4Misc_Start4Platform@ 1+*ROGIXX Rt[)8winspool\\eme\KONICA MINOLTA C253 Series PCLIP_150.203.178.99\\eme\KONICA MINOLTA C253 Seri`)? 4dXXA4X)SPLXX)IOPTHMPCLXLE 4 ++++4 L -e4 4 L -dInTray1InTray2InTray3InTray4InTrayLCTInTrayManualdd}}WM_101URGENTURGENTArialHXXPsRGB_ArialCourier NewTimes New RomanSymbolWingdings ArialCourierTimes New RomanSymbolWingdings#iv4 EME DefaultIgor.exeE*a( 1+*ROGIXX Rt[)8winspool\\eme\KONICA MINOLTA C253 Series PCLIP_150.203.178.99\\eme\KONICA MINOLTA C253 Seri`)? 4dXXA4X)SPLXX)IOPTHMPCLXLE 4 ++++4 L -e4 4 L -dInTray1InTray2InTray3InTray4InTrayLCTInTrayManualdd}}WM_101URGENTURGENTArialHXXPsRGB_ArialCourier NewTimes New RomanSymbolWingdings ArialCourierTimes New RomanSymbolWingdings#iv4 EME DefaultIgor.exeE*a( 1+*ROGIXX  Rt[)8winspool\\eme\KONICA MINOLTA C253 Series PCLIP_150.203.178.99\\eme\KONICA MINOLTA C253 Seri`)? 4dXXA4X)SPLXX)IOPTHMPCLXLE 4 ++++4 L -e4 4 L -dInTray1InTray2InTray3InTray4InTrayLCTInTrayManualdd}}WM_101URGENTURGENTArialHXXPsRGB_ArialCourier NewTimes New RomanSymbolWingdings ArialCourierTimes New RomanSymbolWingdings#iv4 EME DefaultIgor.exeE*a( 1+* ROGIXX Rt[)8winspool\\eme\KONICA MINOLTA C253 Series PCLIP_150.203.178.99\\eme\KONICA MINOLTA C253 Seri`)? 4dXXA4X)SPLXX)IOPTHMPCLXLE 4 ++++4 L -e4 4 L -dInTray1InTray2InTray3InTray4InTrayLCTInTrayManualdd}}WM_101URGENTURGENTArialHXXPsRGB_ArialCourier NewTimes New RomanSymbolWingdings ArialCourierTimes New RomanSymbolWingdings#iv4 EME DefaultIgor.exeE*a(^Graph*@@wwwwww?wwwwww?WDashSettings#  !{Normal@ Arial<HHHH$${Normal@ Arial<HHHH$$444444 +QNormal@ Arial<HHHH$$4 4 4 4 4 4 thome@8d/`rC:Users:Allina:Documents:C:Users:Allina:DocumentsV4 hUV,Mwp V@0MwVPMwVnvphnv `! y<`Gve4hnvocpcRecentWindowsCone shape modelCore edge modelCore shell modelsErrors.ihfGraph0:R_17_mod vs Q_17_mod;...Graph1:R_un_both_mod vs Q_un_both_mod;...Graph2:R_agbeh02 vs Q_agbeh02Hard Cylinder modelsSoft Cylinder models 4Misc_End4XOPState_StartData Browser: Gizmoshell modelsErrors.ihfPeakFunctions2s Q_17_mod;...Abelesdow(ċ ProcedureHDF5 windowl Help BrowserXMLutilsd Cylinder modelsGenCurvefit!Interpolatehnvocpc4XOPState_End\<IR1I_ImportDataMain() path: "C:data:SAXS:SAXS 07 2010 Analysis:Quartz masks (Kluth_2_abs_scale):q_1Pb_1e11_37:" Imported data from :C:data:SAXS:SAXS 07 2010 Analysis:Quartz masks (Kluth_2_abs_scale):q_1Pb_1e11_37:17.dat Data stored in : root:'Jul 2010 q_1Pb_1e1':17: New Wave names are : R_17 Q_17 S_17 Imported data from :C:data:SAXS:SAXS 07 2010 Analysis:Quartz masks (Kluth_2_abs_scale):q_1Pb_1e11_37:17_bg.dat Data stored in : root:'Jul 2010 q_1Pb_1e1':17_bg: New Wave names are : R_17_bg Q_17_bg S_17_bg Imported 2 data file(s) in total IR1D_DataManipulation() Display R_17_mod vs Q_17_mod ModifyGraph log=1,mirror=1,minor=1,axThick=1.2 ModifyGraph mode=3,marker=8,mrkThick=1.5,rgb=(65280,32768,45824) ModifyGraph opaque=1 ShowInfo Make/D/N=7/O W_coef W_coef[0] = {1e-15,39,2,0,0.5,45,5} FuncFit/X=1/NTHR=0/TBOX=768 coreshell_fit_schulz W_coef R_17_mod[pcsr(A),pcsr(B)] /X=Q_17_mod /W=S_17_mod /I=1 /D Fit converged properly Curve fit with data subrange: R_17_mod[9,164] fit_R_17_mod= coreshell_fit_schulz(W_coef,fitX_R_17_mod[p]) W_coef={1.6877e-015,46.859,7.574,4.9467e-005,0.62203,40.062,10.036} V_chisq= 44.9395;V_npnts= 156;V_numNaNs= 0;V_numINFs= 0; V_startRow= 9;V_endRow= 164; W_sigma={4.17e-17,1.19,0.415,6.21e-05,0.00697,0.0391,0.218} Coefficient values one standard deviation w_0 =1.6877e-015 4.17e-017 w_1 =46.859 1.19 w_2 =7.574 0.415 w_3 =4.9467e-005 6.21e-005 w_4 =0.62203 0.00697 w_5 =40.062 0.0391 w_6 =10.036 0.218 ModifyGraph lsize(fit_R_17_mod)=1.2 BUG: Caught unexpected integer error code from Curve Fit dialog constructor: 2 Make/D/N=7/O W_coef W_coef[0] = {1e-2,39,2,0,0.5,45,5} FuncFit/X=1/NTHR=0/TBOX=768 coreshell_fit_schulz W_coef R_17_mod[pcsr(A),pcsr(B)] /X=Q_17_mod /W=S_17_mod /I=1 /D Fit converged properly Curve fit with data subrange: R_17_mod[9,164] fit_R_17_mod= coreshell_fit_schulz(W_coef,fitX_R_17_mod[p]) W_coef={0.025979,47.091,7.6549,4.3903e-005,0.62198,40.064,10.042} V_chisq= 44.9447;V_npnts= 156;V_numNaNs= 0;V_numINFs= 0; V_startRow= 9;V_endRow= 164; W_sigma={0.00193,1.2,0.417,6.2e-05,0.00697,0.0393,0.218} Coefficient values one standard deviation w_0 =0.025979 0.00193 w_1 =47.091 1.2 w_2 =7.6549 0.417 w_3 =4.3903e-005 6.2e-005 w_4 =0.62198 0.00697 w_5 =40.064 0.0393 w_6 =10.042 0.218 Make/D/N=7/O W_coef W_coef[0] = {2,39,2,0,0.5,45,5} FuncFit/X=1/NTHR=0/TBOX=768 coreshell_fit_schulz W_coef R_17_mod[pcsr(A),pcsr(B)] /X=Q_17_mod /W=S_17_mod /I=1 /D 40 iterations with no convergence Curve fit with data subrange: R_17_mod[9,164] fit_R_17_mod= coreshell_fit_schulz(W_coef,fitX_R_17_mod[p]) W_coef={12.348,43.964,6.5548,0.00012352,0.62074,40.069,10.044} V_chisq= 56.5206;V_npnts= 156;V_numNaNs= 0;V_numINFs= 0; V_startRow= 9;V_endRow= 164; W_sigma={34.7,26.1,64.3,3.08e+04,619,33.2,28.4} Coefficient values one standard deviation w_0 =12.348 34.7 w_1 =43.964 26.1 w_2 =6.5548 64.3 w_3 =0.00012352 3.08e+004 w_4 =0.62074 619 w_5 =40.069 33.2 w_6 =10.044 28.4 Make/D/N=7/O W_coef W_coef[0] = {12.347858172209,43.964087467304,6.554807972955,0.00012351595777529,0.6207433053126,40.069013462722,10.043961808548} FuncFit/X=1/NTHR=0/TBOX=768 coreshell_fit_schulz W_coef R_17_mod[pcsr(A),pcsr(B)] /X=Q_17_mod /W=S_17_mod /I=1 /D Fit converged properly Curve fit with data subrange: R_17_mod[9,164] fit_R_17_mod= coreshell_fit_schulz(W_coef,fitX_R_17_mod[p]) W_coef={15.092,47.029,7.6331,4.5433e-005,0.62198,40.064,10.041} V_chisq= 44.9298;V_npnts= 156;V_numNaNs= 0;V_numINFs= 0; V_startRow= 9;V_endRow= 164; W_sigma={1.12,1.2,0.417,6.21e-05,0.00697,0.0393,0.218} Coefficient values one standard deviation w_0 =15.092 1.12 w_1 =47.029 1.2 w_2 =7.6331 0.417 w_3 =4.5433e-005 6.21e-005 w_4 =0.62198 0.00697 w_5 =40.064 0.0393 w_6 =10.041 0.218 IR1I_ImportDataMain() path: "\\emesrv1\data:baf109:SAXS:Apatite_final:Ex-situ Annealing:Maskings:un_ann:" Imported data from :\\emesrv1\data:baf109:SAXS:Apatite_final:Ex-situ Annealing:Maskings:un_ann:un_BG.dat Data stored in : root:'Apa (ex-situ) UnAnn':un_BG: New Wave names are : R_un_BG Q_un_BG S_un_BG Imported data from :\\emesrv1\data:baf109:SAXS:Apatite_final:Ex-situ Annealing:Maskings:un_ann:un_both.dat Data stored in : root:'Apa (ex-situ) UnAnn':un_both: New Wave names are : R_un_both Q_un_both S_un_both Imported 2 data file(s) in total IR1D_DataManipulation() IR1D_DataManipulation() Display R_un_both_mod vs Q_un_both_mod ModifyGraph log=1,mirror=1,axThick=1.2 ModifyGraph mode=3,marker=8,rgb=(0,39168,0) ShowInfo Make/D/N=7/O W_coef W_coef[0] = {12.347858172209,43.964087467304,6.554807972955,0.00012351595777529,0.6207433053126,40.069013462722,10.043961808548} FuncFit/X=1/NTHR=0/TBOX=768 coreshell_fit_schulz W_coef R_un_both_mod[pcsr(A),pcsr(B)] /X=Q_un_both_mod /W=S_un_both_mod /I=1 /D Fit converged properly Curve fit with data subrange: R_un_both_mod[11,226] fit_R_un_both_mod= coreshell_fit_schulz(W_coef,fitX_R_un_both_mod[p]) W_coef={1.6136,49.583,1.5579,9.7937e-005,0.044019,-216.92,4.2229} V_chisq= 39.53;V_npnts= 216;V_numNaNs= 0;V_numINFs= 0; V_startRow= 11;V_endRow= 226; W_sigma={0.291,0.268,0.157,9.36e-05,0.176,30.2,1.55} Coefficient values one standard deviation w_0 =1.6136 0.291 w_1 =49.583 0.268 w_2 =1.5579 0.157 w_3 =9.7937e-005 9.36e-005 w_4 =0.044019 0.176 w_5 =-216.92 30.2 w_6 =4.2229 1.55 ModifyGraph lsize(fit_R_un_both_mod)=1.2,rgb(fit_R_un_both_mod)=(52224,0,0) Make/D/N=7/O W_coef W_coef[0] = {5,55,5,0,0.5,48,4} FuncFit/X=1/NTHR=0/TBOX=768 coreshell_fit_schulz W_coef R_un_both_mod[pcsr(A),pcsr(B)] /X=Q_un_both_mod /W=S_un_both_mod /I=1 /D Fit converged properly Curve fit with data subrange: R_un_both_mod[11,226] fit_R_un_both_mod= coreshell_fit_schulz(W_coef,fitX_R_un_both_mod[p]) W_coef={3.8961,51.943,5.4469,0.00016226,0.66245,49.635,1.3126} V_chisq= 36.6346;V_npnts= 216;V_numNaNs= 0;V_numINFs= 0; V_startRow= 11;V_endRow= 226; W_sigma={0.897,2.72,1.14,7.52e-05,0.0523,0.297,1.55} Coefficient values one standard deviation w_0 =3.8961 0.897 w_1 =51.943 2.72 w_2 =5.4469 1.14 w_3 =0.00016226 7.52e-005 w_4 =0.66245 