Description: Hidden15 X Variable: Hidden15 X Y Variable: Hidden15 Y File Source: c:\program files\spss science demos\peakfit v4 demo\demo.xls Fitted Parameters r^2 Coef Det DF Adj r^2 Fit Std Err F-value 0.99087103 0.99022455 5.16445263 1584.02528 Peak Type a0 a1 a2 1 Gauss Amp 101.350053 0.99977381 0.20087369 2 Gauss Amp 120.777814 1.50036843 0.20087369 3 Gauss Amp 150.244205 2.00059637 0.20087369 4 Gauss Amp 76.3834430 2.49163548 0.20087369 5 Gauss Amp 176.712313 2.99643241 0.20087369 6 Gauss Amp 91.2243268 3.49117978 0.20087369 7 Gauss Amp 121.844896 3.99335264 0.20087369 8 Gauss Amp 99.1953657 4.99687327 0.20087369 9 Gauss Amp 120.274614 5.49962035 0.20087369 10 Gauss Amp 151.709148 6.00378274 0.20087369 11 Gauss Amp 81.9743916 6.51785997 0.20087369 12 Gauss Amp 172.036096 7.00799405 0.20087369 13 Gauss Amp 88.5446586 7.49967219 0.20087369 14 Gauss Amp 115.977346 7.99063147 0.20087369 15 Gauss Amp 102.449403 8.49286836 0.20087369 B Linear Bg -1.1308483 0.08609085 Measured Values Peak Type Amplitude Center FWHM Asym50 FW Base Asym10 1 Gauss Amp 101.350053 0.99977381 0.47302139 1.00000000 0.94685080 1.00000000 2 Gauss Amp 120.777814 1.50036843 0.47302139 1.00000000 0.94685080 1.00000000 3 Gauss Amp 150.244205 2.00059637 0.47302139 0.99999998 0.94685080 0.99999998 4 Gauss Amp 76.3834430 2.49163547 0.47302139 1.00000008 0.94685080 1.00000004 5 Gauss Amp 176.712313 2.99643241 0.47302139 1.00000001 0.94685080 1.00000001 6 Gauss Amp 91.2243268 3.49117978 0.47302139 1.00000000 0.94685080 1.00000000 7 Gauss Amp 121.844896 3.99335264 0.47302139 1.00000000 0.94685080 1.00000000 8 Gauss Amp 99.1953657 4.99687328 0.47302139 0.99999991 0.94685080 0.99999995 9 Gauss Amp 120.274614 5.49962035 0.47302139 1.00000000 0.94685080 1.00000001 10 Gauss Amp 151.709148 6.00378274 0.47302139 1.00000000 0.94685080 1.00000000 11 Gauss Amp 81.9743916 6.51785997 0.47302139 1.00000000 0.94685080 1.00000000 12 Gauss Amp 172.036096 7.00799405 0.47302139 1.00000000 0.94685080 1.00000000 13 Gauss Amp 88.5446586 7.49967219 0.47302139 0.99999996 0.94685080 0.99999998 14 Gauss Amp 115.977346 7.99063147 0.47302139 1.00000000 0.94685080 1.00000000 15 Gauss Amp 102.449403 8.49286836 0.47302139 1.00000000 0.94685080 1.00000000 Peak Type Anlytc Area % Area Int Area % Area Centroid Moment2 1 Gauss Amp 51.0313391 5.72373428 51.0313117 5.72373138 0.99977436 0.04034970 2 Gauss Amp 60.8135210 6.82091517 60.8135210 6.82091538 1.50036843 0.04035024 3 Gauss Amp 75.6503105 8.48502672 75.6503105 8.48502698 2.00059637 0.04035024 4 Gauss Amp 38.4602600 4.31374745 38.4602600 4.31374758 2.49163548 0.04035024 5 Gauss Amp 88.9774175 9.97981053 88.9774175 9.97981083 2.99643241 0.04035024 6 Gauss Amp 45.9328775 5.15188491 45.9328775 5.15188507 3.49117978 0.04035024 7 Gauss Amp 61.3508139 6.88117857 61.3508139 6.88117878 3.99335264 0.04035024 8 Gauss Amp 49.9464205 5.60204855 49.9464205 5.60204872 4.99687327 0.04035024 9 Gauss Amp 60.5601521 6.79249702 60.5601521 6.79249723 5.49962035 0.04035024 10 Gauss Amp 76.3879326 8.56775927 76.3879326 8.56775953 6.00378274 0.04035024 11 Gauss Amp 41.2753902 4.62949572 41.2753902 4.62949587 6.51785997 0.04035024 12 Gauss Amp 86.6228693 9.71572166 86.6228693 9.71572196 7.00799405 0.04035024 13 Gauss Amp 44.5836226 5.00055091 44.5836226 5.00055107 7.49967219 0.04035024 14 Gauss Amp 58.3964107 6.54980927 58.3964107 6.54980947 7.99063147 0.04035024 15 Gauss Amp 51.5848791 5.78581997 51.5848791 5.78582015 8.49286836 0.04035024 Total 891.574217 100.000000 891.574189 100.000000 Parameter Statistics Peak 1 Gauss Amp Parm Value Std Error t-value 95% Confidence Limits Amp 101.350053 1.77558396 57.0798425 97.8609294 104.839176 Ctr 0.99977381 0.00506103 197.543354 0.98982859 1.00971904 Wid 0.20087369 0.00119183 168.542173 0.19853167 0.20321570 Peak 2 Gauss Amp Parm Value Std Error t-value 95% Confidence Limits Amp 120.777814 1.87410471 64.4456060 117.095091 124.460536 