4Misc_StartZ#4Platform@9VersionCheck xHH%.7@gyHHdh xHH%.7@gyHHdh x HH%.7@gyHHdh ^Graph*WDashSettings#  !4 4 4 4 4 4 homedMacintosh HD:Users:iansims:Library:Mobile Documents:com~apple~CloudDocs:Rennes24-25:Enseignement:Master2:M2 PI DataFit:Examples:Straight line:qRecentWindows=Graph0:LineYData vs LineXData;...Table0:LineXData,LineYData 4Misc_EndZ#4XOPState_StartZ#4XOPState_EndZ#@@V_Flag@V_sigaV_sigbJj?V_chisqB@V_q?V_RabV_Pr)3ڝ?V_r2fRi/?V_numNaNsV_numINFsV_npnts4@V_nterms@V_nheld?V_startRowV_endRow3@V_startColV_endColV_startLayerV_endLayerV_startChunkV_endChunkS_waveNamesLineXData;LineYData;S_pathames%Macintosh HD:Users:iansims:Downloads:S_fileNameLineXDataLineYData.txt  General text load from "LineXDataLineYData.txt" Data length: 20, waves: LineXData, LineYData •Display LineYData vs LineXData •Sort LineXData,LineXData,LineYData •ModifyGraph mode=3,marker=19 •Label left "y";DelayUpdate •Label bottom "x" •CurveFit/TBOX=769 line LineYData /X=LineXData /D /F={0.95, 4} fit_LineYData= W_coef[0]+W_coef[1]*x W_coef={-0.037971,2.9298} V_chisq= 18.25;V_npnts= 20;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 19;V_q= 1;V_Rab= -0.879789; V_Pr= 0.956769;V_r2= 0.915408; W_sigma={0.474,0.21} Fit coefficient confidence intervals at 95.00% confidence level: W_ParamConfidenceInterval={0.995,0.441,0.95} Coefficient values ± 95% Confidence Interval a = -0.037971 ± 0.995 b = 2.9298 ± 0.441 •CurveFit/TBOX=769 line LineYData /X=LineXData /D /R /F={0.95, 4} fit_LineYData= W_coef[0]+W_coef[1]*x Res_LineYData= LineYData[p] - (W_coef[0]+W_coef[1]*LineXData[p]) W_coef={-0.037971,2.9298} V_chisq= 18.25;V_npnts= 20;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 19;V_q= 1;V_Rab= -0.879789; V_Pr= 0.956769;V_r2= 0.915408; W_sigma={0.474,0.21} Fit coefficient confidence intervals at 95.00% confidence level: W_ParamConfidenceInterval={0.995,0.441,0.95} Coefficient values ± 95% Confidence Interval a = -0.037971 ± 0.995 b = 2.9298 ± 0.441 •ShowTools/A arrow •SetDrawEnv xcoord= axrel,ycoord= Res_Left;DelayUpdate •DrawLine 0,0,1,0 •HideTools/A •ModifyGraph mode(Res_LineYData)=8,toMode(Res_LineYData)=1 •ModifyGraph lsize(Res_LineYData)=3 •K0 = 0; •CurveFit/H="10"/TBOX=769 line LineYData /X=LineXData /D /R /F={0.95, 4} fit_LineYData= W_coef[0]+W_coef[1]*x Res_LineYData= LineYData[p] - (W_coef[0]+W_coef[1]*LineXData[p]) W_coef={0,2.915} V_chisq= 18.2565;V_npnts= 20;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 19;V_q= 1;V_Rab= 0;V_Pr= 0.956769; V_r2= 0.906186; W_sigma={0,0.0971} Fit coefficient confidence intervals at 95.00% confidence level: W_ParamConfidenceInterval={0,0.204,0.95} Coefficient values ± 95% Confidence Interval a = 0 ± 0 b = 2.915 ± 0.204 •K0 = 3; •CurveFit/H="10"/TBOX=769 line LineYData /X=LineXData /D /R /F={0.95, 4} fit_LineYData= W_coef[0]+W_coef[1]*x Res_LineYData= LineYData[p] - (W_coef[0]+W_coef[1]*LineXData[p]) W_coef={3,1.7452} V_chisq= 59.9611;V_npnts= 20;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 19;V_q= 1;V_Rab= 0;V_Pr= 0.956769; V_r2= 0.368501; W_sigma={0,0.176} Fit coefficient confidence intervals