0.0523 w_5 =49.635 0.297 w_6 =1.3126 1.55 ModifyGraph lsize(fit_R_17_mod#1)=1.2,rgb(fit_R_17_mod#1)=(65280,0,0) Make/D/N=6/O W_coef W_coef[0] = {12,40,2,0.02,0,400000} FuncFit/X=1/H="000001"/NTHR=0/TBOX=768 fCyl_PolyRadius W_coef ::'17':R_17_mod[pcsr(A),pcsr(B)] /X=::'17':Q_17_mod /W=::'17':S_17_mod /I=1 /D Fit converged properly Curve fit with data subrange: R_17_mod[9,164] fit_R_17_mod= fCyl_PolyRadius(W_coef,fitX_R_17_mod[p]) W_coef={58.561,39.484,4.4209,0.089414,-0.0029158,4e+005} V_chisq= 521.111;V_npnts= 156;V_numNaNs= 0;V_numINFs= 0; V_startRow= 9;V_endRow= 164; W_sigma={1.09,0.0314,0.0203,0.00127,9.41e-05,0} Coefficient values one standard deviation w_0 =58.561 1.09 w_1 =39.484 0.0314 w_2 =4.4209 0.0203 w_3 =0.089414 0.00127 w_4 =-0.0029158 9.41e-005 w_5 =4e+005 0 Make/D/N=7/O W_coef W_coef[0] = {15,47,5,0,0.5,40,5} FuncFit/X=1/H="0000001"/NTHR=0/TBOX=768 coreshell_fit_schulz W_coef ::'17':R_17_mod[pcsr(A),pcsr(B)] /X=::'17':Q_17_mod /W=::'17':S_17_mod /I=1 /D Fit converged properly Curve fit with data subrange: R_17_mod[9,164] fit_R_17_mod= coreshell_fit_schulz(W_coef,fitX_R_17_mod[p]) W_coef={3.2941,33.961,2.3486,-0.0021238,0.47098,47.278,5} V_chisq= 827.768;V_npnts= 156;V_numNaNs= 0;V_numINFs= 0; V_startRow= 9;V_endRow= 164; W_sigma={0.0137,0.0533,0.0235,6.63e-05,0.00322,0.13,0} Coefficient values one standard deviation w_0 =3.2941 0.0137 w_1 =33.961 0.0533 w_2 =2.3486 0.0235 w_3 =-0.0021238 6.63e-005 w_4 =0.47098 0.00322 w_5 =47.278 0.13 w_6 =5 0 ModifyGraph lsize(fit_R_17_mod#2)=1.2,rgb(fit_R_17_mod#2)=(0,39168,0) ModifyGraph rgb(fit_R_17_mod#2)=(0,52224,0) Make/D/N=6/O W_coef W_coef[0] = {10,42,5,0,0.6,40} FuncFit/X=1/NTHR=0/TBOX=768 coreshell_fit_schulz W_coef ::'17':R_17_mod[pcsr(A),pcsr(B)] /X=::'17':Q_17_mod /W=::'17':S_17_mod /I=1 /D Fit converged properly Curve fit with data subrange: R_17_mod[9,164] fit_R_17_mod= coreshell_fit_schulz(W_coef,fitX_R_17_mod[p]) W_coef={3.2941,33.961,2.349,-0.0021234,0.47099,47.276} V_chisq= 827.776;V_npnts= 156;V_numNaNs= 0;V_numINFs= 0; V_startRow= 9;V_endRow= 164; W_sigma={0.0137,0.0533,0.0235,6.62e-05,0.00322,0.13} Coefficient values one standard deviation w_0 =3.2941 0.0137 w_1 =33.961 0.0533 w_2 =2.349 0.0235 w_3 =-0.0021234 6.62e-005 w_4 =0.47099 0.00322 w_5 =47.276 0.13 Make/D/N=5/O W_coef W_coef[0] = {5,40,2,5,0} FuncFit/X=1/NTHR=0/TBOX=768 HardCylinder_fit33 W_coef ::'17':R_17_mod[pcsr(A),pcsr(B)] /X=::'17':Q_17_mod /W=::'17':S_17_mod /I=1 /D Fit converged properly Curve fit with data subrange: R_17_mod[9,164] fit_R_17_mod= HardCylinder_fit33(W_coef,fitX_R_17_mod[p]) W_coef={41.79,39.283,3.9309,15.189,-7.2301e-005} V_chisq= 382.141;V_npnts= 156;V_numNaNs= 0;V_numINFs= 0; V_startRow= 9;V_endRow= 164; W_sigma={0.789,0.0309,0.0241,0.181,5.31e-05} Coefficient values one standard deviation w_0 =41.79 0.789 w_1 =39.283 0.0309 w_2 =3.9309 0.0241 w_3 =15.189 0.181 w_4 =-7.2301e-005 5.31e-005 Make/D/N=5/O W_coef W_coef[0] = {40,39.5,3.5,15,0} FuncFit/X=1/NTHR=0/TBOX=768 HardCylinder_fit33 W_coef ::'17':R_17_mod[pcsr(A),pcsr(B)] /X=::'17':Q_17_mod /W=::'17':S_17_mod /I=1 /D Fit converged properly Curve fit with data subrange: R_17_mod[26,164] fit_R_17_mod= HardCylinder_fit33(W_coef,fitX_R_17_mod[p]) W_coef={42.729,38.28,0.038249,18.916,1.372e-006} V_chisq= 170.197;V_npnts= 139;V_numNaNs= 0;V_numINFs= 0; V_startRow= 26;V_endRow= 164; W_sigma={1.14,0.156,26.4,0.633,1.44e-07} Coefficient values one standard deviation w_0 =42.729 1.14 w_1 =38.28 0.156 w_2 =0.038249 26.4 w_3 =18.916 0.633 w_4 =1.372e-006 1.44e-007 Make/D/N=5/O W_coef W_coef[0] = {40,39.5,3.5,12,1e-9} FuncFit/X=1/NTHR=0/TBOX=768 HardCylinder_fit33 W_coef ::'17':R_17_mod[pcsr(A),pcsr(B)] /X=::'17':Q_17_mod /W=::'17':S_17_mod /I=1 /D Fit converged properly Curve fit with data subrange: R_17_mod[26,164] fit_R_17_mod= HardCylinder_fit33(W_coef,fitX_R_17_mod[p]) W_coef={41.777,38.274,-0.0067288,18.718,1.3705e-006} V_chisq= 171.903;V_npnts= 139;V_numNaNs= 0;V_numINFs= 0; V_startRow= 26;V_endRow= 164; W_sigma={1.03,0.031,147,0.615,1.4e-07} Coefficient values one standard deviation w_0 =41.777 1.03 w_1 =38.274 0.031 w_2 =-0.0067288 147 w_3 =18.718 0.615 w_4 =1.3705e-006 1.4e-007 Make/D/N=5/O W_coef W_coef[0] = {40,39.5,3.5,5,1e-9} FuncFit/X=1/NTHR=0/TBOX=768 HardCylinder_fit33 W_coef ::'17':R_17_mod[pcsr(A),pcsr(B)] /X=::'17':Q_17_mod /W=::'17':S_17_mod /I=1 /D Fit converged properly Curve fit with data subrange: R_17_mod[26,164] fit_R_17_mod= HardCylinder_fit33(W_coef,fitX_R_17_mod[p]) W_coef={16.807,38.152,-0.093035,9.3796,1.3571e-006} V_chisq= 236.781;V_npnts= 139;V_numNaNs= 0;V_numINFs= 0; V_startRow= 26;V_endRow= 164; W_sigma={0.282,0.108,9.83,0.16,1.39e-07} Coefficient values one standard deviation w_0 =16.807 0.282 w_1 =38.152 0.108 w_2 =-0.093035 9.83 w_3 =9.3796 0.16 w_4 =1.3571e-006 1.39e-007 ModifyGraph rgb(fit_R_17_mod)=(52224,52224,0) ModifyGraph rgb(fit_R_17_mod#2)=(0,15872,65280) ModifyGraph rgb(R_17_mod)=(65280,48896,55552) ModifyGraph mrkThick=0.5,rgb(R_17_mod)=(65280,32768,45824) Make/D/N=5/O W_coef W_coef[0] = {40,39.5,3.5,5,1e-9} FuncFit/X=1/NTHR=0/TBOX=768 HardCylinder_fit33 W_coef R_un_both_mod[pcsr(A),pcsr(B)] /X=Q_un_both_mod /W=S_un_both_mod /I=1 /D Fit converged properly Curve fit with data subrange: R_un_both_mod[11,226] fit_R_un_both_mod= HardCylinder_fit33(W_coef,fitX_R_un_both_mod[p]) W_coef={2.6254,49.244,2.4891,2.6354,4.1873e-008} V_chisq= 36.9928;V_npnts= 216;V_numNaNs= 0;V_numINFs= 0; V_startRow= 11;V_endRow= 226; W_sigma={0.219,0.219,0.302,0.493,1.69e-08} Coefficient values one standard deviation w_0 =2.6254 0.219 w_1 =49.244 0.219 w_2 =2.4891 0.302 w_3 =2.6354 0.493 w_4 =4.1873e-008 1.69e-008 FuncFit/X=1/NTHR=0/TBOX=768 HardCylinder_fit33 W_coef R_un_both_mod[pcsr(A),pcsr(B)] /X=Q_un_both_mod /W=S_un_both_mod /I=1 /D Fit converged properly Curve fit with data subrange: R_un_both_mod[11,226] fit_R_un_both_mod= HardCylinder_fit33(W_coef,fitX_R_un_both_mod[p]) W_coef={2.9962,49.366,2.8718,3.3771,5.4783e-005} V_chisq= 42.4512;V_npnts= 216;V_numNaNs= 0;V_numINFs= 0; V_startRow= 11;V_endRow= 226; W_sigma={0.299,0.243,0.346,1.17,0.00014} Coefficient values one standard deviation w_0 =2.9962 0.299 w_1 =49.366 0.243 w_2 =2.8718 0.346 w_3 =3.3771 1.17 w_4 =5.4783e-005 0.00014 RemoveFromGraph fit_R_17_mod#2 Make/D/N=6/O W_coef W_coef[0] = {1e-5,39,2,8,0,1.6} Fit terminated by user IR1I_ImportDataMain() path: "\\emesrv1\data:baf109:Boshra:LATEX Boshra 2:Chapter3(SAXS):" Imported data from :\\emesrv1\data:baf109:Boshra:LATEX Boshra 2:Chapter3(SAXS):AGBEH02.dat Data stored in : root:AGBEH02: New Wave names are : R_AGBEH02 Q_AGBEH02 S_AGBEH02 Imported 1 data file(s) in total Display R_AGBEH02 vs Q_AGBEH02 Imported data from :\\emesrv1\data:baf109:Boshra:LATEX Boshra 2:Chapter3(SAXS):AGBEH02.dat Data stored in : root:AGBEH02: New Wave names are : R_AGBEH02 Q_AGBEH02 S_AGBEH02 Imported 1 data file(s) in total Display R_AGBEH02 vs Q_AGBEH02 AppendToGraph Q_AGBEH02 vs R_AGBEH02 path: "\\emesrv1\data:baf109:Boshra:LATEX Boshra 2:Chapter3(SAXS):" Imported data from :\\emesrv1\data:baf109:Boshra:LATEX Boshra 2:Chapter3(SAXS):AGBEH02.dat Data stored in : root:AGBEH02: New Wave names are : R_AGBEH02 Q_AGBEH02 S_AGBEH02 Imported 1 data file(s) in total Display R_AGBEH02 vs Q_AGBEH02 path: "\\emesrv1\data:baf109:Boshra:LATEX Boshra 2:Chapter3(SAXS):" path: "\\emesrv1\data:baf109:Boshra:LATEX Boshra 2:Chapter3(SAXS):" Imported data from :\\emesrv1\data:baf109:Boshra:LATEX Boshra 2:Chapter3(SAXS):agbeh02.dat Data stored in : root:agbeh02: New Wave names are : R_agbeh02 Q_agbeh02 S_agbeh02 Imported 1 data file(s) in total Display R_agbeh02 vs Q_agbeh02 ModifyGraph rgb=(65280,16384,35840) Label bottom "\\Z12\\Z14q (\\S\\Z12-1\\M\\Z14)" Label left "\\Z14Scattering intensity (a.u)" SetAxis bottom 0.015,0.4 ModifyGraph mirror=2 SavePICT/E=-6/B=576 Read Irena Penals and graphs preferences from local machine and applied them. Note that this may have changed font size and type selection originally saved with the existing experiment. To change them please use "Configure default fonts and names" **** Could not detect prior plaform for this experiment, or it is new experiment. Set default GUI fonts for current platform : Windows Make/D/N=7/O W_coef W_coef[0] = {3,50,10,20,3,45,140000} ! PackagesW&vQ!Z]Irena_PlatformNwWindows ImportDataW&vQ!