| Author |
 Topic  |
|
|
cab0008
25 Posts |
 Posted - 06/30/2010 : 6:10:57 PM
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Hello everyone,
I was wondering if anyone could help me with creating a robust code for fitting certain types of spectra.
I am interested in setting the x-axis center parameters for multiple Voigt lines to deconvolute the spectra and obtain the areas of each one.
I know that this has probably been done before but I am having a difficult time understanding how other people's problems relate to mine and how to configure their code to fit my data.
My goal is to have the Voigt centers strictly defined in a worksheet column ,such as Book2 Column A, and then to have also FWHMs in the next column but have them be able to be varied by a set percentage, such as 8% or something.
Should I use the Fitting Function Organizer to develop the function and then access that through OriginC through LT_execute() or would it be more efficient to just use OriginC?
I've been having trouble getting the Fitting Function Organizer to accept multiple centers as parameter initialization.
For example, is it even possible to do this in the Voigt Fitting Function Organizer > Parameter Initialization Box?
sort(x_y_curve);
//smooth(x_y_curve, 2);
y0 = yatxmin( x_y_curve );
wG = 0.85 * fwhm( x_y_curve, y0 );
wL = wG;
A = area( x_y_curve, y0 );
xc = Book2!Col(A)
(Changed From):
if ( A > 0 ) xc = xatymax( x_y_curve );
else xc = xatymin( x_y_curve );
Here is some data that this code may be ran on:
360 1.87722
361 1.86372
362 1.85086
363 1.8378
364 1.83107
365 1.81651
366 1.80471
367 1.79606
368 1.79131
369 1.7854
370 1.7803
371 1.77776
372 1.77472
373 1.77697
374 1.7778
375 1.77837
376 1.77778
377 1.77703
378 1.7749
379 1.76883
380 1.76237
381 1.75274
382 1.74372
383 1.73623
384 1.72534
385 1.71364
386 1.70081
387 1.68639
388 1.67293
389 1.65954
390 1.64428
391 1.63067
392 1.61852
393 1.60534
394 1.59343
395 1.58441
396 1.57474
397 1.56705
398 1.56009
399 1.55262
400 1.54818
401 1.54616
402 1.54351
403 1.54207
404 1.54312
405 1.54428
406 1.5462
407 1.54994
408 1.55335
409 1.55564
410 1.55844
411 1.55719
412 1.55531
413 1.55217
414 1.547
415 1.54012
416 1.5302
417 1.5194
418 1.50836
419 1.4975
420 1.48451
421 1.47325
422 1.46264
423 1.45051
424 1.43952
425 1.43061
426 1.42121
427 1.41273
428 1.40496
429 1.39783
430 1.39249
431 1.38806
432 1.38362
433 1.38016
434 1.37747
435 1.37462
436 1.37299
437 1.37285
438 1.37178
439 1.37093
440 1.37137
441 1.37095
442 1.37213
443 1.37298
444 1.37288
445 1.37309
446 1.3726
447 1.37105
448 1.36911
449 1.36741
450 1.36462
451 1.3608
452 1.35664
453 1.35198
454 1.34785
455 1.3436
456 1.33824
457 1.33391
458 1.32924
459 1.32362
460 1.3192
461 1.31502
462 1.31041
463 1.30457
464 1.29985
465 1.29441
