 101.405 |
| 03 50 102.080 |
| 03 52 102.754 |
| 03 53 102.080 |
| 03 55 102.754 |
| 03 57 102.754 |
| 03 58 103.428 |
| 04 00 103.428 |
| 04 02 104.777 |
| 04 03 105.451 |
| 04 05 105.451 |
| 04 07 106.125 |
| 04 08 106.799 |
| 04 10 106.125 |
| 04 12 106.799 |
| 04 13 106.125 |
| 04 15 106.799 |
| 04 17 106.799 |
| 04 18 106.799 |
| 04 20 106.125 |
| 04 22 106.125 |
| 04 23 106.125 |
| 04 25 106.125 |
| 04 27 105.451 |
| /Designs/Tools/reflow02A/DOC/test/reflow2.txt |
|---|
| 0,0 → 1,645 |
| #PREHEAT |
| 00 01 103.428 |
| 00 02 103.428 |
| 00 04 103.428 |
| 00 06 103.428 |
| 00 07 103.428 |
| 00 09 104.777 |
| 00 11 105.451 |
| 00 12 106.125 |
| 00 14 106.799 |
| 00 16 107.473 |
| 00 17 108.148 |
| 00 19 108.148 |
| 00 21 108.822 |
| 00 22 109.496 |
| 00 24 110.170 |
| 00 26 110.170 |
| 00 27 110.170 |
| 00 29 110.844 |
| 00 31 112.193 |
| 00 32 112.867 |
| 00 34 112.867 |
| 00 36 113.541 |
| 00 37 114.215 |
| 00 39 114.890 |
| 00 41 114.890 |
| 00 42 115.564 |
| 00 44 115.564 |
| 00 46 116.238 |
| 00 47 116.238 |
| 00 49 116.238 |
| 00 51 116.912 |
| 00 52 118.261 |
| 00 54 118.935 |
| 00 56 120.283 |
| 00 57 120.957 |
| 00 59 121.632 |
| 01 01 122.306 |
| 01 03 122.306 |
| 01 04 122.980 |
| 01 06 122.980 |
| 01 08 123.654 |
| 01 09 124.328 |
| 01 11 126.351 |
| 01 13 126.351 |
| 01 14 126.351 |
| 01 16 127.025 |
| 01 18 127.699 |
| 01 19 127.699 |
| 01 21 129.048 |
| 01 23 129.722 |
| 01 24 130.396 |
| 01 26 130.396 |
| 01 28 131.070 |
| 01 29 131.745 |
| 01 31 132.419 |
| 01 33 133.767 |
| 01 34 133.767 |
| 01 36 133.767 |
| 01 38 134.441 |
| 01 39 135.116 |
| 01 41 135.116 |
| 01 43 135.790 |
| 01 44 136.464 |
| 01 46 136.464 |
| 01 48 137.812 |
| 01 49 138.487 |
| 01 51 139.161 |
| 01 53 139.835 |
| 01 54 140.509 |
| 01 56 140.509 |
| 01 58 141.183 |
| 01 59 141.183 |
| 02 01 142.532 |
| 02 03 143.206 |
| 02 05 143.880 |
| 02 06 144.554 |
| 02 08 145.229 |
| 02 10 145.229 |
| 02 11 145.903 |
| 02 13 145.903 |
| 02 15 146.577 |
| 02 16 146.577 |
| 02 18 147.925 |
| 02 20 148.600 |
| 02 21 149.948 |
| 02 23 149.948 |
| 00 02 151.296 |
| 00 03 151.971 |
| 00 05 151.971 |
| 00 07 152.645 |
| 00 08 153.319 |
| 00 10 152.645 |
| 00 12 153.319 |
| 00 13 152.645 |
| 00 15 152.645 |
| 00 17 152.645 |
| 00 18 152.645 |
| 00 20 151.971 |
| 00 22 151.971 |
| 00 23 151.296 |
| 00 25 151.296 |
| 00 27 150.622 |