`\]p@ UseFileNameAsFolder?UseIndra2NamesUseQRSNames?DataContainErrorsUseQISNamesCreateSQRTErrorsCol1IntCol1QvecCol1ErrCol1QErrFoundNWaves@Col2IntCol2QvecCol2ErrCol2QErrCol3IntCol3QvecCol3ErrCol3QErrCol4IntCol4QvecCol4ErrCol4QErrCol5IntCol5QvecCol5ErrCol5QErrCol6IntCol6QvecCol6ErrCol6QErrCol7IntCol7QvecCol7ErrCol7QErrQvectInA?QvectInNMCreatePercentErrorsPercentErrorsToUse?ScaleImportedDataScaleImportedDataBy?ImportSMRdataSkipLinesSkipNumberOfLinesIncludeExtensionInNameRemoveNegativeIntensitiesAutomaticallyOverwriteTrimDataTrimDataQMinTrimDataQMaxReduceNumPntsTargetNumberOfPointsi@ReducePntsParam@NumOfPointsFoundTrunkateStartTrunkateEnd?DataCalibratedArbitrary?DataCalibratedVolumeDataCalibratedWeightV_numNaNsV_numINFsV_npntsk@V_nterms@V_nheldDataPathName h;\\emesrv1\data:baf109:Boshra:LATEX Boshra 2:Chapter3(SAXS):DataExtension hIntNamension hQvecNamesion hErrorNameion hNewDataFolderName hroot::NewIntensityWaveName h R_NewQWaveNameaveName h Q_NewErrorWaveNameame h S_NewQErrorWavenameme h W_NameMatchStringeme hTooManyPointsWarning h @@Y]WaveOfFiles`\]????^`Y]@ Y]WaveOfSelections`\]????_kY]bwave0`\]b????`CV7> v>>|'>>>2 > >e >l>>t>>I>M>U>\U>Ŭ>>5^>=>E>i>>!>%u">-#>&%>&>'>2)>*>~+>=->.>/>_F1>f2>n3>Q5>ޫ6>G8>O]9>:><>'f=>/>>7@>qA>B>#D>}E>F>.H>I>J>a7L>hM>pN>BP>Q>IR>QNT>U>V>*WX>1Y>[>b\> ]>_>{k`>a>c>vd>[e>c(g>h>i><1k>Dl>m>p>$q>Es>t>u>fNw>mx>y>Y{>F|>N ~>b>_^> >ȵ>b>>>8g><>>k>>]ć>aq>>ʉ>u>!>΋>:z>%>ҍ>~>+>^׏>>0>ۑ>Έ>4>7>;>8>>>\=>>>A>|>>5F>>힜>J>U>Y>O>>v>zS>.>㪢>W>>O>S\>>>p_>t >(>c>>>Ih>>>l>j>Į>o>>Ȱ>?t>>˲>x>_$>д>{>|'>1Ӷ>4>+>׸>Q>/> ܺ>>r3>&߼>ۊ>6>C>G>:>>d>>>>>5A>>>E>V> >H>s>'>K>>D>N>>a>eS>>Ϊ>V>6>>Y>S>>\>p>$>_> >A>b>>^>f>>{>g>>H>j>>e>n>>>7q>>>Tt>>m>!v>!>>>y>$>> {>&>t>(~>)>>>+>^>>.>{>>0>kX]bwave1`\]b????abA%iYAqHA/A AAAJK Ao{A+K@@,@@@z@@@^{@l@z_@1N@L>@‡3@'@%#@Ww@'l@?5?0K? ??a?%???Co?Z?eF?=4?y#?I??%>>A>>`>>Mr>;U>A,;>7#> >3=d'=='=؋= u=!V=ޒ;=&=8=R=Y<) Rz?<<=0<,<"N-7B7F7J7N7R7V7Z7^7b7f7j7n7s71w7Q{7v77Ї7767q777877ϩ7 7v7Ҷ7.77ß7^ȟ7̟7Bџ7՟71ڟ7ޟ7077@77a777*77q 7 77}707#7(7m-722767;7@7pE7JJ7*O7 T7X7]7b7g7l7q7v7{777NJ7ُ777(7J7l77Ƴ7707hà7Ƞ7͠7,Ӡ7yؠ7ݠ77n77%777W77477(77'$7)76/747V:7?7E7&K7P7kX]bwave2`\]b????b@0R@ B@>*@A(@?x?Q?d???i?A\?̾F?+3?A!?? H?L>h>>>)>`H>B>P>Y4>u$">5O>@>?==W}=f=[ƒ=Mb=(:>=#=>T=&Q<0<"N<<.9999Nq99 c9#9ϣc9,+9l?9_P9+6i9z9_9e9f90:Q9RS9S9`99|9vm9t9w9hsO9֤9h9 Eq9׆9gw9rTJ95x9&Jz9J9s9i:y9@z9m9{9 ;99h9ޑ949V09f9!|9o:9 t9:l9p9r9 9A9H9]D97R9?9g9,*b9H%9m9R|9D9,9êP9Qg949٬j97[9-̈́9#9q9{929W9j99kz9D9\C9 9B99L9S9_{99u9_93O94h9?/C9 9}9_M9H-9 ,#9ɫ9p9ȇ9X9Y9:N8:W7fݹ fit_R_un_both_mod`\]J ?/`???? ?zx߹ fitX_R_un_both_mod`\]???? ?DO`?Dn?P?[)LM?ZȞ?=W?EE?_?MV? I?m9;?z ?`Z?>A?!hO?Ǚx?}}6ژ?+\A=?hFaF?$- ?5حr?H-ܚ?ws-H?n+?92)e%?S-]?Ӝ ?ْ}?#IH?];l?<[dV?[b?S?Pgw!0?5,q?Cq?6U?%A3:? -X?"2š? ?{(eZU?\?ˬ?'v5?#(?> У?@f ?(cOq?͏\ä? ׵?OdAWk?#O?@ڠ?;HФPq?^OOdd˦?ҭ&?{Qr,΃?]o/? B?eZh?ȻL?_Gsj?N LЩ?p^8?79ț?&AZ ?2{y?5DT?,SW?Wɬ?!!;?Ćخ9 ?YI/W?yK?u&N\%?jP;D?wቓ?+1?9>_ >x"> >;ط>c>q>B>->Yv>DT>H@>eƖ>'st>da>LS>%E>V4>k$>> >$[=$=}=$==p=Bl=pgR=7=(=P =;;@_:*:):(:હ:::pz::X:_:@5L:pő:H:#:%:+9:0?:9H:99Z9@<9 9+9~929@ 99,9Y9@d9 9S9@9909@ :`9F9@9\9@5:P: P9(:`90k ::c99 9H`:!*::<,:99]H:&:!9 ,:9+98:0:y7:̜9 9`S9@W9೔9 A9п7:@V999`9@}^99@H9`89d979 \9%98 8o9pE6ǭ9K8`~9%t9999u8`B9a"8@9:K968 )98)9-V9 399@a9`Xz9c9`9k999 #9(9Ɨ9pu9`y9#9&99@8tj9t9V9&8@89 T98`5~8xO98g86E9 5|99PG98 69>8+9.9@y 90L9'9]89.W97@9`9}@9P99`U 9 :B979@w998C8N8P9788ׯ98/988e8Ъ9R9r9d8^(:88R8@809Ԙ67Data imported from folder=\\emesrv1\data:baf109:SAXS:Apatite_final:Ex-situ Annealing:Maskings:un_ann:;Data file name=un_both.dat;Qw`nϽϽTResultsQX]T????n9(>@>V>vl>>Ԛ>S>2> > >o >% >;>Q>+j> >>h>H>>>$ >!>6>aO>Ae> {>>~> >!>">:$>%>1&>wJ'>W`(>x)>*>+>,>->.>P0>/1>-2>E3>l[4>s5>ʉ6>7>(8>9>:>e;>E=>$(>>@?>V@>alA>B>C>D>E>F>G>Z I>:#J>9K>QL>wgM>V}N>ՕO>P>Q>R>S>U>OV>/4W>JX>bY>lxZ>L[>ʦ\>]>^>h_>a>b>,c>$Ed>[e>pf>ag>Ah> 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IR1D_DataManipulationPanel#Top!`nQmin-C6?Qmax?QNumPointsY@QLogScaletempXlistnSuQQ_un_both;Q_un_both_mod;tempYlistnSuQR_un_both;R_un_both_mod;tempElistnSuQS_un_both;S_un_both_mod;n׽׽dModelError`nd????#@n׽׽dModelInt`nd????????????????????????????????????????????????????????????????????????????????????????????????????????n׽׽dModelQ`nd????8'<0Lx?,z?j}?? IR1D_DataManipulationPanel#Bot!nQmin-C6?Qmax?QNumPointsY@QLogScaletempXlistQ_un_BG;tempYlistR_un_BG;tempElistS_un_BG;˱n׽׽dModelErrornd????`n׽׽dModelIntnd????????????????????????????????????????????????????????????????????????????????????????????????????????n׽׽dModelQnd????8'<0Lx?,z?j}?? SASDataModificationTopnel#Bot!nrUseIndra2DataUseQRSdata?UseResultsUseSMRDataUseUserDefinedDataUseModelDataDataFolderNamesLookups#root:'Apa (ex-situ) UnAnn':un_both:IntensityWaveNameokups R_un_bothQWavenameaveNameokups Q_un_bothErrorWaveNameameokups S_un_both SASDataModificationBotnel#Bot!0nUseIndra2DataUseQRSdata?UseResultsUseSMRDataUseUserDefinedDataUseModelDataDataFolderNamemeokupsAroot:Packages:IrenaControlProcs:'IR1D_DataManipulationPanel#Bot':IntensityWaveNameokupsModelIntQWavenameaveNameokupsModelQErrorWaveNameameokups ModelError IrenaConfigFoldernBotnel#Bot!0nLegendSize @TagSize @AxisLabelSize @LegendUseFolderNameLegendUseWaveNameDefaultFontSize(@LastUpdateCheck@ ]AFontTypeNameameokupsTahomaListOfKnownFontTypespsATahoma;Arial;Times New Roman;Book Antiqua;Courier;System;Verdana;DefaultFontTypeypespsTahoma Jul 2010 q_1Pb_1e1Botnel#Bot!/n 17 2010 q_1Pb_1e1Botnel#Bot!@/nWV_chisqwF@V_numNaNsV_numINFsV_npntsc@V_nterms@V_nheldV_startRow"@V_endRowd@V_startColV_endColV_startLayerV_endLayerV_startChunkV_endChunkS_infoFontTypeypespsDATE=Tue, 28 Sep 2010;TIME=3:38:35 PM;FUNCTION=coreshell_fit_schulz;AUTODESTWAVE=fit_R_17_mod;YDATA=root:'Jul 2010 q_1Pb_1e1':'17':R_17_mod[9,164];XDATA=root:'Jul 2010 q_1Pb_1e1':'17':Q_17_mod[9,164],; /nbQ_17@/nb????.nCV7> v>>|'>>>2 > >e >l>>t>>I>M>U>\U>Ŭ>>5^>=>E>i>>!>%u">-#>&%>&>'>2)>*>~+>=->.>/>_F1>f2>n3>Q5>ޫ6>G8>O]9>:><>'f=>/>>7@>qA>B>#D>}E>F>.H>I>J>a7L>hM>pN>BP>Q>IR>QNT>U>V>*WX>1Y>[>b\> ]>_>{k`>a>c>vd>[e>c(g>h>i><1k>Dl>m>p>$q>Es>t>u>fNw>mx>y>Y{>F|>N ~>b>_^> >ȵ>b>>>8g><>>k>>]ć>aq>>ʉ>u>!>΋>:z>%>ҍ>~>+>^׏>>0>ۑ>Έ>4>7>;>8>>>\=>>>A>|>>5F>>힜>J>U>Y>O>>v>zS>.>㪢>W>>O>S\>>>p_>t >(>c>>>Ih>>>l>j>Į>o>>Ȱ>?t>>˲>x>_$>д>{>|'>1Ӷ>4>+>׸>Q>/> ܺ>>r3>&߼>ۊ>6>C>G>:>>d>>>>>5A>>>E>V> >H>s>'>K>>D>N>>a>eS>>Ϊ>V>6>>Y>S>>\>p>$>_> >A>b>>^>f>>{>g>>H>j>>e>n>>>7q>>>Tt>>m>!v>!>>>y>$>> {>&>t>(~>)>>>+>^>>.>{>>0>Data imported from folder=C:data:SAXS:SAXS 07 2010 Analysis:Quartz masks (Kluth_2_abs_scale):q_1Pb_1e11_37:;Data file name=17.dat;.nbR_17@/nb????.nbA%iYAqHA/A AAAJK Ao{A+K@@,@@@z@@@^{@l@z_@1N@L>@‡3@'@%#@Ww@'l@?5?0K? ??a?%???Co?Z?eF?=4?y#?I??%>>A>>`>>Mr>;U>A,;>7#> >3=d'=='=؋= u=!V=ޒ;=&=8=R=Y<) Rz?<<=0<,<"N-7B7F7J7N7R7V7Z7^7b7f7j7n7s71w7Q{7v77Ї7767q777877ϩ7 7v7Ҷ7.77ß7^ȟ7̟7Bџ7՟71ڟ7ޟ7077@77a777*77q 7 77}707#7(7m-722767;7@7pE7JJ7*O7 T7X7]7b7g7l7q7v7{777NJ7ُ777(7J7l77Ƴ7707hà7Ƞ7͠7,Ӡ7yؠ7ݠ77n77%777W77477(77'$7)76/747V:7?7E7&K7P7Data imported from folder=C:data:SAXS:SAXS 07 2010 Analysis:Quartz masks (Kluth_2_abs_scale):q_1Pb_1e11_37:;Data file name=17.dat;.nbS_17@/nb????@.n@0R@ B@>*@A(@?x?Q?d???i?A\?̾F?+3?A!?? H?L>h>>>)>`H>B>P>Y4>u$">5O>@>?==W}=f=[ƒ=Mb=(:>=#=>T=&Q<0<"N<<.9999Nq99 c9#9ϣc9,+9l?9_P9+6i9z9_9e9f90:Q9RS9S9`99|9vm9t9w9hsO9֤9h9 Eq9׆9gw9rTJ95x9&Jz9J9s9i:y9@z9m9{9 ;99h9ޑ949V09f9!|9o:9 t9:l9p9r9 9A9H9]D97R9?9g9,*b9H%9m9R|9D9,9êP9Qg949٬j97[9-̈́9#9q9{929W9j99kz9D9\C9 9B99L9S9_{99u9_93O94h9?/C9 9}9_M9H-9 ,#9ɫ9p9ȇ9X9Y9:N8:W7Data imported from folder=C:data:SAXS:SAXS 07 2010 Analysis:Quartz masks (Kluth_2_abs_scale):q_1Pb_1e11_37:;Data file name=17.dat;<`.n>>ȿR_17_mod@/n????$n`ADA AQ@œ@@M@@@X@W6@@\Ԛ@>@@}@p@qc@nW@3!G@8@-@q"@Y@5V @L@??#M??5?H??4݉?d}?ng?GxS???f.??kh?P?>!>'>7>>~>|`>.C>"*>D >ok=,=u<=紝==\=:=Fm=n=:8;:zI: $F:#}::`:>:`\:`d:4:(:v:(:8:: ::Hm::1:::::Ȁ:xL:8:0:x:P::J:Z:E:L:0{: ::PY:R:-:S7:[:@eF:nC:@o9[9D99Y8p79K9n86Ƒ8r>87v7X84Data imported from folder=C:data:SAXS:SAXS 07 2010 Analysis:Quartz masks (Kluth_2_abs_scale):q_1Pb_1e11_37:;Data file name=17.dat;&< .n>>ȿQ_17_mod@/n????