Ctr 1.50036843 0.00570802 262.852866 1.48915186 1.51158501 Wid 0.20087369 0.00119183 168.542173 0.19853167 0.20321570 Peak 3 Gauss Amp Parm Value Std Error t-value 95% Confidence Limits Amp 150.244205 1.87528190 80.1181970 146.559169 153.929240 Ctr 2.00059637 0.00495961 403.377433 1.99085045 2.01034230 Wid 0.20087369 0.00119183 168.542173 0.19853167 0.20321570 Peak 4 Gauss Amp Parm Value Std Error t-value 95% Confidence Limits Amp 76.3834430 1.91610147 39.8639864 72.6181948 80.1486911 Ctr 2.49163548 0.00976476 255.166068 2.47244717 2.51082379 Wid 0.20087369 0.00119183 168.542173 0.19853167 0.20321570 Peak 5 Gauss Amp Parm Value Std Error t-value 95% Confidence Limits Amp 176.712313 1.80993172 97.6347953 173.155694 180.268931 Ctr 2.99643241 0.00413044 725.451006 2.98831586 3.00454896 Wid 0.20087369 0.00119183 168.542173 0.19853167 0.20321570 Peak 6 Gauss Amp Parm Value Std Error t-value 95% Confidence Limits Amp 91.2243268 1.84041666 49.5672143 87.6078036 94.8408500 Ctr 3.49117978 0.00753689 463.212403 3.47636937 3.50599019 Wid 0.20087369 0.00119183 168.542173 0.19853167 0.20321570 Peak 7 Gauss Amp Parm Value Std Error t-value 95% Confidence Limits Amp 121.844896 1.66637381 73.1197858 118.570377 125.119415 Ctr 3.99335264 0.00403720 989.138615 3.98541931 4.00128598 Wid 0.20087369 0.00119183 168.542173 0.19853167 0.20321570 Peak 8 Gauss Amp Parm Value Std Error t-value 95% Confidence Limits Amp 99.1953657 1.64780414 60.1985171 95.9573371 102.433394 Ctr 4.99687327 0.00495603 1008.24147 4.98713440 5.00661215 Wid 0.20087369 0.00119183 168.542173 0.19853167 0.20321570 Peak 9 Gauss Amp Parm Value Std Error t-value 95% Confidence Limits Amp 120.274614 1.75036101 68.7141757 116.835055 123.714173 Ctr 5.49962035 0.00554121 992.494622 5.48873156 5.51050914 Wid 0.20087369 0.00119183 168.542173 0.19853167 0.20321570 Peak 10 Gauss Amp Parm Value Std Error t-value 95% Confidence Limits Amp 151.709148 1.73873455 87.2526218 148.292436 155.125860 Ctr 6.00378274 0.00457343 1312.75156 5.99479568 6.01276980 Wid 0.20087369 0.00119183 168.542173 0.19853167 0.20321570 Peak 11 Gauss Amp Parm Value Std Error t-value 95% Confidence Limits Amp 81.9743916 1.85692454 44.1452465 78.3254295 85.6233537 Ctr 6.51785997 0.00892161 730.570310 6.50032851 6.53539143 Wid 0.20087369 0.00119183 168.542173 0.19853167 0.20321570 Peak 12 Gauss Amp Parm Value Std Error t-value 95% Confidence Limits Amp 172.036096 1.82456277 94.2889434 168.450727 175.621466 Ctr 7.00799405 0.00450819 1554.50368 6.99913520 7.01685289 Wid 0.20087369 0.00119183 168.542173 0.19853167 0.20321570 Peak 13 Gauss Amp Parm Value Std Error t-value 95% Confidence Limits Amp 88.5446586 1.89762209 46.6608495 84.8157235 92.2735938 Ctr 7.49967219 0.00869268 862.757644 7.48259059 7.51675379 Wid 0.20087369 0.00119183 168.542173 0.19853167 0.20321570 Peak 14 Gauss Amp Parm Value Std Error t-value 95% Confidence Limits Amp 115.977346 1.80989280 64.0796772 112.420804 119.533889 Ctr 7.99063147 0.00605167 1320.40183 7.97873961 8.00252334 Wid 0.20087369 0.00119183 168.542173 0.19853167 0.20321570 Peak 15 Gauss Amp Parm Value Std Error t-value 95% Confidence Limits Amp 102.449403 1.68544868 60.7846467 99.1374004 105.761405 Ctr 8.49286836 0.00486634 1745.22662 8.48330572 8.50243100 Wid 0.20087369 0.00119183 168.542173 0.19853167 0.20321570 Baseline Linear Bg Parm Value Std Error t-value 95% Confidence Limits a0 -1.1308483 0.99060944 -1.1415682 -3.0774521 0.81575550 a1 0.08609085 0.12892738 0.66774683 -0.1672588 0.33944047 Analysis of Variance r^2 Coef Det DF Adj r^2 Fit Std Err 0.99087103 0.99022455 5.16445263 Source Sum of Squares DF Mean Square F Regr 1351950.2 32 42248.443 1584.0253 Error 12455.624 467 26.671571 Total 1364405.8 499 Details of Fit Set Convergence State Iterations Minimization Extent 1E-6 Converged 9 Least Squares 1/1 Curvature Matrix Constraints Violated Sparse-Roots 25.0000-5.00000-50.0000- None - None 0