| 00 28 149.948 |
| 00 30 149.948 |
| 00 32 149.948 |
| 00 33 149.948 |
| 00 35 150.622 |
| 00 37 151.296 |
| 00 38 152.645 |
| 00 40 152.645 |
| 00 42 153.319 |
| 00 43 153.319 |
| 00 45 153.319 |
| 00 47 153.319 |
| 00 48 153.319 |
| 00 50 153.319 |
| 00 52 153.319 |
| 00 53 153.319 |
| 00 55 152.645 |
| 00 57 152.645 |
| 00 58 151.971 |
| 01 00 151.971 |
| 01 02 151.296 |
| 01 03 150.622 |
| 01 05 150.622 |
| 01 07 149.948 |
| 01 09 149.948 |
| 01 10 149.948 |
| 01 12 149.948 |
| 01 14 150.622 |
| 01 15 151.296 |
| 01 17 151.971 |
| 01 19 151.971 |
| 01 20 152.645 |
| 01 22 152.645 |
| 01 24 152.645 |
| 01 25 152.645 |
| 01 27 152.645 |
| 01 29 152.645 |
| 01 30 152.645 |
| 01 32 151.971 |
| 01 34 151.971 |
| 01 35 151.296 |
| 01 37 151.296 |
| 01 39 150.622 |
| #SOLDER |
| 00 00 150.622 |
| 00 02 149.948 |
| 00 04 149.948 |
| 00 05 149.948 |
| 00 07 151.296 |
| 00 09 151.971 |
| 00 10 152.645 |
| 00 12 153.319 |
| 00 14 153.993 |
| 00 15 156.016 |
| 00 17 157.364 |
| 00 19 158.713 |
| 00 20 160.061 |
| 00 22 160.735 |
| 00 24 161.409 |
| 00 25 162.758 |
| 00 27 163.432 |
| 00 29 164.780 |
| 00 30 166.129 |
| 00 32 167.477 |
| 00 34 168.151 |
| 00 35 169.500 |
| 00 37 170.174 |
| 00 39 170.848 |
| 00 40 172.197 |
| 00 42 172.871 |
| 00 44 174.219 |
| 00 45 174.893 |
| 00 47 176.242 |
| 00 49 177.590 |
| 00 50 178.264 |
| 00 52 178.939 |
| 00 54 179.613 |
| 00 55 180.287 |
| 00 57 181.635 |
| 00 59 182.984 |
| 01 00 184.332 |
| 01 02 185.681 |
| 01 04 186.355 |
| 01 06 187.029 |
| 01 07 187.703 |
| 01 09 188.377 |
| 01 11 189.726 |
| 01 12 191.074 |
| 01 14 192.423 |
| 01 16 193.097 |
| 01 17 194.445 |
| 01 19 195.119 |
| 01 21 195.119 |
| 01 22 196.468 |
| 01 24 197.142 |
| 01 26 197.142 |
| 01 27 198.490 |
| 01 29 199.165 |
| 01 31 200.513 |
| 01 32 201.187 |
| 01 34 201.861 |
| 01 36 202.536 |
| 01 37 203.884 |
| 01 39 205.232 |
| 01 41 205.907 |
| 01 42 206.581 |
| 01 44 207.929 |
| 01 46 209.278 |
| COOLING |
| 01 47 209.952 |
| 01 49 211.300 |
| 01 51 211.300 |
| 01 52 211.974 |
| 01 54 211.300 |
| 01 56 211.974 |
| 01 57 211.300 |
| 01 59 211.300 |
| 02 01 211.300 |
| 02 02 210.626 |
| 02 04 209.952 |
| 02 06 209.278 |
| 02 07 208.603 |
| 02 09 207.255 |
| 02 11 206.581 |
| 02 12 205.907 |
| 02 14 205.232 |
| 02 16 203.884 |
| 02 17 203.210 |
| 02 19 202.536 |
| 02 21 201.861 |
| 02 22 200.513 |
| 02 24 199.839 |