-nL<9b< x<׆<]> v>>|'>>>2 > >e >l>>t>>I>M>U>\U>Ŭ>>5^>=>E>i>>!>%u">-#>&%>&>'>2)>*>~+>=->.>/>_F1>f2>n3>Q5>ޫ6>G8>O]9>:><>'f=>/>>7@>qA>B>#D>}E>F>.H>I>J>a7L>hM>pN>BP>Q>IR>QNT>U>V>*WX>1Y>[>b\> ]>_>{k`>a>c>vd>[e>c(g>h>i><1k>Dl>m>p>$q>Es>t>u>fNw>mx>y>Y{>F|>N ~>b>_^> >ȵ>b>>]ć>:z>>;>D>Data imported from folder=C:data:SAXS:SAXS 07 2010 Analysis:Quartz masks (Kluth_2_abs_scale):q_1Pb_1e11_37:;Data file name=17.dat;<.n>>ȿS_17_mod@/n????-n:S@B@+@UV@??w?y???i?ȥ\?F?3?E!??-J?P>Tl>/>C>>I>ᩀ>k>P>)\4>K&">P>>J=_=g=X=%ă=b=>>=#=X=W<8<*<^_????מ?-nivF@iUXE@je@b. m@AI@b%@Gh@xV@@@LIze@F}z<@e J@\]E@r@Z@a@D6i3@Ϻ[@ o@@ `vo@ P7;@Ia@>P@?@:Uc@IN&}*@ @k/@ԈKWy@ y<@2@3t@b@ite}@J;@E-Ӓ@Tp@(ht(o@Pm(@ Dj)@2t@O"N@p?@絖@kj@U+@ -@ϴ|@&F+@@j8zb@&^B1@vη@pR. @l]@nֶ @6y @?DK @ܕ?L @Lme @ݷ- @wRe w @(k¿@\@SvUEO@is@Cw@`{$@KH:k@;@6V@Y`0D@!@Cs]@l=%@eR>?}?$e??.?? !>?@??].?VQdC?%#?ѣIY??80?Sq Bqw?+F??/?˳E/??;!m{?OC8?)`Ԑ`?z0ׇ??1ɑ?yh 2!}?%'w?C0r?Z:'(Rm?lBoPf?C;`?*4Y?ǰ(D,iS?4P?\{\M?S\tvWN?xP?2ro S?}꒫U?5q.X?~[-%>Z?v2O[?@=\?5;Diz[?Pr mBY?42zW?5{T? TeQ?F)K?g`5ZE?wM2??+tM5?OI>/?6aآ'?IO%?'}+'?X+?GDa0?cL2??J 4?JE5?u+E4?x-t2?{Z7>0?[*?]In$?]X"?Y2K?eU=?._?p5?P?hKa??2. ?`Yo ?7~?|rb?NY?>=?rݥ?Curve fit with data subrange: R_17_mod[9,164] fit_R_17_mod= coreshell_fit_schulz(W_coef,fitX_R_17_mod[p]) W_coef={15.092,47.029,7.6331,4.5433e-005,0.62198,40.064,10.041} V_chisq= 44.9298;V_npnts= 156;V_numNaNs= 0;V_numINFs= 0; V_startRow= 9;V_endRow= 164; W_sigma={1.12,1.2,0.417,6.21e-05,0.00697,0.0393,0.218} Coefficient values one standard deviation w_0 =15.092 1.12 w_1 =47.029 1.2 w_2 =7.6331 0.417 w_3 =4.5433e-005 6.21e-005 w_4 =0.62198 0.00697 w_5 =40.064 0.0393 w_6 =10.041 0.218 k`-nxxfitX_R_17_mod@/n????מ?XP?Y'ᆊ?3S?2 w?|vj?SZo?^f?0Ijq?R=Х?:P|?0?4 ^)??qW?d[?έ? q6?bw#7?{$ґ?(I"??Et?3Lw2ǒ?oAg?,q?f-sȓ?LmA!?S{?\ݐה?u' 5?mS?Y2?f ׈W?&ns{?o<"??m?"8%_?'K̘?F9;?5%?'Gh ?t?C ?yu?%&$?y?u듭?8e`ځ?$O?!G?#y<?!xȡ?\«?Q>!`?o7?]p?yό@?gz?!ܡ?\,?g~?6Ѣ?Ǯ&?l|?R ~ӣ?'t~,?μ ?3?2@??_?́Ut?c(F,E?X?ɹ?9=?g?pC+?  :?=S!?(H?  ?F%֢?QNMQ'?.=?܏E8?c5$ſ?j)?or?^D?(dd?.ѥS? ?b?+i>|LA?'Z>?#$?1y;?~ϑ??Y C?,LX??fyCL?d)D P?3o:?{E4? Q1?YR;?t|Z0?a?wE8?A_?ZY[N?[ {?{v$C?5 d?? Id&?i҉?ǣ?D?JU?3?JmEJ)?'N?C?ht?Rx -nx{W_coef@/n????jMX;..@G@L@>*?5@:? 1D@$@FQx@-n{{W_sigma@/n????cg{?Nk8?oHo?5hE?H|?/1?? 17_bg10 q_1Pb_1e1Botnel#Bot!,nV_chisq1m@V_numNaNsV_numINFsV_npnts`a@V_nterms@V_nheldV_startRow:@V_endRowd@V_startColV_endColV_startLayerV_endLayerV_startChunkV_endChunkR_gөB@wrad_g6?q_gQ?S_infoDATE=Tue, 28 Sep 2010;TIME=4:40:47 PM;FUNCTION=HardCylinder_fit33;AUTODESTWAVE=fit_R_17_mod;YDATA=root:'Jul 2010 q_1Pb_1e1':'17':R_17_mod[26,164];XDATA=root:'Jul 2010 q_1Pb_1e1':'17':Q_17_mod[26,164],;],nbQ_17_bg,nb????`,nCV7> v>>|'>>>2 > >e >l>>t>>I>M>U>\U>Ŭ>>5^>=>E>i>>!>%u">-#>&%>&>'>2)>*>~+>=->.>/>_F1>f2>n3>Q5>ޫ6>G8>O]9>:><>'f=>/>>7@>qA>B>#D>}E>F>.H>I>J>a7L>hM>pN>BP>Q>IR>QNT>U>V>*WX>1Y>[>b\> ]>_>{k`>a>c>vd>[e>c(g>h>i><1k>Dl>m>p>$q>Es>t>u>fNw>mx>y>Y{>F|>N ~>b>_^> >ȵ>b>>>8g><>>k>>]ć>aq>>ʉ>u>!>΋>:z>%>ҍ>~>+>^׏>>0>ۑ>Έ>4>7>;>8>>>\=>>>A>|>>5F>>힜>J>U>Y>O>>v>zS>.>㪢>W>>O>S\>>>p_>t >(>c>>>Ih>>>l>j>Į>o>>Ȱ>?t>>˲>x>_$>д>{>|'>1Ӷ>4>+>׸>Q>/> ܺ>>r3>&߼>ۊ>6>C>G>:>>d>>>>>5A>>>E>V> >H>s>'>K>>D>N>>a>eS>>Ϊ>V>6>>Y>S>>\>p>$>_> >A>b>>^>f>>{>g>>H>j>>e>n>>>7q>>>Tt>>m>!v>!>>>y>$>> {>&>t>(~>)>>>+>^>>.>{>>0>Data imported from folder=C:data:SAXS:SAXS 07 2010 Analysis:Quartz masks (Kluth_2_abs_scale):q_1Pb_1e11_37:;Data file name=17_bg.dat;B^,nbR_17_bg,nb???? ,n=`@It@O=@M@? ?B?H{?ԓK?8>(? ?p>>5>qp>e>F>D+>>a>=l=?=h==ֆ=v==d=S=iC=1=&=M=6=ț =?<@< ?<><@<=<><);?<'<< :<;HK">Ov >P===ڿY=c3=L=j 9^38xM8Qm9ү#9CY 9Rr9gd49a9891T9 9838 9ka88w9RC9CN 9!98*99{88'9A989;8k88n9(9V8 99I9E8s8!8+9J86089. 9J 9j.9L8 9 9V89 9A[9;9 [95? 9 989D99&9V 9$9mN9 9N999 9!%9)9ǀ9,95#9x,9n995,959o9993.9v9z 9 9>888-9J29r 9} 9D9X9L88;788 98G89n_9ڀ;9(8 8v8y9õ8G#8O90B.9498.888 9X9Dz89 999$k<9 9X9ޅ79Ҟ9A]9_????מ? =+noofitX_R_17_mod,n???? מ?XP?Y'ᆊ?3S?2 w?|vj?SZo?^f?0Ijq?R=Х?:P|?0?4 ^)??qW?d[?έ? q6?bw#7?{$ґ?(I"??Et?3Lw2ǒ?oAg?,q?f-sȓ?LmA!?S{?\ݐה?u' 5?mS?Y2?f ׈W?&ns{?o<"??m?"8%_?'K̘?F9;?5%?'Gh ?t?C ?yu?%&$?y?u듭?8e`ځ?$O?!G?#y<?!xȡ?\«?Q>!`?o7?]p?yό@?gz?!ܡ?\,?g~?6Ѣ?Ǯ&?l|?R ~ӣ?'t~,?μ ?3?2@??_?́Ut?c(F,E?X?ɹ?9=?g?pC+?  :?=S!?(H?  ?F%֢?QNMQ'?.=?܏E8?c5$ſ?j)?or?^D?(dd?.ѥS? ?b?+i>|LA?'Z>?#$?1y;?~ϑ??Y C?,LX??fyCL?d)D P?3o:?{E4? Q1?YR;?t|Z0?a?wE8?A_?ZY[N?[ {?{v$C?5 d?? Id&?i҉?ǣ?D?JU?3?JmEJ)?'N?C?ht?"p+no<W_coef,n???? [r>B@ ŅdS#@t>+H0[?98h+nW_sigma,n????  Xl?/N0?{#@9̢p?է牛> HardCyl q_1Pb_1e1Botnel#Bot!@+nRV_chisqCUZH@V_numNaNsV_numINFsV_npntsc@V_nterms@V_nheld?V_startRow"@V_endRowd@V_startColV_endColV_startLayerV_endLayerV_startChunkV_endChunkS_infoDATE=Tue, 28 Sep 2010;TIME=4:13:09 PM;FUNCTION=fCyl_PolyRadius;AUTODESTWAVE=fit_R_17_mod;YDATA=root:'Jul 2010 q_1Pb_1e1':'17':R_17_mod[9,164];XDATA=root:'Jul 2010 q_1Pb_1e1':'17':Q_17_mod[9,164],; B+nȅfit_R_17_mod@+n ?>_????מ?*nO/@zw9?/@= .@e'.@te=-@'-@5Y0,@N ,@p +@^jN+@ǹ}*@\r*@Z%Jׇ)@:S )@(@ (@'@zn}('@VX&@(?&@:c:%@_[%@H$@rAT}$@n($@w[#@?d 9#@Yg"@af"@`.!@gwә!@`la 5!@"ao @on @z) @1 [@xj @eK5@-Ü'@ =G\@Y?ɕ?$>?D :@?iq?˝4?lQ? ukYP?/;P?DAAWEx4KJOYbQ+|tSr\cT 9T$V]kNa7W\[յ@XNmjMYsn~ dZ}[QEE\DC]e_ a `'@Ԑ` aL_aa 5AaY0bºobbOVxbЕH&cx^acŒcCurve fit with data subrange: R_17_mod[9,164] fit_R_17_mod= fCyl_PolyRadius(W_coef,fitX_R_17_mod[p]) W_coef={58.561,39.484,4.4209,0.089414,-0.0029158,4e+005} V_chisq= 521.111;V_npnts= 156;V_numNaNs= 0;V_numINFs= 0; V_startRow= 9;V_endRow= 164; W_sigma={1.09,0.0314,0.0203,0.00127,9.41e-05,0} Coefficient values one standard deviation w_0 =58.561 1.09 w_1 =39.484 0.0314 w_2 =4.4209 0.0203 w_3 =0.089414 0.00127 w_4 =-0.0029158 9.41e-005 w_5 =4e+005 0 f*nfitX_R_17_mod@+n????מ?XP?Y'ᆊ?3S?2 w?|vj?SZo?^f?0Ijq?R=Х?:P|?0?4 ^)??qW?d[?έ? q6?bw#7?{$ґ?(I"??Et?3Lw2ǒ?oAg?,q?f-sȓ?LmA!?S{?\ݐה?u' 5?mS?Y2?f ׈W?&ns{?o<"??m?"8%_?'K̘?F9;?5%?'Gh ?t?C ?yu?%&$?y?u듭?8e`ځ?$O?!G?#y<?!xȡ?\«?Q>!`?o7?]p?yό@?gz?!ܡ?\,?g~?6Ѣ?Ǯ&?l|?R ~ӣ?'t~,?μ ?3?2@??_?́Ut?c(F,E?X?ɹ?9=?g?pC+?  :?=S!?(H?  ?F%֢?QNMQ'?.=?܏E8?c5$ſ?j)?or?^D?(dd?.ѥS? ?b?+i>|LA?'Z>?#$?1y;?~ϑ??Y C?,LX??fyCL?d)D P?3o:?{E4? Q1?YR;?t|Z0?a?wE8?A_?ZY[N?[ {?{v$C?5 d?? Id&?i҉?ǣ?D?JU?3?JmEJ)?'N?C?ht?Kp*nȕW_coef@+n????YGM@iA-C@ @C ?>AgjAGp*nȕW_sigma@+n????N]?f?4@Ŕ?72T?HҨ? Apa (ex-situ) UnAnnotnel#Bot!`*n un_BGx-situ) UnAnnotnel#Bot! *nB,)nȺ{Q_un_BG *n{????)n <9(>@>V>vl>>Ԛ>S>2> > >o >% >;>Q>+j> >>h>H>>>$ >!>6>aO>Ae> {>>~> >!>">:$>%>1&>wJ'>W`(>x)>*>+>,>->.>P0>/1>-2>E3>l[4>s5>ʉ6>7>(8>9>:>e;>E=>$(>>@?>V@>alA>B>C>D>E>F>G>Z I>:#J>9K>QL>wgM>V}N>ՕO>P>Q>R>S>U>OV>/4W>JX>bY>lxZ>L[>ʦ\>]>^>h_>a>b>,c>$Ed>[e>pf>ag>Ah> i>j>~k>]l>=n>'o>=p>zSq>Yir>؁s>t>u>vv>w>x>z>2 {>6|>K}>a~>Nz>H>Ӏ>]>6>%u>>>D>4>#->>RD>Bφ>2Z>!>p>P>@>0>>_)>N>>?>.ʌ>U>]>Ll><>,> >[>J$>:>*:>Œ>YQ>Hܓ>8g>(>}>W >F>6>&>5>>DL>4י>$b>>x>>2>">>0>>E>П>]>>r>>Έ>>>*>ݵ>@>˥>V>>l>{>k>>>$>y>i:>Xū>HP>8۬>'f>>V}>F>6>&>>4>>I>Բ>_>>u>>>r>b>->>C>pθ>`Y>P>?o>/>>>>%>ް>;>ƾ>Q>ܿ>g>|>k}>[>K>:>*>4> >I>>_>>u>>>>w>g,>>@>>V>>l>>> >t>d#>S>C9>3>M>>c>>y>>q>a>Q>Data imported from folder=\\emesrv1\data:baf109:SAXS:Apatite_final:Ex-situ Annealing:Maskings:un_ann:;Data file name=un_BG.dat;xC,)nȺ{R_un_BG *n{????)n!2]8C]8? >$7>)j>S^>Иi>yIJ>.>ْ > ===DJ=yi= 3=W=h=TpW= XF=4=a*===x=%q<<$<<</< <<<<<<k<|<;<99_9)p99P[9r˄9999E69R9{9*ǀ989D99;n9M9^9.9AO9}_9}W~9`.p9J9Vp96xS92A9X.T9W9If9W9b9BI;9R9_9z@9 9-q9R9]\9 <9C9$9-49sW.9:69Q9ba9<7.959S}*9}Y9)9--9/>9b9@9>9G9%9S9MU9Wm9ʂc969hG9Y9Tw929K@C989ߪ9bx9F 9 9˄J99ͫ959w`9ܧ9999'w9=989l|99{R9W99;{949$C9$]9`499S59Kl9Y9Oqb9J492V9=@9!9wH9KI9&979hT-9A9ff"9e9R9,9%99@99!9)9r96999"929b9F8u9բ9&9 9.9$9B 9.9S9 8>8fp8 9n>98[98{ 9:8p99)8k9|8:988j988L9i8Z8/C8L( 9898U88969 9C98i9788`8ڤ898B82d9Q8,8`8a8Q838485{8ƅ98*8{8i_8٫88{)8Y88881488k838'$8R88\8$#988=8R8`^8>3R998] 88X8278Y88<888Z8~$88`j88 8\8M8;8f88888<8]8H888I88@e>98W8ʾ88.W8$88O88h878{88\8b:9b~8>88O8%%8>98p8y88_8H8w888j88;G8u788ڢ8?8~8888 88w88_8~88a8'8Z8bx8m8!8Y8888]88 8N8I#8 X8888p~89u89ڛ8ǹ88A 988N8-58n8808ד98888?8T888i8 8Data imported from folder=\\emesrv1\data:baf109:SAXS:Apatite_final:Ex-situ Annealing:Maskings:un_ann:;Data file name=un_BG.dat; un_bothsitu) UnAnnotnel#Bot! )nnV_chisqXE9E@V_numNaNsV_numINFsV_npntsk@V_nterms@V_nheldV_startRow&@V_endRow@l@V_startColV_endColV_startLayerV_endLayerV_startChunkV_endChunkS_infoDATE=Tue, 28 Sep 2010;TIME=4:48:45 PM;FUNCTION=HardCylinder_fit33;AUTODESTWAVE=fit_R_un_both_mod;YDATA=root:'Apa (ex-situ) UnAnn':un_both:R_un_both_mod[11,226];XDATA=root:'Apa (ex-situ) UnAnn':un_both:Q_un_both_mod[11,226],;,(nȺ{Q_un_both )n{????