at 95.00% confidence level: W_ParamConfidenceInterval={0,0.37,0.95} Coefficient values ± 95% Confidence Interval a = 3 ± 0 b = 1.7452 ± 0.37 •K0 = 2; •CurveFit/H="10"/TBOX=769 line LineYData /X=LineXData /D /R /F={0.95, 4} fit_LineYData= W_coef[0]+W_coef[1]*x Res_LineYData= LineYData[p] - (W_coef[0]+W_coef[1]*LineXData[p]) W_coef={2,2.1352} V_chisq= 37.0207;V_npnts= 20;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 19;V_q= 1;V_Rab= 0;V_Pr= 0.956769; V_r2= 0.505832; W_sigma={0,0.138} Fit coefficient confidence intervals at 95.00% confidence level: W_ParamConfidenceInterval={0,0.291,0.95} Coefficient values ± 95% Confidence Interval a = 2 ± 0 b = 2.1352 ± 0.291 !Y  Fm%m%LineXData????0O?.1?'?m?sQ.?\k?w1?+WEDA?$ʔ?K?V[\Z@I@@xBE U@o@^~j^@A@#U@D/@f@@ x Fm%m%LineYData????uLܸ"?[^r6L?t)@@y)@|@qE@́b @$5@}o:@6O)y@ @3JB@%@jv~@u^*@!@g@| #@:['@`~^1&@: #@Po%o%W_coef????@oM@YP0o%o%fit_LineYData؀ @???0O?=tɠ@H$@fit_LineYData= W_coef[0]+W_coef[1]*x Res_LineYData= LineYData[p] - (W_coef[0]+W_coef[1]*LineXData[p]) W_coef={2,2.1352} V_chisq= 37.0207;V_npnts= 20;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 19;V_q= 1;V_Rab= 0;V_Pr= 0.956769; V_r2= 0.505832; W_sigma={0,0.138} Fit coefficient confidence intervals at 95.00% confidence level: W_ParamConfidenceInterval={0,0.291,0.95} Coefficient values ± 95% Confidence Interval a = 2 ± 0 b = 2.1352 ± 0.291 P97o%o%W_sigma????Jj?X67o%o%W_ParamConfidenceInterval????Qbי?ffffff? so%o%Res_LineYData????r ;(*@4$Q[$ ^$ UڻBp 4e?x@M]?@Z"Dś?(qϢ)4?0cP?ؗb&?8u;? Zr?{{*// Platform=Macintosh, IGORVersion=9.050, architecture=Intel, systemTextEncoding="MacRoman", historyTextEncoding="UTF-8", procwinTextEncoding="UTF-8", recreationTextEncoding="UTF-8", build=56551 #pragma TextEncoding = "UTF-8" Silent 101 // use | as bitwise or -- not comment. DefaultFont "Helvetica" MoveWindow/P 5,45,705,500 Table0() MoveWindow/C 2,830,1918,1030 Graph0() KillStrings/Z root:gWMSetNextTextFilesTextEncoding Window Graph0() : Graph PauseUpdate; Silent 1 // building window... Display /W=(72,125,1228,848) LineYData vs LineXData AppendToGraph fit_LineYData AppendToGraph/L=Res_Left Res_LineYData vs LineXData ModifyGraph mode(LineYData)=3,mode(Res_LineYData)=8 ModifyGraph marker(LineYData)=19,marker(Res_LineYData)=19 ModifyGraph lSize(Res_LineYData)=3 ModifyGraph toMode(Res_LineYData)=1 ModifyGraph lblPos(left)=82 ModifyGraph freePos(Res_Left)=0 ModifyGraph axisEnab(left)={0,0.75} ModifyGraph axisEnab(Res_Left)={0.8,1} Label left "y" Label bottom "x" TextBox/C/N=CF_LineYData/X=1.17/Y=65.98 "\\JC\\f01Curve Fit Results\\f]0\r\\JLCoefficient values ± 95% Confidence Interval\r\ta\t= 2 ± 0\r\tb\t= 2.1352 ± 0.291" SetDrawLayer UserFront SetDrawEnv xcoord= axrel,ycoord= Res_Left DrawLine 0,0,1,0 EndMacro Window Table0() : Table PauseUpdate; Silent 1 // building window... Edit/W=(5,53,588,736) LineXData,LineYData ModifyTable format(Point)=1 EndMacro #pragma TextEncoding = "UTF-8" #pragma rtGlobals=3 // Use modern global access method and strict wave access #pragma DefaultTab={3,20,4} // Set default tab width in Igor Pro 9 and later