| 02 26 199.165 |
| 02 27 198.490 |
| 02 29 197.142 |
| 02 31 196.468 |
| 02 32 195.119 |
| 02 34 195.119 |
| 02 36 193.771 |
| 02 38 193.097 |
| 02 39 192.423 |
| 02 41 191.748 |
| 02 43 191.074 |
| 02 44 190.400 |
| 02 46 189.052 |
| 02 48 189.052 |
| 02 49 187.703 |
| 02 51 184.332 |
| 02 53 180.287 |
| 02 54 177.590 |
| 02 56 174.219 |
| 02 58 171.522 |
| 02 59 168.151 |
| 03 01 166.129 |
| 03 03 164.106 |
| 03 04 162.084 |
| 03 06 160.735 |
| 03 08 158.713 |
| 03 09 157.364 |
| 03 11 156.016 |
| 03 13 154.667 |
| 03 14 153.319 |
| 03 16 151.971 |
| 03 18 150.622 |
| 03 19 149.948 |
| 03 21 148.600 |
| 03 23 147.251 |
| 03 24 146.577 |
| 03 26 145.229 |
| 03 28 144.554 |
| 03 29 143.206 |
| 03 31 142.532 |
| 03 33 141.183 |
| 03 34 140.509 |
| 03 36 139.835 |
| 03 38 139.161 |
| 03 39 137.812 |
| 03 41 137.138 |
| 03 43 135.790 |
| 03 44 135.116 |
| 03 46 133.767 |
| 03 48 133.767 |
| 03 49 132.419 |
| 03 51 131.745 |
| 03 53 131.070 |
| 03 54 130.396 |
| 03 56 129.722 |
| 03 58 129.048 |
| 03 59 127.699 |
| 04 01 127.025 |
| 04 03 126.351 |
| 04 04 126.351 |
| 04 06 125.003 |
| 04 08 124.328 |
| 04 09 123.654 |
| 04 11 122.980 |
| 04 13 122.306 |
| 04 14 121.632 |
| 04 16 120.957 |
| 04 18 120.283 |
| 04 19 119.609 |
| 04 21 119.609 |
| 04 23 118.935 |
| 04 24 118.261 |
| 04 26 117.586 |
| 04 28 116.912 |
| 04 30 116.238 |
| 04 31 115.564 |
| 04 33 115.564 |
| 04 35 114.215 |
| 04 36 113.541 |
| 04 38 112.867 |
| 04 40 112.193 |
| 04 41 112.193 |
| 04 43 111.519 |
| 04 45 110.844 |
| 04 46 110.170 |
| 04 48 110.170 |
| 04 50 109.496 |
| 04 51 108.822 |
| 04 53 108.148 |
| 04 55 107.473 |
| 04 56 107.473 |
| 04 58 106.799 |
| 05 00 106.125 |
| 05 01 105.451 |
| 05 03 103.428 |
| 05 05 100.057 |
| 05 06 98.709 |
| 05 08 97.360 |
| 05 10 96.012 |
| 05 11 94.663 |
| 05 13 93.315 |
| 05 15 92.641 |
| 05 16 91.292 |
| 05 18 89.944 |
| 05 20 89.270 |
| 05 21 88.596 |
| 05 23 87.247 |
| 05 25 86.573 |
| 05 26 86.573 |
| 05 28 85.225 |
| 05 30 84.550 |
| 05 31 83.876 |
| 05 33 83.202 |
| 05 35 83.202 |
| 05 36 81.854 |
| 05 38 81.854 |
| 05 40 81.179 |
| 05 41 80.505 |
| 05 43 79.831 |
| 05 45 79.157 |
| 05 46 79.157 |
| 05 48 79.157 |
| 05 50 78.483 |
| 05 51 78.483 |
| 05 53 77.808 |
| 05 55 77.134 |
| 05 56 76.460 |
| 05 58 76.460 |
| 06 00 76.460 |
| 06 02 76.460 |
| 06 03 75.786 |
| 06 05 75.112 |
| 06 07 74.437 |