466 1.28926
467 1.28547
468 1.28106
469 1.27723
470 1.27381
471 1.27059
472 1.26849
473 1.26688
474 1.26528
475 1.26443
476 1.26395
477 1.26334
478 1.26301
479 1.26304
480 1.2627
481 1.26199
482 1.26105
483 1.25922
484 1.25779
485 1.25627
486 1.25401
487 1.25168
488 1.24895
489 1.24631
490 1.24422
491 1.24203
492 1.2398
493 1.23812
494 1.23665
495 1.2352
496 1.23457
497 1.23471
498 1.23483
499 1.23537
500 1.23617
501 1.23697
502 1.23839
503 1.2396
504 1.24048
505 1.24126
506 1.24147
507 1.24108
508 1.24094
509 1.24038
510 1.2385
511 1.23637
512 1.23377
513 1.23015
514 1.22676
515 1.22291
516 1.2181
517 1.21347
518 1.20837
519 1.20298
520 1.19804
521 1.19311
522 1.18794
523 1.18318
524 1.1784
525 1.17375
526 1.16992
527 1.16626
528 1.16267
529 1.15981
530 1.15694
531 1.1543
532 1.15269
533 1.15138
534 1.15025
535 1.14972
536 1.14956
537 1.1498
538 1.15089
539 1.15243
540 1.15425
541 1.15659
542 1.15895
543 1.16171
544 1.1653
545 1.16874
546 1.17196
547 1.17537
548 1.17843
549 1.1813
550 1.18415
551 1.18637
552 1.1878
553 1.18893
554 1.18912
555 1.18832
556 1.18728
557 1.1853
558 1.18228
559 1.17881
560 1.17459
561 1.1697
562 1.16476
563 1.15926
564 1.15347
565 1.14825
566 1.14284
567 1.13718
568 1.13201
569 1.12666
570 1.12156
571 1.11703
572 1.11264
573 1.10866
574 1.10498
575 1.1015
576 1.0986
577 1.09637
578 1.09439
579 1.09289
580 1.09186
581 1.0911
582 1.0907
583 1.09085
584 1.09108
585 1.09168
586 1.09253
587 1.09311
588 1.09403
589 1.09536
590 1.0963
591 1.09725
592 1.09845
593 1.09902
594 1.0995
595 1.10043
596 1.10086
597 1.10077
598 1.10093
599 1.10045
600 1.09987
601 1.09925
602 1.09835
603 1.09709
604 1.09557
605 1.09377
606 1.09194
607 1.09003
608 1.08777
609 1.08524
610 1.08293
611 1.07978
612 1.07661
613 1.07392
614 1.07066
615 1.06713
616 1.06401
617 1.06048
618 1.05715
619 1.0541
620 1.05106
621 1.04825
622 1.04601
623 1.04364
624 1.04137
625 1.04018
626 1.03909
627 1.03824
628 1.0379
629 1.03769
630 1.03835
631 1.03956
632 1.04076
633 1.04258
634 1.04472
635 1.04678
636 1.04933
637 1.05252
638 1.05526
639 1.05825
640 1.06172
641 1.06445
642 1.06751
643 1.07077
644 1.07322
645 1.07619
646 1.07866
647 1.08031
648 1.08197
649 1.0834
650 1.08396
651 1.08423
652 1.08437
653 1.08327
654 1.08228
655 1.08126
656 1.07982
657 1.07785
658 1.07635
659 1.07416
660 1.07199
661 1.07011
662 1.06832
663 1.06643
664 1.06455
665 1.06253
666 1.06115
667 1.05991
668 1.05864
669 1.05777
670 1.05741
671 1.05656
672 1.05661
673 1.05686
674 1.05656
675 1.05718
676 1.05775
677 1.05739
678 1.05785
679 1.05839
680 1.05811
681 1.05829
682 1.05847
683 1.05781
684 1.0576
685 1.05779
686 1.05748
687 1.05692
688 1.05645
689 1.05569
690 1.05527
691 1.05467
692 1.05388
693 1.05312
694 1.05224
695 1.05084
696 1.04976
697 1.04899