(n2<9(>@>V>vl>>Ԛ>S>2> > >o >% >;>Q>+j> >>h>H>>>$ >!>6>aO>Ae> {>>~> >!>">:$>%>1&>wJ'>W`(>x)>*>+>,>->.>P0>/1>-2>E3>l[4>s5>ʉ6>7>(8>9>:>e;>E=>$(>>@?>V@>alA>B>C>D>E>F>G>Z I>:#J>9K>QL>wgM>V}N>ՕO>P>Q>R>S>U>OV>/4W>JX>bY>lxZ>L[>ʦ\>]>^>h_>a>b>,c>$Ed>[e>pf>ag>Ah> i>j>~k>]l>=n>'o>=p>zSq>Yir>؁s>t>u>vv>w>x>z>2 {>6|>K}>a~>Nz>H>Ӏ>]>6>%u>>>D>4>#->>RD>Bφ>2Z>!>p>P>@>0>>_)>N>>?>.ʌ>U>]>Ll><>,> >[>J$>:>*:>Œ>YQ>Hܓ>8g>(>}>W >F>6>&>5>>DL>4י>$b>>x>>2>">>0>>E>П>]>>r>>Έ>>>*>ݵ>@>˥>V>>l>{>k>>>$>y>i:>Xū>HP>8۬>'f>>V}>F>6>&>>4>>I>Բ>_>>u>>>r>b>->>C>pθ>`Y>P>?o>/>>>>%>ް>;>ƾ>Q>ܿ>g>|>k}>[>K>:>*>4> >I>>_>>u>>>>w>g,>>@>>V>>l>>> >t>d#>S>C9>3>M>>c>>y>>q>a>Q>Data imported from folder=\\emesrv1\data:baf109:SAXS:Apatite_final:Ex-situ Annealing:Maskings:un_ann:;Data file name=un_both.dat;,(nȺ{R_un_both )n{????`(n32]8C]83??v?u?`3b?P?ĨC?8?+?!??]?4>B>է>T:>>>VV>i>>>>|ދ>>9r> b>O>=>.>!>W>w>=ԉ=[ɼ=;=K==Ku=&U=SD=!+==k= =Tr<)`<2 ?I?>>>>*>9>(ъ>Yn>^>sN>>>7o>c>B>C===PQ="==W.=j=N=H+= =t=<0e B;ߏ;a[;=;s:`K::Nq: :h[:UB:۠:ė:D::;-;9N;@V;oc;;z;;;.;F};ej;>i;Pl;;;6;;Ջ;z;G~;u;咅;ae;Ac;h;>V;-I;{N;Q3;<;ϗ;Rf ; ; ;::r:>w:E::K>:/:v/:F:w8::9 9E99V ::9vB99:9+Z9G>99ª9&9y94[99r:e:S9:@:-:Y:Q{:#: :K:O: ::9I::ML-:^:v:pQ:MA:!:,:`9C::11: :g$::):͋ :393:9M9߹9/ܖ9099399y93ؤ9[999p949$o9}99}q9 9f99 9\|9Y9:9e9GZb99IF9)9GZ99U܎999G99O5999ا99n9v9S99i9n999ϓ999ն9Y9Jr9399Q999ۨ9@с9ɲ9L9R9剳99 9oZi9i 9Um9[i9B99w9ֆ9|t9?99j99Fě9V9/`9r999̝9D969O9r9zl^999C7:9UZ99#֓9DȒ9F_9]9H>99z9n999ʶ:9J9 :991;99QQ9|49|9H1m9Yƚ9CZ9>H9^ 9맯9 9ֲ9Ě9t9(99Uu9B9Q[9ә92gL9Zh9ߟ9P9q99q99ѿ9x9j9q9C&9OAm9-929tŨ9caJ99 O99|99ŀ959"99ؚk9A9 9O:9V^9999&:s9F999m9V9:9":n99-8:˪9#99:r:y$:}9\-:i:9>9:9վ9h9xW999H9+D9K9m9(9{9'9j:r7:n9w: 97K9t:+9;9:t8t8Data imported from folder=\\emesrv1\data:baf109:SAXS:Apatite_final:Ex-situ Annealing:Maskings:un_ann:;Data file name=un_both.dat;Q'nϽϽTR_un_both_mod )nT????(n5ɍ5)H?9?.?L%?of?ge?S?& ?9?Ǹ>9>_ >x"> >;ط>c>q>B>->Yv>DT>H@>eƖ>'st>da>LS>%E>V4>k$>> >$[=$=}=$==p=Bl=pgR=7=(=P =;;@_:*:):(:હ:::pz::X:_:@5L:pő:H:#:%:+9:0?:9H:99Z9@<9 9+9~929@ 99,9Y9@d9 9S9@9909@ :`9F9@9\9@5:P: P9(:`90k ::c99 9H`:!*::<,:99]H:&:!9 ,:9+98:0:y7:̜9 9`S9@W9೔9 A9п7:@V999`9@}^99@H9`89d979 \9%98 8o9pE6ǭ9K8`~9%t9999u8`B9a"8@9:K968 )98)9-V9 399@a9`Xz9c9`9k999 #9(9Ɨ9pu9`y9#9&99@8tj9t9V9&8@89 T98`5~8xO98g86E9 5|99PG98 69>8+9.9@y 90L9'9]89.W97@9`9}@9P99`U 9 :B979@w998C8N8P9788ׯ98/988e8Ъ9R9r9d8^(:88R8@809Ԙ67Data imported from folder=\\emesrv1\data:baf109:SAXS:Apatite_final:Ex-situ Annealing:Maskings:un_ann:;Data file name=un_both.dat;Q'nϽϽTQ_un_both_mod )nT????'n69(>@>V>vl>>Ԛ>S>2> > >o >% >;>Q>+j> >>h>H>>>$ >!>6>aO>Ae> {>>~> >!>">:$>%>1&>wJ'>W`(>x)>*>+>,>->.>P0>/1>-2>E3>l[4>s5>ʉ6>7>(8>9>:>e;>E=>$(>>@?>V@>alA>B>C>D>E>F>G>Z I>:#J>9K>QL>wgM>V}N>ՕO>P>Q>R>S>U>OV>/4W>JX>bY>lxZ>L[>ʦ\>]>^>h_>a>b>,c>$Ed>[e>pf>ag>Ah> i>j>~k>]l>=n>'o>=p>zSq>Yir>؁s>t>u>vv>w>x>z>2 {>6|>K}>a~>Nz>H>Ӏ>]>6>%u>>>D>4>#->>RD>Bφ>2Z>!>p>P>@>0>>_)>N>>?>U>]>Ll><>,> >[>J$>*:>Œ>YQ>Hܓ>8g>(>}>W >F>6>&>5>>DL>4י>$b>>x>2>">>0>>E>П>]>>r>Έ>>>*>ݵ>@>V>>l>{>k>>$>i:>Xū>HP>8۬>'f>V}>F>6>&>>4>>I>Բ>_>>u>>>r>b>->>C>`Y>P>/>>>%>ƾ>Q>ܿ>|>k}>[>K>*> >I>>>w>>l>> >S>M>>Data imported from folder=\\emesrv1\data:baf109:SAXS:Apatite_final:Ex-situ Annealing:Maskings:un_ann:;Data file name=un_both.dat;Q`'nϽϽTS_un_both_mod )nT????'n7K8~.U?JP?G?_@?$9?.?'?!?X??:? ??t>U>>$>[+>B:>uъ>#n>^>RN>=>>o>d>kC>===R===; n:":뿙:w:D:b:L:↣:ə::#6:1H;t.;@N;^W;=d;3;;H;Щ;ե;};j; j;`l;R/;;֊;N;;X{;B;v;);@e;zd;\i;(V;ruI;N;3;=;; ;z_;S ;dj:H`::::8G:3JH:4:r5: +:Qg:a: :9Q98=9::b:r: R :;9999: w919.3 :D :P9-{:E:":G$:$:T1::#:V:ل(: :6:@:w1:3d:2j&:EaU: :g!:[::=:$:6U:Z)::=p:?:V9:Ú9%994 999(z9A99߳9]9@9Y99֫9aZ9wM9T9Ω9Ք9^)9Z999|*9֒9=ά939d99/9sw9Hb990/99 Q9_9/59ȅ9F9m9I999 99,99l99w9m9 999V9(9n9J999L9q9g99999Y.9Ϯ9n9x9ȍ9(9q9$999Ô9*99~9n'x999k9995ߣ9'ۇ9}9}9e9:9]9R9F939C997;9M9 z9i 9<9Н9 9/i9o9`9`^9C9n9.P9qh9?9u9i_9a6B9J999d9Wt9ɟ9uV9!]9<9hi9999ja99*99o>9iC92~9e9g9i9`9ܯ999.9ג99h9>9Ψ9k99Tn9d:1v9ú99k:*`99ʃ9]9e$:9::K9ga::/:,9ܓ:v{999q9::79Data imported from folder=\\emesrv1\data:baf109:SAXS:Apatite_final:Ex-situ Annealing:Maskings:un_ann:;Data file name=un_both.dat;  'nfit_R_un_both_mod )nJ ?/`???? ?@'n84sTR>?>(?x ?M9?1>?Ai?6`?>ڈ8? *:b?$@?tr6!?â?e`?X`2?24-}?r}=?>?ۓ?o?V&?2'G?Z?`B;|'?4$??bЕ?P b?^5? ?M#? 8~&??q? j?>W? ɕ?-Cr?^?)???qehr?amh?ym?ԧ2B??Wק)?p ()Ѧ?*m}3?2c5?I,]?s6?^ ז?}KO?-?*މ?kɂ?$?C\sz?et?:o?$k{g?qSa? .n\?б, Y?ӈpY?e%Q[?`?Ŋt`d?ݒli?kbo?! r?uu?%Yy?c!J|?j׎.f?S2'?ggv?]͙??I֟=?F^d?))?݅?-!F?`EW?i",;?=?{s*(? ?C㟕~? {?edx? !?u? '-r?D?q6n?; si?/d?a_?qÒX?dwS?ɡ)ȄM?z*H? o9*F?7$F?n U;=H?}SRL?4P?]R3hSS?ΒJ?@?Ք]߁@?3 w@?b??JWr=?⽷`7:?}9p7?>i I4?T@E1?W"/-?')?ֳ'?`&?Jz&?]E4n`'?N>(?rx[(?ipln(?[L'?=Bq&?d#$?V"?h!E!?xL ?6΃? -&g?8|'?@?`?l̦?]Ƞ ?K(?Ƈy ?*g1?P? Tb?~MrX?DJi?n%?bB?Curve fit with data subrange: R_un_both_mod[11,226] fit_R_un_both_mod= HardCylinder_fit33(W_coef,fitX_R_un_both_mod[p]) W_coef={2.9962,49.366,2.8718,3.3771,5.4783e-005} V_chisq= 42.4512;V_npnts= 216;V_numNaNs= 0;V_numINFs= 0; V_startRow= 11;V_endRow= 226; W_sigma={0.299,0.243,0.346,1.17,0.00014} Coefficient values one standard deviation w_0 =2.9962 0.299 w_1 =49.366 0.243 w_2 =2.8718 0.346 w_3 =3.3771 1.17 w_4 =5.4783e-005 0.00014 !ـ&nfitX_R_un_both_mod )n????9 ?DO`?Dn?P?[)LM?ZȞ?=W?EE?_?MV? I?m9;?z ?`Z?>A?!hO?Ǚx?}}6ژ?+\A=?hFaF?$- ?5حr?H-ܚ?ws-H?n+?92)e%?S-]?Ӝ ?ْ}?#IH?];l?<[dV?[b?S?Pgw!0?5,q?Cq?6U?%A3:? -X?"2š? ?{(eZU?\?ˬ?'v5?#(?> У?@f ?(cOq?͏\ä? ׵?OdAWk?#O?@ڠ?;HФPq?^OOdd˦?ҭ&?{Qr,΃?]o/? B?eZh?ȻL?_Gsj?N LЩ?p^8?79ț?&AZ ?2{y?5DT?,SW?Wɬ?!!;?Ćخ9 ?YI/W?yK?u&N\%?jP;D?wቓ?+1?h'nW_coef )n????:L̈~H@خH@4ca@T@ @9и ?:=ߦ?=E=wJ=;O=y;>>>F>>b>iR >q >y >]>>>k>a>i>pw>x>(>>>Y4>a>h>pB!>ٙ">#>M%>Q&>X'>`Y)>h*> ,>d->.>H0>Pp1>X2>!4>{5>6>8-8>@9>H:>8<>=>>>(D@>0A>8B>OD>E>G>[H> I>(K>fL>M>O>rP>Q>&S>}T>U>1W>X>Y>i:[>p\>x]>E_>`>a>YQc>`d>f>\g>ضh>Aj>Ihk>l>n>so>)p>1%r>|s>t>0v>w>x>9z>{>|>D~>>5{>9(>Ӂ>>,>ك>^>a2>e߅>>8>>֐><>>B>FB>>>F>>k>nL>#>'>P>>>V>K>O>[>>>`>t >(>,e>>佚>i>>Pœ>To> >ƞ>s>u>y̠>-x>1%>Т>|>)>Rդ>V> .>٦>†>v2>+ި>/>6>>>O;>S>>?>>t>(D>,>>H>>M>M>>>nQ>r>&>U>>>GZ>>>^>g >> c>>>@>>j>]>a>o>>~>2r>6>>v>S">> {>&>t>(~>)>>>I.>>>f1>>>5>>;>8>>X> <>>Ĕ>y@>->>C>J>>F>g>>I>>8>L>>>YQ> >>vT>*>ޫ>W>G>>Z>d>>]>1>>_>N >>b>k>>e>><>h>>Y>j>r>'>m>>C>p>>>r>y>.>u>!>>w>?g?f??sh?M?'?Data imported from folder=\\emesrv1\data:baf109:Boshra:LATEX Boshra 2:Chapter3(SAXS):;Data file name=agbeh02.dat;90q &n|R_agbeh02&n|????&n>D4DC[CCB-BOiB55BQ B>sAAݞArAJA*AAC@@z@y@S@YM@d@|L@8@'@_@X< @H???2u?`v?_?? ?!??!}?lo?'c?Y?/O?F?d>?6?c0?ZG+?%?3{ ?G?o? ?\=?k?v?!?U ?[ ?B?!?K?E?]?.(?5?zH?f???0@0T@qNAAwAu+sAn@w+ @ ?n1?>%->ɇ>E>ᛎ>S>{>Fp>Wh>Ka>R>SK>ɁE>@>/=>9>z6>K4>?2>0>!.>,>@u*> (>*G'>%>#>">e!>U >F>>bQ>cb>2>0>->->>=>i\>5>>[>g$><>e^ >l >r > >B >U >m>\Z>>M>X,>an>X>> 8>K >c >~) >|>r>S> >I0->B>l>c>?@M?,"@|j@9|@r?y ? >t>eJ>2>f$>}>>>>> ={5==P=f==5==%==.==u=====M===c=:==X=TR==m==ip=N= ==R===d=t=]==G=Y=(O===i==jq=,=5$="==շ=3=?>o=@>W=U>{f> >>.'>J>%>N>No?v?c@[??ӣ>$]>,>V>>">==X= }=]= =&=$=e=x=6=^==o =f==6=D== ==)=-h=!= =====F= Z=E=Ѿ====-=Z=Q=0Q=s=n===$=z=1=N=A== =E=@=Nd=ʨ=+=]E=*=/=hp===&==(9==I==k== >:->>>>r>C>_>=s=O==9===$=r =_===:===:=5=G.=nr=G=k=d=+=Ff=B=1=}Ƽ==c׻==ֺ=ﷺ=[="b=a-==8==v==== =K=1=p=x={=M=i=S==>=zی=ʐ===Data imported from folder=\\emesrv1\data:baf109:Boshra:LATEX Boshra 2:Chapter3(SAXS):;Data file name=agbeh02.dat;+:0q%n|S_agbeh02&n|????%n?%\B-> BANAoA@Wh@"@??r?@IJ?F?0>>_>܁>p X>g/≯>~==6ݴ==b=e&h=ޏN=U4==t =I<<<<<<+ם<%!Xr>rD?+)?K>6=<:n:KF:;Y(::@9992Q9Q9yv91P99X99$9U„9^9A99\]}9 t9s9v9Lu9q9en9޲k9,p9d9j9f9+f9IE^9i9^b9y99Wo999&9999p99$99Э99a9p99Ď:G]:$:hr:g;G;w;#z;;գ:q{:`:iC:fH::sV0: /:?