| 06 08 74.437 |
| 06 10 73.763 |
| 06 12 73.089 |
| 06 13 72.415 |
| 06 15 72.415 |
| 06 17 72.415 |
| 06 18 71.741 |
| 06 20 71.066 |
| 06 22 71.066 |
| 06 23 71.066 |
| 06 25 70.392 |
| 06 27 69.718 |
| 06 28 69.718 |
| 06 30 69.718 |
| 06 32 69.044 |
| 06 33 69.044 |
| 06 35 69.044 |
| 06 37 69.044 |
| 06 38 68.370 |
| 06 40 68.370 |
| 06 42 67.695 |
| 06 43 67.695 |
| 06 45 67.695 |
| 06 47 67.021 |
| 06 48 67.021 |
| 06 50 66.347 |
| 06 52 66.347 |
| 06 53 65.673 |
| 06 55 65.673 |
| 06 57 64.999 |
| 06 58 64.999 |
| 07 00 64.999 |
| 07 02 64.324 |
| 07 03 64.324 |
| 07 05 63.650 |
| 07 07 63.650 |
| 07 08 62.976 |
| 07 10 62.976 |
| 07 12 62.302 |
| 07 13 62.302 |
| 07 15 61.628 |
| 07 17 62.302 |
| 07 18 61.628 |
| 07 20 61.628 |
| 07 22 60.279 |
| 07 23 60.279 |
| 07 25 60.279 |
| 07 27 59.605 |
| 07 29 59.605 |
| 07 30 59.605 |
| 07 32 58.931 |
| 07 34 58.931 |
| 07 35 58.257 |
| 07 37 58.257 |
| 07 39 57.582 |
| 07 40 57.582 |
| 07 42 57.582 |
| 07 44 56.908 |
| 07 45 56.908 |
| 07 47 56.908 |
| 07 49 56.908 |
| 07 50 56.908 |
| 07 52 56.908 |
| 07 54 56.234 |
| 07 55 56.234 |
| 07 57 56.234 |
| 07 59 55.560 |
| 08 00 56.234 |
| 08 02 55.560 |
| 08 04 55.560 |
| 08 05 54.886 |
| 08 07 54.886 |
| 08 09 54.211 |
| 08 11 54.211 |
| 08 12 53.537 |
| 08 14 52.863 |
| 08 16 52.863 |
| 08 17 52.863 |
| 08 19 52.863 |
| 08 21 52.863 |
| 08 22 52.863 |
| 08 24 52.189 |
| 08 26 52.863 |
| 08 27 52.863 |
| 08 29 52.189 |
| 08 31 52.189 |
| 08 32 52.189 |
| 08 34 51.515 |
| 08 36 51.515 |
| 08 37 51.515 |
| 08 39 50.840 |
| 08 41 50.840 |
| 08 42 50.840 |
| 08 44 50.166 |
| 08 46 50.166 |
| 08 47 50.166 |
| 08 49 50.166 |
| 08 51 50.166 |
| 08 52 50.166 |
| 08 54 50.166 |
| 08 56 50.166 |
| 08 57 50.166 |
| 08 59 49.492 |
| 09 01 49.492 |
| 09 02 48.818 |
| 09 04 48.818 |
| 09 06 48.818 |
| 09 07 48.144 |
| 09 09 48.144 |
| 09 11 47.469 |
| 09 12 47.469 |
| 09 14 47.469 |
| 09 16 47.469 |
| 09 17 46.795 |
| 09 19 46.795 |
| 09 21 46.121 |
| 09 22 46.795 |
| 09 24 46.121 |
| 09 26 46.121 |
| 09 27 46.121 |
| 09 29 46.121 |
| 09 31 46.121 |
| 09 32 46.121 |
| 09 34 45.447 |
| 09 36 45.447 |
| 09 37 45.447 |
| 09 39 45.447 |
| 09 41 45.447 |
| 09 43 45.447 |
| 09 44 45.447 |
| 09 46 45.447 |
| 09 48 44.773 |
| 09 49 44.773 |
| 09 51 44.773 |
| 09 53 44.773 |
| 09 54 44.773 |
| 09 56 44.773 |
| 09 58 44.773 |