698 1.04764
699 1.04661
700 1.04589
701 1.0447
702 1.04429
703 1.04412
704 1.04377
705 1.04422
706 1.04455
707 1.04494
708 1.04624
709 1.04814
710 1.04995
711 1.05259
712 1.05564
713 1.05877
714 1.06238
715 1.06677
716 1.07106
717 1.07562
718 1.08044
719 1.0851
720 1.09001
721 1.09472
722 1.09916
723 1.10353
724 1.10746
725 1.11054
726 1.11372
727 1.11676
728 1.11893
729 1.12068
730 1.12198
731 1.12268
732 1.12362
733 1.12392
734 1.12329
735 1.12282
736 1.1218
737 1.11998
738 1.11788
739 1.11542
740 1.11233
741 1.10881
742 1.10479
743 1.1002
744 1.096
745 1.09143
746 1.08638
747 1.08174
748 1.07685
749 1.07194
750 1.06763
751 1.06333
752 1.05885
753 1.05489
754 1.05098
755 1.04697
756 1.04377
757 1.04056
758 1.03716
759 1.03461
760 1.03188
761 1.02917
762 1.02727
763 1.02511
764 1.02271
765 1.02103
766 1.01919
767 1.01719
768 1.01548
769 1.01403
770 1.0125
771 1.01067
772 1.00894
773 1.00725
774 1.00586
775 1.00449
776 1.00307
777 1.00204
778 1.00097
779 1.00023
780 1
781 0.99991
782 1.00001
783 1.00062
784 1.00148
785 1.0025
786 1.00434
787 1.00635
788 1.00842
789 1.01128
790 1.01392
791 1.01666
792 1.02015
793 1.0235
794 1.02687
795 1.03024
796 1.03346
797 1.03674
798 1.04006
799 1.04276
800 1.04497
801 1.04735
802 1.04868
803 1.04957
804 1.05076
805 1.05108
806 1.05084
807 1.05008
808 1.04884
809 1.04742
810 1.04543
811 1.04265
812 1.03977
813 1.03673
814 1.03327
815 1.02947
816 1.02565
817 1.02147
818 1.01695
819 1.01297
820 1.00848
821 1.00382
822 0.9991
823 0.99421
824 0.98951
825 0.9851
826 0.98045
827 0.97592
828 0.97168
829 0.96727
830 0.96317
831 0.95969
832 0.95585
833 0.95206
834 0.94873
835 0.94546
836 0.94209
837 0.93921
838 0.93609
839 0.93313
840 0.92974
841 0.92658
842 0.9237
843 0.92112
844 0.91866
845 0.91602
846 0.91429
847 0.91258
848 0.91129
849 0.91061
850 0.90979
851 0.90951
852 0.90931
853 0.90968
854 0.9106
855 0.91131
856 0.91239
857 0.91341
858 0.91474
859 0.91696
860 0.91033
861 0.91027
862 0.91169
863 0.9131
864 0.91417
865 0.91534
866 0.91689
867 0.91804
868 0.91945
869 0.92086
870 0.92167
871 0.92207
872 0.92268
873 0.92325
874 0.92266
875 0.92195
876 0.92043
877 0.91988
878 0.91892
879 0.91806
880 0.91647
881 0.91411
882 0.91157
883 0.90831
884 0.90521
885 0.90319
886 0.90061
887 0.8985
888 0.89528
889 0.89245
890 0.88926
891 0.88603
892 0.88323
893 0.8808
894 0.87819
895 0.87596
896 0.87413
897 0.87164
898 0.86914
899 0.8671
900 0.86476
901 0.86354
902 0.86223
903 0.86037
904 0.85821
905 0.85605
906 0.85472
907 0.85301
908 0.85244
909 0.8504
910 0.84929
911 0.84836
912 0.84656
913 0.84636
914 0.84542
915 0.84454
916 0.84388
917 0.84349
918 0.84268
919 0.84174
920 0.84074
921 0.84053
922 0.84115
923 0.84122
924 0.84016
925 0.83907
926 0.83882
927 0.83929
928 0.8393
929 0.83826
930 0.83817