%:h*: -:):{4:,.: 6:WB:Z@:#D:DC:qF::T:bI[:"T:1)a:h:0k:~:MH{:ٹ:T:Zć:6ێ:*: {:f:U:̪:C:::1k ;S;7;;;o;گ;t;Kcs;H(;t;@;Ф;::):C;l;Data imported from folder=\\emesrv1\data:baf109:Boshra:LATEX Boshra 2:Chapter3(SAXS):;Data file name=agbeh02.dat; *d TXET????7Cone shape modelCone shape model#pragma rtGlobals=1 // Use modern global access method. #include "IR1_Loader" ///////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////// //cone sigma R +Schulz Function Cone_fit_schulz (w,q): FitFunc Wave w Variable q Variable radius, distribution // w[0]=amplitude // w[1]=radius // w[2]=sigma R // w[3]=roughness // w[4]=bg Variable rough, R, Ri,Rj Variable result, endresult,lambda, R2,resultF, s,qz,endresultF, i,j,m, length,scale,Flu,rho,n,dlength,Rf,dR length=34e4 //length of the track in A n=1 dR=w[5] m=100 R = w[1] R2=w[5] Rf=R-dR // final radius rough=w[4] dlength=length*(1/n) s=w[6] for ( j = 0 ; j < m ; j += 1 ) Rj= j / m * 6 * w[2] + ( R - 3 * w[2] ) distribution = NormSchulz( Rj, R , w[2] ) result=dlength*distribution*Scattering2(q, Rj,R2,s) ^2 endresult=endresult+result endfor return ( w[0] * (rho/100)*Pi *w[1]^2) ^ 2 * (1e-48) * 4 * (Flu / scale) *endresult*exp(-(rough^1) * q^1) +w[3] End //-------------------------------------------------------------------------------------------------------------------------- Function Scatteringqz(q, rad,length) Variable q,rad,length // rad=track radius Variable result result=(bessJ(1,rad*q)/( rad*q)) return result End //-------------------------------------------------------------------------------------------------------------------------- Function Scattering2(q ,rad,rad2,s) Variable q,rad,rad2,s // rad=track radius Variable result result=(1-s)*(bessJ(1,rad*q)/( rad*q))+s*(bessJ(1,rad2*q)/( rad2*q)) return result End ///////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////// #3d TXET????2Hard Cylinder modelsHard Cylinder models#pragma rtGlobals=1 // Use modern global access method. #include "IR1_Loader" ///////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////// //hard cylinder //Distribution of the radius /Cylinders are not all parallel (distribution of angle) // distribution of angle w[3] should be very small as initial guess(~0.1) // Fix the length of the track while fitting Function fCyl_PolyRadius(w,qq) :FitFunc Wave w Variable qq Variable scale,radius,bkg,length, sigma, sigma_alpha scale = w[0] // amplitude radius = w[1] //radius (A) sigma = w[2] // width of distribution in A sigma_alpha = w[3] * Pi/180 //convert to radian (width of the distribution of angle) bkg = w[4] // background (cm^-1) length = w[5] // length of the track (A) (this should be kept constant) Variable ii, vcyl, summ, yyy, answer, nr, ri nr = 100 summ = 0.0 ii=1 do ri = ii * 6 * sigma / nr + ( radius - 3 * sigma ) yyy = rad_kernel (qq, radius, sigma, ri , sigma_alpha, length ) summ = yyy + summ ii+=1 while (ii<=nr) Vcyl = Pi * (radius)^2 * length answer = summ * scale + bkg //answer = summ * scale / Vcyl^2 + bkg Return (answer) End //-------------------------------------------------------------------------------------------------------------------------- Function rad_kernel(qw, radius, sigma, ri, sigma_a, length) Variable qw, radius, sigma, ri, sigma_a, length Variable dr, Pq Pq = fCylinderForm(ri,qw, sigma_a, length) //dr = (1 / sigma) * exp( - ( ri - radius ) ^ 2 / (2 * sigma ^ 2) ) dr = (1 / 41.6640) * exp( - ( ri - radius ) ^ 2 / (2 * sigma ^ 2) ) return (Pq*dr) End //-------------------------------------------------------------------------------------------------------------------------- Function fCylinderForm(ri, qq, sigma_a, length) Variable ri, qq, sigma_a, length Variable vb,vcyl,yyy Variable answer,na,i,alphai, b na = 100 answer = 0.0 i=1 do alphai = 6*i*sigma_a/na+(Pi/2-3*sigma_a) //b = (1/ sigma_a ) * exp( - (Pi/2 - alphai) ^2 / (2*sigma_a ^2) ) b = (1/ 41.6640) * exp( - (Pi/2 - alphai) ^2 / (2*sigma_a ^2) ) yyy = b * cyl(qq, ri, length, alphai) answer += yyy i+=1 while (i<=na) vcyl = Pi * ri * ri * length //answer =4 * answer * vcyl ^2 answer =4* answer Return (answer) End //-------------------------------------------------------------------------------------------------------------------------- Function cyl(qq,rr,length,theta) Variable qq,rr,theta, length Variable retval,t1,t2,b2, b1 t1 = (sin(qq * (length / 2) * cos(theta))) ^ 2 t2 = ( bessJ(1, ( qq * rr * sin(theta) ) ) ) ^ 2 * sin(theta) b1 = (qq * (length / 2) * cos(theta)) ^2 b2 = ( qq * rr * sin(theta) ) ^ 2 retval = ( t1 * t2 ) / ( b2 * b1 ) return retval End ///////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////// //Simple hard cylinder (disribution of the radius) Function HardCylinder_Sigma_R (w,q): FitFunc Wave w Variable q Make/O/D/N=100 radius, distribution // w[0]=amplitude // w[1]=radius // w[2]=background // w[3]=wid distr Variable result, endresult, i radius=(p+1)/100*6*w[3]+(w[1]-3*w[3]) distribution=NormDist3(radius,w[1],w[3]) for (i=0; i<100; i+=1) result= distribution[i] * w[0]* Scattering_hardcylinder3 ( q, radius[i] ) + w[2] endresult=endresult+result endfor return endresult End //-------------------------------------------------------------------------------------------------------------------------- Function NormDist3(x, x0, wid) //Normal distribution Variable x, x0, wid Variable dr //result=(1/sqrt(2*pi)/wid)*exp(-1/2*(x-x0)^2/wid^2) dr = (1 / 41.6640) * exp( - ( x - x0 ) ^ 2 / (2 * wid ^ 2) ) return dr End //-------------------------------------------------------------------------------------------------------------------------- Function Scattering_hardCylinder3(q, rad) Variable q, rad // rad=track radius Variable result //result=(bessJ(1,rad*q)/q)^2 result=(bessJ(1,rad*q)/(q*rad))^2 return result End ///////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////// //hard cylinder (with distribution of the radius and roughness of the side-walls) Function HardCylinder_fit33 (w,q): FitFunc Wave w Variable q Variable radius, distribution // w[0]=amplitude // w[1]=radius A // w[2]=sigma R // w[3]=roughness // w[4]=bg Variable result, endresult, resultF, radius_c , i , sigmaD radius_c = w[1] sigmaD = w[3] // roughness for ( i = 0 ; i < 100 ; i += 1 ) radius = i / 100 * 6 * w[2] + ( radius_c - 3 * w[2] ) distribution = NormDist33 ( radius , w[1] , w[2] ) result=distribution*(Scattering_hardcylinder33(q, radius) )^2 endresult=endresult+result endfor //return w[0] * endresult* exp(-(sigmaD^1) * q^1) + w[4] / q^4 return w[0] * endresult* exp(-(sigmaD^2) * q^2) + w[4] End //-------------------------------------------------------------------------------------------------------------------------- Function NormDist33 (x, x0, wid) //Normal distribution Variable x, x0, wid Variable result result=(1/41.664)*exp( - ( x - x0 ) ^ 2 / ( 2 * wid ^ 2 ) ) return result End //-------------------------------------------------------------------------------------------------------------------------- Function Scattering_hardCylinder33 (q, rad) Variable q, rad // rad=track radius Variable result result=(bessJ(1,rad*q)/( rad*q)) return result End ///////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////// //hard cylinder (with distribution of the radius and roughness of the side-walls and linear edge) Function HardCylinder_fit (w,q): FitFunc Wave w Variable q Variable radius, distribution // w[0] = amplitude // w[1] = radius // w[2] = sigma R // w[3] = roughness // w[4] = bg // w[5] = wrad Variable result, endresult , radius_c , i , sigmaD , wrad , rough_conv_E , rough_conv_G , rough_conv_L radius_c = w[1] sigmaD = w[3] // roughness wrad = w[ 5 ] for ( i = 0 ; i < 100 ; i += 1 ) radius = i / 100 * 6 * w[2] + ( radius_c - 3 * w[2] ) + wrad distribution = NormDistribution ( radius , w[1] + wrad , w[2] ) result = distribution * ( (w[1] ^ 2 ) * Scattering_hardcylinder ( q, ( radius - wrad ) ) + linedge ( q , radius , wrad ) ) ^ 2 endresult = endresult + result endfor rough_conv_E = exp( - (sigmaD * q ) ) rough_conv_G = exp(- (sigmaD * q ) ^ 2 ) rough_conv_L = 1 / Pi * sigmaD / ( sigmaD ^ 2 + q ^ 2 ) //sigma~ 0.1 return ( w[0] ) * endresult * rough_conv_G + w[ 4 ] / q ^ 4 End //-------------------------------------------------------------------------------------------------------------------------- Function NormDistribution (x, x0, wid) //Normal distribution Variable x, x0, wid Variable result result=(1/41.664)*exp( - ( x - x0 ) ^ 2 / ( 2 * wid ^ 2 ) ) return result End //-------------------------------------------------------------------------------------------------------------------------- Function Scattering_hardCylinder (q, rad) Variable q, rad // rad=track radius Variable result result=(bessJ(1,rad*q)/(rad*q)) return result End //-------------------------------------------------------------------------------------------------------------------------- Function edgefunc (x) Variable x NVAR R_g,q_g,wrad_g Variable result result= (-x + R_g + wrad_g ) / ( 2 * wrad_g ) * BesselJ( 0 , x * q_g ) * x return result End //-------------------------------------------------------------------------------------------------------------------------- Function linedge (q, radius,wrad) Variable q, radius,wrad Variable/G R_g=radius Variable/G wrad_g=wrad Variable/G q_g=q NVAR R_g,q_g,wrad_g Variable result result=integrate1D( edgefunc , R_g - wrad_g , R_g + wrad_g , 2 ) return result End ///////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////// //hard cylinder Sigma R new Function HardCyl_sigma_R(w,qq) :FitFunc Wave w Variable qq Variable scale,radius,bkg,length, sigma, sigma_alpha scale = w[0] // amplitude radius = w[1] //radius (A) sigma = w[2] // polydispersity (06 closer to step function // w [3] = width of distribution in A // w[4] = BG Variable result, endresult, i, radius for (i=1 ; i<50 ; i+=1) radius= i * 6 * w[4] / 50 + ( w[1] - 3 * w[3] ) result= ( w[0] ) * exp( - ( radius - w[1] ) ^ 2 / ( 2 * w[3] ^ 2 ) ) * ( F_q (q, radius, w[2] ) ) ^ 2 + w[4] endresult=endresult+result endfor return endresult End //-------------------------------------------------------------------------------------------------------------------------- Function Gauss_n_Bess(c) Variable c NVAR q_g, n_g, R_g Variable result result=exp(-c^n_g/R_g^n_g)*BessJ(0,q_g*c)*c return result End //-------------------------------------------------------------------------------------------------------------------------- Function F_q (q, R, n) Variable q, R, n Variable/G R_g=R Variable/G n_g=n Variable/G q_g=q Variable result result=integrate1D(Gauss_n_Bess,0,100,2) return result End /////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////)d TXET????Core edge modelCore edge model#pragma rtGlobals=1 // Use modern global access method. #include "IR1_Loader" ///////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////// //core edge model (core is a hard cylinder and there is a soft transition between core and the metrix) Function Core_edge (w,q): FitFunc Wave w Variable q // w [0] = amplitude // w [1] = radius_core (A) // w [2] = BG // w [3] = width of the distribution of radius // w [4]=radius_edge (A) Variable endresult, i, R_c, R_e, result_t, result_ce, sigma, rc_i, bg, Amp, normalization, length R_c = w[1] R_e = w[2] sigma = w[3] bg = w[4] Amp = w[0] for (i=1 ; i<100 ; i+=1) rc_i = 6 * sigma *i /100 + ( R_c - 3 * sigma) normalization = exp( - ( rc_i - R_c ) ^ 2 / ( 2 * (sigma^2))) result_ce = normalization * ( rc_i * BessJ(1,rc_i*q) / q + F_qe (q,R_e, R_c) )^2 result_t = result_ce + result_t endfor return ( Amp * result_t + bg ) End //-------------------------------------------------------------------------------------------------------------------------- Function F_qe (c,Re,Rc) Variable c,Re, Rc Variable result result=1/2 * exp(-1/4 * (c ^ 2 * Re ^ 2 )) * Re ^ 2 return result End /////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////d TXET????Core shell modelsCore shell models#pragma rtGlobals=1 // Use modern global access method. #include "IR1_Loader" ///////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////// //core-shell Patrick (Normal distribution for the radius of the core) Function Core_Shell_Patrick (w,q): FitFunc Wave w Variable q Make/O/D/N=100 radius, distribution //a =w[0]= amplitude //b = w[1]=rho //c = w[2]=Rc Radius core in A //d = w[3]=Rs Radius shell in A //e = w[4]=background //f = w[5]=width of distribution in A Variable result, endresult, i radius=( p + 1 ) / 100 * 6 * w[5] + ( w[2] - 3 * w[5] ) distribution=NormDist(radius,w[2],w[5]) for (i=0; i<100; i+=1) result=distribution[i] * ( w[0] * Scattering (q, w[1], radius[i], radius[i] * w[3] / w[2] )+ w[4] ) endresult=endresult+result endfor return endresult End //-------------------------------------------------------------------------------------------------------------------------- Function NormDist (x, x0, wid) //Normal distribution Variable x, x0, wid Variable result result=(1 / sqrt( 2 * pi ) / wid ) * exp( - 1 / 2 * ( x - x0 )^2 / wid^2 ) return result End //-------------------------------------------------------------------------------------------------------------------------- Function Scattering (q, rho, r_c, r_s) Variable q, rho, r_c, r_s Variable result result=( ( 1 - rho ) * (r_c / q) * bessJ( 1 , r_c * q ) + rho * ( r_s + r_c ) / q * bessJ( 1 , ( r_s + r_c) * q ) )^2 return result End ///////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////// //CoreShell model (Schulz distribution for the ) // This function is NOT normalized Function coreshell_fit_schulz (w,q): FitFunc Wave w Variable q Variable radius, distribution // w[0]=amplitude // w[1]=radius shell + core // w[2]=Distribution of the total radius (core + shell) // w[3]=bg // w[4]=s // ratio rho1/rho2 // w[5]= Radius of the core (A) // w[6]=roughness (A^2) Variable rough, R,Rj Variable result, endresult, Rc, s,j,m m = 100 s = w[4] R = w[1] Rc = w[5] //rough = w[6] for ( j = 0 ; j < m ; j += 1 ) Rj= j / m * 6 * w[2] + ( R - 3 * w[2] ) distribution = NormSchulz2( Rj, R , w[2] ) result = distribution * Scattering4 ( q, Rj , Rc , s ) ^2 endresult=endresult+result endfor // return ( w[0] ) ^ 2 * 4*endresult*exp(-(rough^1) * q^1) +w[3] return ( w[0] ) ^ 2 * 4*endresult +w[3] End //-------------------------------------------------------------------------------------------------------------------------- Function NormSchulz2 (Rj, R , wid) //Schulz distribution Variable Rj, R , wid Variable result ,z1,z,a,b,zz z = ( R / wid ) ^ 2 - 1 z1 = z + 1 a = z1 / R b = z zz=1/wid^2-1 result = exp ( zz * ln( Rj ) - gammln( zz + 1 ) + ( zz + 1 ) * ln( ( zz + 1 ) / R ) - ( Rj * ( zz + 1 ) ) / R ) return result End //-------------------------------------------------------------------------------------------------------------------------- Function Scattering4(q ,Rj,Rc,s) Variable q,Rj,Rc,s // rad=track radius Variable result result=(1-s) * ( bessJ(1, Rj * q) / ( Rj *q) ) + s * ( bessJ(1, Rc * q) / ( Rc * q ) ) return result End /////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////CHd0TMW????GSAS_FitLogSAS_FitLogSAS_FitLog: Irena Log-P2-P264L564L5Normal ha  BHHHH$$p$zZZ *GG?This is log results of processing SAS data with Irena package.  28/09/2010, 3:19 PM  0*********************************************** 0*********************************************** Data load record 28/09/2010, 3:19 PM qFile path and file name C:data:SAXS:SAXS 07 2010 Analysis:Quartz masks (Kluth_2_abs_scale):q_1Pb_1e11_37:17.dat  2Loaded on Tue, 28 Sep 2010 3:19:56 PM 3Data stored in : root:'Jul 2010 q_1Pb_1e1':17: 1New waves named (Int,q,error) : R_17 Q_17 S_17 Comments and processing: Q was in A  0*********************************************** 0*********************************************** Data load record 28/09/2010, 3:19 PM tFile path and file name C:data:SAXS:SAXS 07 2010 Analysis:Quartz masks (Kluth_2_abs_scale):q_1Pb_1e11_37:17_bg.dat  2Loaded on Tue, 28 Sep 2010 3:19:56 PM 6Data stored in : root:'Jul 2010 q_1Pb_1e1':17_bg: :New waves named (Int,q,error) : R_17_bg Q_17_bg S_17_bg Comments and processing: Q was in A  0*********************************************** 0*********************************************** Data modification record 28/09/2010, 3:20 PM Data set names  Data set 1 : Folder $ Intensity/Q/errror wave names  Data set 2 : Folder $ Intensity/Q/errror wave names  Points removed  /No numerical corrections applied to Data set 1  Data set 2 corrections Intensity multiplied by 0.98 #Intensity background subtracted 0 Q shifted by 0 Error multiplied by 1  $Data subtracted ... Data 1 - Data 2  2 Data saved in root:'Jul 2010 q_1Pb_1e1':'17': 4 Int/Q/err wave names R_17_mod Q_17_mod S_17_mod 0***********************************************  0*********************************************** 0*********************************************** Data load record 28/09/2010, 3:43 PM nFile path and file name \\emesrv1\data:baf109:SAXS:Apatite_final:Ex-situ Annealing:Maskings:un_ann:un_BG.dat  2Loaded on Tue, 28 Sep 2010 3:43:54 PM 7Data stored in : root:'Apa (ex-situ) UnAnn':un_BG: :New waves named (Int,q,error) : R_un_BG Q_un_BG S_un_BG Comments and processing: Q was in A  0*********************************************** 0*********************************************** Data load record 28/09/2010, 3:43 PM pFile path and file name \\emesrv1\data:baf109:SAXS:Apatite_final:Ex-situ Annealing:Maskings:un_ann:un_both.dat  2Loaded on Tue, 28 Sep 2010 3:43:54 PM 9Data stored in : root:'Apa (ex-situ) UnAnn':un_both: @New waves named (Int,q,error) : R_un_both Q_un_both S_un_both Comments and processing: Q was in A  0*********************************************** 0*********************************************** Data modification record 28/09/2010, 3:44 PM Data set names  Data set 1 : Folder $ Intensity/Q/errror wave names  Data set 2 : Folder $ Intensity/Q/errror wave names  Points removed  /No numerical corrections applied to Data set 1  Data set 2 corrections Intensity multiplied by 0.98 #Intensity background subtracted 0 Q shifted by 0 Error multiplied by 1  $Data subtracted ... Data 1 - Data 2  6 Data saved in root:'Apa (ex-situ) UnAnn':un_both: C Int/Q/err wave names R_un_both_mod Q_un_both_mod S_un_both_mod 0***********************************************  0*********************************************** 0*********************************************** Data load record 17/04/2013, 6:35 PM `File path and file name \\emesrv1\data:baf109:Boshra:LATEX Boshra 2:Chapter3(SAXS):AGBEH02.dat  2Loaded on Wed, 17 Apr 2013 6:35:14 PM #Data stored in : root:AGBEH02: @New waves named (Int,q,error) : R_AGBEH02 Q_AGBEH02 S_AGBEH02 Comments and processing: Q was in A  0*********************************************** 0*********************************************** Data load record 17/04/2013, 6:36 PM `File path and file name \\emesrv1\data:baf109:Boshra:LATEX Boshra 2:Chapter3(SAXS):AGBEH02.dat  2Loaded on Wed, 17 Apr 2013 6:36:43 PM #Data stored in : root:AGBEH02: @New waves named (Int,q,error) : R_AGBEH02 Q_AGBEH02 S_AGBEH02 Comments and processing: Q was in A  0*********************************************** 0*********************************************** Data load record 17/04/2013, 6:38 PM `File path and file name \\emesrv1\data:baf109:Boshra:LATEX Boshra 2:Chapter3(SAXS):AGBEH02.dat  2Loaded on Wed, 17 Apr 2013 6:38:18 PM #Data stored in : root:AGBEH02: @New waves named (Int,q,error) : R_AGBEH02 Q_AGBEH02 S_AGBEH02 Comments and processing: Q was in A  0*********************************************** 0*********************************************** Data load record 17/04/2013, 6:39 PM `File path and file name \\emesrv1\data:baf109:Boshra:LATEX Boshra 2:Chapter3(SAXS):agbeh02.dat  2Loaded on Wed, 17 Apr 2013 6:39:51 PM #Data stored in : root:agbeh02: @New waves named (Int,q,error) : R_agbeh02 Q_agbeh02 S_agbeh02 Comments and processing: Q was in A Z<Tp(bD\x2n"Xx"LTjv$ : X d @ L ` h  > P \ r z 8Xjv6J\6B`"^ Vn0ZJb~$N>VrB2Jf 6|Normal+ haeArialROGIXX  Rt[)8winspool\\eme\KONICA MINOLTA C253 Series PCLIP_150.203.178.99\\eme\KONICA MINOLTA C253 Seri`)? 4dXXA4X)SPLXX)IOPTHMPCLXLF 4 ++++4 L -e4 4 L -dInTray1InTray2InTray3InTray4InTrayLCTInTrayManualdd}}WM_101URGENTURGENTArialHXXPsRGB_ArialCourier NewTimes New RomanSymbolWingdings ArialCourierTimes New RomanSymbolWingdings#iv4 EME DefaultIgor.exe%E*a(h// Platform=WindowsNT, IGORVersion=6.323, architecture=Intel, systemTextEncoding="Windows-1252", historyTextEncoding="Windows-1252", procwinTextEncoding="Windows-1252" Silent 101 // use | as bitwise or -- not comment. SetDataFolder root:Packages:ImportData: DefaultFont "Arial" DefaultGuiFont/Win all={"Tahoma",12,0} Graph0() String/G root:gWMSetNextTextFilesTextEncoding = "Windows-1252" // Text encoding for SAS_FitLog. Used by Igor Pro 7. OpenNotebook/N=SAS_FitLog/K=3/W=(235.5,44.75,817.5,592.25)/J=192827/V=0 "SAS_FitLog" as "SAS_FitLog: Irena Log" String/G root:gWMSetNextTextFilesTextEncoding = "Windows-1252" // Text encoding for "Core shell models". Used by Igor Pro 7. OpenProc/W=(628.5,53.75,1239.75,715.25)/J=188817 "Core shell models"; MoveWindow/P=$"Core shell models" 0, 0, 0, 0 // Minimize the window. String/G root:gWMSetNextTextFilesTextEncoding = "Windows-1252" // Text encoding for "Core edge model". Used by Igor Pro 7. OpenProc/W=(5.25,42.5,504.75,337.25)/J=186976 "Core edge model"; MoveWindow/P=$"Core edge model" 0, 0, 0, 0 // Minimize the window. String/G root:gWMSetNextTextFilesTextEncoding = "Windows-1252" // Text encoding for "Soft Cylinder models". Used by Igor Pro 7. OpenProc/W=(125.25,72.5,533.25,674.75)/J=183878 "Soft Cylinder models"; MoveWindow/P=$"Soft Cylinder models" 0, 0, 0, 0 // Minimize the window. String/G root:gWMSetNextTextFilesTextEncoding = "Windows-1252" // Text encoding for "Hard Cylinder models". Used by Igor Pro 7. OpenProc/W=(642.75,50,1305.75,728)/J=170779 "Hard Cylinder models"; MoveWindow/P=$"Hard Cylinder models" 0, 0, 0, 0 // Minimize the window. Graph2() MoveWindow/P 5.25,42.5,504.75,337.25 Graph1() MoveWindow/C 4.5,440.75,634.5,715.25 String/G root:gWMSetNextTextFilesTextEncoding = "Windows-1252" // Text encoding for "Cone shape model". Used by Igor Pro 7. OpenProc/W=(71.25,51.5,622.5,645.5)/J=168514 "Cone shape model" KillStrings/Z root:gWMSetNextTextFilesTextEncoding Window Graph1() : Graph PauseUpdate; Silent 1 // building window... String fldrSav0= GetDataFolder(1) SetDataFolder root:'Apa (ex-situ) UnAnn':un_both: Display /W=(687.75,175.25,1181.25,527.75) R_un_both_mod vs Q_un_both_mod AppendToGraph fit_R_un_both_mod vs fitX_R_un_both_mod AppendToGraph :::Packages:ImportData:fit_R_un_both_mod vs :::Packages:ImportData:fitX_R_un_both_mod SetDataFolder fldrSav0 ModifyGraph mode(R_un_both_mod)=3 ModifyGraph marker(R_un_both_mod)=8 ModifyGraph lSize(fit_R_un_both_mod)=1.2 ModifyGraph rgb(R_un_both_mod)=(0,39168,0),rgb(fit_R_un_both_mod)=(52224,0,0),rgb(fit_R_un_both_mod#1)=(0,0,65535) ModifyGraph log=1 ModifyGraph mirror=1 ModifyGraph axThick=1.2 Cursor/P A R_un_both_mod 11;Cursor/P B R_un_both_mod 226 ShowInfo TextBox/C/N=CF_R_un_both_mod/X=43.07/Y=69.55 "Coefficient values one standard deviation\r\tw_0\t=2.9962 0.299\r\tw_1\t=49.366 0.243\r\tw_2\t=2.8718 0.346" AppendText "\tw_3\t=3.3771 1.17\r\tw_4\t=5.4783e-005 0.00014" EndMacro Window Graph2() : Graph PauseUpdate; Silent 1 // building window... String fldrSav0= GetDataFolder(1) SetDataFolder root:agbeh02: Display /W=(753.75,329.75,1208.25,653) R_agbeh02 vs Q_agbeh02 SetDataFolder fldrSav0 ModifyGraph lSize=2 ModifyGraph rgb=(65280,16384,35840) ModifyGraph log=1 ModifyGraph mirror=2 ModifyGraph minor=1 ModifyGraph lblMargin(bottom)=4 ModifyGraph axThick=1.2 Label left "\\Z14Scattering intensity (a.u)" Label bottom "\\Z12\\Z14q (\\S\\Z12-1\\M\\Z14)" SetAxis bottom 0.015,0.4 MoveWindow 0, 0, 0, 0 // Minimize the window. EndMacro Window Graph0() : Graph PauseUpdate; Silent 1 // building window... String fldrSav0= GetDataFolder(1) SetDataFolder root:'Jul 2010 q_1Pb_1e1':'17': Display /W=(152.25,43.25,597,455) R_17_mod vs Q_17_mod AppendToGraph fit_R_17_mod vs fitX_R_17_mod AppendToGraph ::HardCyl:fit_R_17_mod vs ::HardCyl:fitX_R_17_mod AppendToGraph ::'17_bg':fit_R_17_mod vs ::'17_bg':fitX_R_17_mod SetDataFolder fldrSav0 ModifyGraph mode(R_17_mod)=3 ModifyGraph marker(R_17_mod)=8 ModifyGraph lSize(fit_R_17_mod)=1.2,lSize(fit_R_17_mod#1)=1.2 ModifyGraph rgb(R_17_mod)=(65280,32768,45824),rgb(fit_R_17_mod)=(52224,52224,0) ModifyGraph rgb(fit_R_17_mod#1)=(65280,0,0),rgb(fit_R_17_mod#2)=(0,0,65535) ModifyGraph opaque(R_17_mod)=1 ModifyGraph log=1 ModifyGraph mirror=1 ModifyGraph minor=1 ModifyGraph axThick=1.2 Cursor/P A R_17_mod 26;Cursor/P B R_17_mod 164 ShowInfo TextBox/C/N=CF_R_17_mod/X=42.12/Y=57.77 "Coefficient values one standard deviation\r\tw_0\t=16.807 0.282\r\tw_1\t=38.152 0.108\r\tw_2\t=-0.093035 9.83" AppendText "\tw_3\t=9.3796 0.16\r\tw_4\t=1.3571e-006 1.39e-007" MoveWindow 0, 0, 0, 0 // Minimize the window. EndMacro :#pragma rtGlobals=1 // Use modern global access method.