| 09 59 44.773 |
| 10 01 44.773 |
| 10 03 44.098 |
| 10 04 44.098 |
| 10 06 44.098 |
| 10 08 44.098 |
| 10 09 43.424 |
| 10 11 43.424 |
| 10 13 43.424 |
| 10 14 43.424 |
| 10 16 42.750 |
| 10 18 42.750 |
| 10 19 42.076 |
| 10 21 42.750 |
| 10 23 42.076 |
| 10 24 42.076 |
| 10 26 42.076 |
| 10 28 42.076 |
| 10 29 42.076 |
| 10 31 42.750 |
| 10 33 42.076 |
| 10 34 42.750 |
| 10 36 42.076 |
| 10 38 42.076 |
| 10 39 42.076 |
| 10 41 42.076 |
| 10 43 42.076 |
| 10 44 42.076 |
| 10 46 42.076 |
| 10 48 42.076 |
| 10 49 42.076 |
| 10 51 42.076 |
| 10 53 42.076 |
| 10 54 41.402 |
| 10 56 41.402 |
| 10 58 41.402 |
| 10 59 41.402 |
| 11 01 41.402 |
| 11 03 41.402 |
| 11 05 40.727 |
| 11 06 41.402 |
| 11 08 41.402 |
| 11 10 40.727 |
| 11 11 40.727 |
| 11 13 40.727 |
| 11 15 40.727 |
| 11 16 40.053 |
| 11 18 40.053 |
| 11 20 40.053 |
| 11 21 40.053 |
| 11 23 40.053 |
| 11 25 39.379 |
| 11 26 38.705 |
| 11 28 38.705 |
| 11 30 38.705 |
| 11 31 38.705 |
| 11 33 38.705 |
| 11 35 38.705 |
| 11 36 38.705 |
| 11 38 38.705 |
| 11 40 38.705 |
| 11 41 39.379 |
| 11 43 38.705 |
| 11 45 38.705 |
| 11 47 38.705 |
| 11 48 38.705 |
| 11 50 38.705 |
| 11 52 38.705 |
| 11 53 38.705 |
| 11 55 38.031 |
| 11 57 38.031 |
| 11 58 38.031 |
| 12 00 38.031 |
| 12 02 38.031 |
| 12 03 38.031 |
| 12 05 37.356 |
| 12 07 38.031 |
| 12 08 37.356 |
| 12 10 37.356 |
| 12 12 37.356 |
| 12 13 37.356 |
| 12 15 37.356 |
| 12 17 37.356 |
| 12 18 37.356 |
| 12 20 37.356 |
| 12 22 37.356 |
| 12 23 37.356 |
| 12 25 37.356 |
| 12 27 37.356 |
| 12 28 36.682 |
| 12 30 37.356 |
| 12 32 36.682 |
| 12 33 37.356 |
| 12 35 36.682 |
| 12 37 36.682 |
| 12 38 36.682 |
| 12 40 36.682 |
| 12 42 36.682 |
| 12 43 36.682 |
| 12 45 36.008 |
| 12 47 35.334 |
| 12 48 35.334 |
| 12 50 35.334 |
| 12 52 35.334 |
| 12 53 35.334 |
| 12 55 35.334 |
| 12 57 35.334 |
| 12 58 35.334 |
| 13 00 34.660 |
| 13 02 34.660 |
| 13 03 34.660 |
| 13 05 34.660 |
| 13 07 34.660 |
| 13 09 35.334 |
| 13 10 35.334 |
| 13 12 35.334 |
| 13 14 34.660 |
| 13 15 34.660 |
| 13 17 34.660 |
| 13 19 34.660 |
| 13 20 35.334 |
| 13 22 34.660 |
| 13 24 34.660 |
| 13 25 34.660 |
| 13 27 34.660 |
| 13 29 34.660 |
| 13 30 34.660 |
| 13 32 34.660 |
| 13 34 34.660 |
| 13 35 34.660 |
| 13 37 34.660 |
| 13 39 33.985 |
| 13 40 33.985 |
| 13 42 33.985 |
| 13 44 34.660 |
| 13 45 33.985 |
| 13 47 33.985 |
| 13 49 33.985 |
| 13 50 33.985 |