931 0.83883
932 0.83886
933 0.83828
934 0.83827
935 0.83862
936 0.8389
937 0.83897
938 0.83875
939 0.83899
940 0.83878
941 0.83879
942 0.8388
943 0.83862
944 0.8384
945 0.83887
946 0.8388
947 0.83781
948 0.83741
949 0.83786
950 0.83766
951 0.83706
952 0.83688
953 0.83665
954 0.8369
955 0.83671
956 0.83631
957 0.83586
958 0.83535
959 0.83535
960 0.8347
961 0.83381
962 0.83357
963 0.83269
964 0.83151
965 0.83102
966 0.82996
967 0.82875
968 0.82817
969 0.82714
970 0.82639
971 0.82605
972 0.82546
973 0.82488
974 0.825
975 0.82515
976 0.82489
977 0.82439
978 0.82464
979 0.82418
980 0.8239
981 0.82396
982 0.82375
983 0.82302
984 0.82231
985 0.8219
986 0.82157
987 0.82072
988 0.82006
989 0.81982
990 0.81983
991 0.81938
992 0.81905
993 0.81898
994 0.81901
995 0.81917
996 0.81974
997 0.82049
998 0.82103
999 0.82116
1000 0.82152
1001 0.82248
1002 0.82334
1003 0.82388
1004 0.82415
1005 0.82464
1006 0.82535
1007 0.82588
1008 0.82599
1009 0.82624
1010 0.82705
1011 0.82779
1012 0.82839
1013 0.82878
1014 0.82945
1015 0.83052
1016 0.83114
1017 0.83147
1018 0.8323
1019 0.83372
1020 0.83516
1021 0.83624
1022 0.83701
1023 0.8382
1024 0.83983
1025 0.84149
1026 0.84278
1027 0.84339
1028 0.84429
1029 0.84561
1030 0.84665
1031 0.84761
1032 0.84772
1033 0.84711
1034 0.84675
1035 0.84644
1036 0.84577
1037 0.84481
1038 0.84303
1039 0.8413
1040 0.84012
1041 0.83898
1042 0.83768
1043 0.83572
1044 0.83404
1045 0.83307
1046 0.83222
1047 0.83111
1048 0.82928
1049 0.82799
1050 0.82738
1051 0.82678
1052 0.8262
1053 0.82547
1054 0.82416
1055 0.82328
1056 0.82293
1057 0.82285
1058 0.8227
1059 0.82236
1060 0.8215
1061 0.82115
1062 0.82108
1063 0.82117
1064 0.82125
1065 0.82091
1066 0.8199
1067 0.81924
1068 0.81878
1069 0.81809
1070 0.81728
1071 0.81673
1072 0.81612
1073 0.81526
1074 0.81383
1075 0.81282
1076 0.81222
1077 0.81165
1078 0.81134
1079 0.81066
1080 0.80955
1081 0.8092
1082 0.80911
1083 0.80907
1084 0.80884
1085 0.80919
1086 0.80893
1087 0.80842
1088 0.80866
1089 0.80907
1090 0.80983
1091 0.81053
1092 0.81151
1093 0.81204
1094 0.81243
1095 0.81352
1096 0.81512
1097 0.81681
1098 0.81904
1099 0.82118
1100 0.8234
1101 0.82528
1102 0.82804
1103 0.83118
1104 0.8344
1105 0.838
1106 0.84162
1107 0.84557
1108 0.84985
1109 0.85431
1110 0.85771
1111 0.86104
1112 0.86492
1113 0.86898
1114 0.87263
1115 0.87637
1116 0.87985
1117 0.88341
1118 0.88661
1119 0.88936
1120 0.89215
1121 0.89463
1122 0.89674
1123 0.89854
1124 0.901
1125 0.90338
1126 0.90586
1127 0.90829
1128 0.91037
1129 0.91232
1130 0.91437
1131 0.91566
1132 0.91638
1133 0.91644
1134 0.91603
1135 0.9143
1136 0.9136
1137 0.91261
1138 0.91121
1139 0.90938
1140 0.90728
1141 0.90509
1142 0.90331
1143 0.90124
1144 0.89898
1145 0.89725
1146 0.89551
1147 0.89379
1148 0.89214
1149 0.89113
1150 0.88942
1151 0.88785
1152 0.88511
1153 0.88408
1154 0.88278
1155 0.88172
1156 0.8808
1157 0.87991
1158 0.87923
1159 0.87863
1160 0.87811
1161 0.87782
1162 0.87784
1163 0.87789
1164 0.87829
1165 0.87885
1166 0.87952
1167 0.88041
1168 0.88186
1169 0.88314
1170 0.88481
1171 0.8868
1172 0.88881
1173 0.89108
1174 0.89321
1175 0.89579
1176 0.89836
1177 0.9011
1178 0.90347
1179 0.9062
1180 0.90831
1181 0.91031
1182 0.91209
1183 0.91348
1184 0.91446
1185 0.91507
1186 0.91501
1187 0.91385
1188 0.91211
1189 0.91085
1190 0.90875
1191 0.90669
1192 0.90427
1193 0.90201
1194 0.90028
1195 0.89834
1196 0.89671
1197 0.89514
1198 0.89293
1199 0.89018
1200 0.88937
1201 0.88873
1202 0.88839
1203 0.88782
1204 0.88687
1205 0.88568
1206 0.88521
1207 0.88459
1208 0.88433
1209 0.88383
1210 0.88305
1211 0.88225
1212 0.88153
1213 0.88046
1214 0.87936
1215 0.87798
1216 0.87667
1217 0.87589
1218 0.87532
1219 0.8739
1220 0.87232
1221 0.87084
1222 0.86968
1223 0.86945
1224 0.86933
1225 0.86881
1226 0.86844
1227 0.86831
1228 0.86829
1229 0.86868
1230 0.86987
1231 0.87163
1232 0.87293
1233 0.87421
1234 0.87526
1235 0.87642
1236 0.87866
1237 0.88108
1238 0.88367
1239 0.88653
1240 0.88965
1241 0.89305
1242 0.89668
1243 0.90069
1244 0.905
1245 0.90927
1246 0.91375
1247 0.9186
1248 0.9244
1249 0.93038
1250 0.93546
1251 0.9407
1252 0.9457
1253 0.95024
1254 0.95476
1255 0.96027
1256 0.96591
1257 0.97124
1258 0.97619
1259 0.97989
1260 0.98328
1261 0.98676
1262 0.99178
1263 0.9968
1264 1.00019
1265 1.00347
1266 1.00719
1267 1.01021
1268 1.01231
1269 1.0146
1270 1.01786
1271 1.0206
1272 1.02241
1273 1.02397
1274 1.02564
1275 1.02857
1276 1.03088
1277 1.03199
1278 1.03299
1279 1.03361
1280 1.03409
1281 1.03446
1282 1.03438
1283 1.03383
1284 1.03305
1285 1.03187
1286 1.03045
1287 1.02844
1288 1.02697
1289 1.02664
1290 1.02494
1291 1.02234
1292 1.01971
1293 1.0168
1294 1.01381
1295 1.01092
1296 1.008
1297 1.00553
1298 1.00397
1299 1.00162
1300 0.99882
1301 0.99627
1302 0.99359
1303 0.99154
1304 0.99041
1305 0.98874
1306 0.98638
1307 0.98442
1308 0.9824
1309 0.98057
1310 0.97923
1311 0.9792
1312 0.97821
1313 0.97691
1314 0.97548
1315 0.9746
1316 0.97336
1317 0.97247
1318 0.97161
1319 0.97089
1320 0.96994
1321 0.96914
1322 0.96835
1323 0.96776
1324 0.96704
1325 0.96614
1326 0.96538
1327 0.96439
1328 0.96362
1329 0.96262
1330 0.96172
1331 0.96062
1332 0.95989
1333 0.95896
1334 0.95791
1335 0.95673
1336 0.95586
1337 0.95476
1338 0.95383
1339 0.95277
1340 0.95165
1341 0.95052
1342 0.94899
1343 0.9485
1344 0.94869
1345 0.94783
1346 0.94619
1347 0.94549
1348 0.94547
1349 0.94432
1350 0.94367
1351 0.94356
1352 0.94271
1353 0.94232
1354 0.94088
1355 0.93997
1356 0.93944
1357 0.93953
1358 0.94177
1359 0.94199
1360 0.94137
1361 0.94038
1362 0.93851
1363 0.93787
1364 0.9385
1365 0.93928
1366 0.93982
1367 0.94054
1368 0.94061
1369 0.94039
1370 0.9406
1371 0.9398
1372 0.94053
1373 0.94191
1374 0.94244
1375 0.94061
1376 0.94087
1377 0.94577
1378 0.9491
1379 0.95097
1380 0.9513
1381 0.95136
1382 0.95046
1383 0.95143
1384 0.95357
1385 0.95627
1386 0.95757
1387 0.9572
1388 0.95818
1389 0.95992
1390 0.96164
1391 0.96518
1392 0.96747
1393 0.9679
1394 0.96772
1395 0.96724
1396 0.96915
1397 0.97052
1398 0.97055
1399 0.9702
1400 0.9709
1401 0.97174
1402 0.97274
1403 0.9725
1404 0.97198
1405 0.97121
1406 0.97061
1407 0.97044
1408 0.97077
1409 0.97083
1410 0.97132
1411 0.97118
1412 0.96969
1413 0.96736
1414 0.96678
1415 0.96614
1416 0.96544
1417 0.96397
1418 0.96249
1419 0.96157
1420 0.9603
1421 0.95926
1422 0.95789
1423 0.9564
1424 0.95382
1425 0.95085
1426 0.94898
1427 0.94661
1428 0.94414
1429 0.94163
1430 0.93917
1431 0.93639
1432 0.93376
1433 0.93124
1434 0.92869
1435 0.92585
1436 0.92283
1437 0.91958
1438 0.91644
1439 0.9131
1440 0.90997
1441 0.90687
1442 0.90442
1443 0.90189
1444 0.89844
1445 0.89522
1446 0.89206
1447 0.8889
1448 0.88544
1449 0.88181
1450 0.87846
1451 0.87497
1452 0.87155
1453 0.86795
1454 0.86404
1455 0.86066
1456 0.858
1457 0.85546
1458 0.85208
1459 0.84858
1460 0.84522
1461 0.84175
1462 0.83832
1463 0.83484
1464 0.83123
1465 0.82757
1466 0.82424
1467 0.82169
1468 0.81911
1469 0.81597
1470 0.81298
1471 0.8101
1472 0.80721
1473 0.80441
1474 0.80166
1475 0.79901
1476 0.79631
1477 0.79383
1478 0.79139
1479 0.7889
1480 0.78648
1481 0.78434
1482 0.78231
1483 0.7803
1484 0.77834
1485 0.77639
1486 0.77452
1487 0.77274
1488 0.77101
1489 0.76943
1490 0.76793
1491 0.76645
1492 0.76523
1493 0.76412
1494 0.76294
1495 0.76175
1496 0.76038
1497 0.75919
1498 0.75836
1499 0.75805
1500 0.75768
1501 0.75692
1502 0.75614
1503 0.75539
1504 0.75468
1505 0.75398
1506 0.75355
1507 0.75353
1508 0.75324
1509 0.75261
1510 0.75187
1511 0.75101
1512 0.75043
1513 0.75045
1514 0.75011
1515 0.74931
1516 0.74872
1517 0.74859
1518 0.7482
1519 0.74728
1520 0.7465
1521 0.74626
1522 0.7456
1523 0.74468
1524 0.74423
1525 0.74345
1526 0.74254
1527 0.74214
1528 0.74129
1529 0.74044
1530 0.73988
1531 0.73882
1532 0.73766
1533 0.73706
1534 0.7358
1535 0.73471
1536 0.73411
1537 0.7332
1538 0.73241
1539 0.73115
1540 0.72982
1541 0.72882
1542 0.72783
1543 0.72687
1544 0.72573
1545 0.72462
1546 0.72343
1547 0.72247
1548 0.72086
1549 0.71945
1550 0.71869
1551 0.71779
1552 0.71645
1553 0.71535
1554 0.71418
1555 0.71325
1556 0.71158
1557 0.71017
1558 0.70957
1559 0.70877
1560 0.70759
1561 0.70645
1562 0.70569
1563 0.70449
1564 0.70345
1565 0.70263
1566 0.70153
1567 0.70052
1568 0.69988
1569 0.6988
1570 0.69775
1571 0.69684
1572 0.6965
1573 0.69574
1574 0.69484
1575 0.6939
1576 0.69273
1577 0.6919
1578 0.69161
1579 0.69083
1580 0.68995
1581 0.68893
1582 0.68825
1583 0.68732
1584 0.68647
1585 0.68556
1586 0.68459
1587 0.6839
1588 0.6836
1589 0.68255
1590 0.6816
1591 0.68074
1592 0.67974
1593 0.67862
1594 0.67771
1595 0.67689
1596 0.67595
1597 0.67497
1598 0.67375
1599 0.67249
1600 0.67133
1601 0.67003
1602 0.66877
1603 0.66777
1604 0.66713
1605 0.66612
1606 0.66504
1607 0.66389
1608 0.66273
1609 0.66147
1610 0.66041
1611 0.65956
1612 0.65846
1613 0.65739
1614 0.65623
1615 0.65525
1616 0.65431
1617 0.65351
1618 0.65244
1619 0.65162
1620 0.65078
1621 0.65011
1622 0.64927
1623 0.64855
1624 0.64785
1625 0.64722
1626 0.6466
1627 0.6461
1628 0.6455
1629 0.64502
1630 0.6448
1631 0.64442
1632 0.64417
1633 0.64387
1634 0.64368
1635 0.64346
1636 0.64332
1637 0.64327
1638 0.64334
1639 0.64341
1640 0.64346
1641 0.64366
1642 0.644
1643 0.64414
1644 0.6444
1645 0.64477
1646 0.645
1647 0.64527
1648 0.64546
1649 0.6458
1650 0.64632
1651 0.64745
1652 0.64793
1653 0.64846
1654 0.64896
1655 0.64951
1656 0.64995
1657 0.65043
1658 0.65086
1659 0.65116
1660 0.6516
1661 0.65204
1662 0.6524
1663 0.65278
1664 0.65312
1665 0.65364
1666 0.65379
1667 0.65351
1668 0.6529
1669 0.65308
1670 0.65326
1671 0.6532
1672 0.65312
1673 0.65298
1674 0.65277
1675 0.65258
1676 0.65244
1677 0.65218
1678 0.65192
1679 0.65164
1680 0.65138
1681 0.65101
1682 0.65069
1683 0.65025
1684 0.64982
1685 0.64943
1686 0.64897
1687 0.6485
1688 0.64799
1689 0.64749
1690 0.64699
1691 0.64659
1692 0.64603
1693 0.64551
1694 0.64495
1695 0.64435
1696 0.64372
1697 0.64312
1698 0.64244
1699 0.64166
1700 0.64097
1701 0.64012
1702 0.63924
1703 0.63869
1704 0.6386
1705 0.63856
1706 0.63797
1707 0.63723
1708 0.63651
1709 0.6358
1710 0.63501
1711 0.63417
1712 0.63324
1713 0.63228
1714 0.63151
1715 0.63116
1716 0.63067
1717 0.62972
1718 0.62874
1719 0.62772
1720 0.6266
1721 0.62561
1722 0.62501
1723 0.62432
1724 0.62331
1725 0.62233
1726 0.62143
1727 0.62079
1728 0.62037
1729 0.61973
1730 0.61893
1731 0.61821
1732 0.61789
1733 0.61752
1734 0.61667
1735 0.61581
1736 0.61522
1737 0.6149
1738 0.61443
1739 0.61369
1740 0.61315
1741 0.61289
1742 0.61236
1743 0.61147
1744 0.61079
1745 0.61038
1746 0.60967
1747 0.60897
1748 0.60849
1749 0.60774
1750 0.60712
1751 0.60669
1752 0.60597
1753 0.60516
1754 0.60472
1755 0.60396
1756 0.60318
1757 0.60261
1758 0.60205
1759 0.60164
1760 0.60101
1761 0.6003
1762 0.59998
1763 0.59951
1764 0.59917
1765 0.59854
1766 0.59782
1767 0.59733
1768 0.59684
1769 0.59632
1770 0.59577
1771 0.59538
1772 0.5949
1773 0.59466
1774 0.59414
1775 0.59347
1776 0.59326
1777 0.59272
1778 0.59194
1779 0.59131
1780 0.59123
1781 0.59062
1782 0.59008
1783 0.58988
1784 0.58947
1785 0.58871
1786 0.58817
1787 0.58793
1788 0.58771
1789 0.58735
1790 0.58667
1791 0.58611
1792 0.58554
1793 0.58535
1794 0.5852
1795 0.58458
1796 0.58396
1797 0.58351
1798 0.58313
1799 0.5826
1800 0.5821
1801 0.58152
1802 0.58085
1803 0.58033
1804 0.57993
1805 0.57949
1806 0.579
1807 0.57853
1808 0.57783
1809 0.57736
1810 0.57672
1811 0.5761
1812 0.57551
1813 0.57499
1814 0.57425
1815 0.57372
1816 0.57327
1817 0.57268
1818 0.57214
1819 0.57142
1820 0.57049
1821 0.57002
1822 0.56943
1823 0.56882
1824 0.56824
1825 0.56767
1826 0.56696
1827 0.56639
1828 0.56607
1829 0.56547
1830 0.56479
1831 0.56417
1832 0.56365
1833 0.56323
1834 0.56269
1835 0.56159
1836 0.56053
1837 0.55938
1838 0.5588
1839 0.55852
1840 0.55948
1841 0.55985
1842 0.55996
1843 0.56078
1844 0.56259
1845 0.55812
1846 0.56329
1847 0.56231
1848 0.56108
1849 0.55897
1850 0.55701
These are some of the peak centers:
1670.2
1547.4
1507.5
1419.3
1397.6
1381.3
1311.7
1284.2
1269.6
1256
1245.9
1176.7
1137.9
1120.5
1109.1
1056.4
1026.6
975.2
954.2
869.5
797.3
736
721.8
672.2
647.1
591.1
550.8
502.8
450.7
410.5
381.7
374.3
338.6
322.2
307
289.6
275.7
230.1
220.3
Sorry if this question has been asked numerous times, I just haven't been able to figure out the different syntaxes and functions.
Thanks for any help with this.
Origin Ver. and Service Release (Select Help-->About Origin): 8.0.63.988 SR6
Operating System: Windows XP |
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easwar
USA
1964 Posts |
Posted - 07/01/2010 : 3:04:08 PM
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Hi,
The Pro version of Origin has a Peak Analyzer tool that can load in a set of peak centers/amplitudes. But that tool currently does not have ability to specify "allow peaks to vary by 8%". One can set lower and upper bounds individually, but cannot specify as a percentage, we will look into supporting that.
For now you could try fitting your data with your known peaks using script access to NLfit tool. This may work for your data if no complex baseline correction is needed. You can see this page for more details, this is based on 8.1, not sure if all functions are there in 8.0, you can download 8.1 demo and try:
http://wiki.originlab.com/~originla/wiki/index.php?title=Script:Non-linear_Fitting
and some examples here:
http://wiki.originlab.com/~originla/wiki/index.php?title=LabTalk:Curve_Fitting#Fit_Multiple_Peaks_with_Replica
If you have more questions, I suggest sending your OPJ to your tech support office.
Easwar
OriginLab |
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cab0008
25 Posts |
Posted - 07/01/2010 : 4:59:58 PM
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| Thank you Easwar, I will look into that and post the solution if anyone runs into the same thing. |
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Topic |
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multiple Voigt lines