4Misc_StartZ#4Platform@Q9VersionCheck xHH@Rg(HHdh xHH@Rg(HHdh x HH@Rg(HHdh ^Graph*WDashSettings#  !4 4 4 4 4 4 homeRRdC:Users:brg:Desktop:Tibi:Vörös Attila:PBPPN_cikk:PRecentWindows3D Graphics.ihfAdvanced Topics.ihfAnalysis of Functions.ihfAnalysis.ihfAnnotations.ihfCategory Plots.ihfCommands.ihfContour Plots.ihfControls.ihfCurve Fitting.ihfdataData Folders.ihfDebugging.ihfDependencies.ihfDialog Help.ihfGraph0:'v(PB) / M s-1' vs '[S]_PB / M';... 4Misc_EndZ#4XOPState_StartZ#4XOPState_EndZ#;V_FlagV_chisqHQ5i;V_numNaNsV_numINFsV_npnts@V_nterms@V_nheldV_startRowV_endRow@V_startColV_endColV_startLayerV_endLayerV_startChunkV_endChunkS_waveNameswave1;S_pathamesS_fileName ClipboardS_valuemeI•Edit as "data" •Rename wave0,'[S]_PB / M' •Rename wave0,'[S]_PBPPN / M'; Rename wave1,'v(PBPPN) / M s-1' •Display 'v(PB) / M s-1' vs '[S]_PB / M'; AppendToGraph '[S]_PBPPN / M' vs 'v(PBPPN) / M s-1' •ModifyGraph log=0;DelayUpdate •SetAxis left 1.64e-10,0.038;DelayUpdate •SetAxis bottom 1.64e-10,0.038 •SetAxis/A •Label bottom "\\Zr133Guaiacol concentration / mM" •ModifyGraph prescaleExp(bottom)=3 •Display 'v(PB) / M s-1' vs '[S]_PB / M'; AppendToGraph 'v(PBPPN) / M s-1' vs '[S]_PBPPN / M' •ModifyGraph mode=3,useMrkStrokeRGB=1,marker('v(PB) / M s-1')=16,rgb('v(PB) / M s-1')=(0,0,65535),marker('v(PBPPN) / M s-1')=17 •SetAxis left 0,1e-08 •Make/D/N=2/O W_coef •W_coef[0] = {85e-10,0.01} •FuncFit MichaelisMenten W_coef 'v(PB) / M s-1' /X='[S]_PB / M' /D Fit converged properly 'fit_v(PB) / M s-1'= MichaelisMenten(W_coef,x) W_coef={1.9066e-08,0.073264} V_chisq= 1.67924e-19;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 4; W_sigma={4.52e-09,0.0245} Coefficient values ± one standard deviation vm = 1.9066e-08 ± 4.52e-09 K = 0.073264 ± 0.0245 •Make/D/N=2/O W_coef •W_coef[0] = {85e-10,0.01} •FuncFit MichaelisMenten W_coef 'v(PB) / M s-1' /X='[S]_PB / M' /D Fit converged properly 'fit_v(PB) / M s-1'= MichaelisMenten(W_coef,x) W_coef={8.47e-09,0.010182} V_chisq= 4.02019e-19;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 4; W_sigma={7.89e-10,0.00259} Coefficient values ± one standard deviation vm = 8.47e-09 ± 7.89e-10 K = 0.010182 ± 0.00259 •Make/D/N=2/O W_coef •W_coef[0] = {85e-10,0.01} •FuncFit MichaelisMenten W_coef 'v(PBPPN) / M s-1' /X='[S]_PBPPN / M' /D Fit converged properly 'fit_v(PBPPN) / M s-1'= MichaelisMenten(W_coef,x) W_coef={8.8164e-09,0.012287} V_chisq= 1.09419e-18;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 4; W_sigma={1.5e-09,0.00528} Coefficient values ± one standard deviation vm = 8.8164e-09 ± 1.5e-09 K = 0.012287 ± 0.00528 •ModifyGraph lsize('fit_v(PB) / M s-1')=1.5,lsize('fit_v(PBPPN) / M s-1')=1.5,rgb('fit_v(PBPPN) / M s-1')=(65535,0,0) •Make/D/N=2/O W_coef •W_coef[0] = {85e-10,0.01} •FuncFit MichaelisMenten W_coef 'v(PBPPN) / M s-1' /X='[S]_PBPPN / M' /D Fit converged properly 'fit_v(PBPPN) / M s-1'= MichaelisMenten(W_coef,x) W_coef={8.8164e-09,0.012287} V_chisq= 7.40926e-20;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 4; W_sigma={3.89e-10,0.00137} Coefficient values ± one standard deviation vm = 8.8164e-09 ± 3.89e-10 K = 0.012287 ± 0.00137 •Make/D/N=2/O W_coef •W_coef[0] = {85e-10,0.01} •FuncFit MichaelisMenten W_coef 'v(PB) / M s-1' /X='[S]_PB / M' /D Fit converged properly 'fit_v(PB) / M s-1'= MichaelisMenten(W_coef,x) W_coef={8.47e-09,0.010182} V_chisq= 7.25432e-20;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 4; W_sigma={3.35e-10,0.0011} Coefficient values ± one standard deviation vm = 8.47e-09 ± 3.35e-10 K = 0.010182 ± 0.0011 •ModifyGraph margin(left)=144,margin(bottom)=108,margin(right)=144,gfSize=18 •Label left "\\Zr133Reaction rate / 10\\S-10\\M\\Zr133 M s\\S-1";DelayUpdate •ModifyGraph mirror=2,fSize=20,axThick=1.5 •ModifyGraph prescaleExp(left)=10 •Label bottom "\\Zr133Guaiacol concentration / mM" •SetAxis bottom *,0.04;DelayUpdate •ModifyGraph prescaleExp(bottom)=3 •SetAxis left 0,8e-09 •TextBox/C/N=text0/F=0/A=MC "\\s('v(PB) / M s-1') \\Zr133PB\\M\n\\s('v(PBPPN) / M s-1') \\Zr133PB-PPN" •TextBox/C/N=text1/F=0/A=MC "\\K(0,0,65535)v\\Bmax\\M = 84.7 · 10\\S-10\\M M s\\S-1\\M\nK\\BM\\M = 10.2 mM" •TextBox/C/N=text1/B=1 •TextBox/C/N=text0/B=1 •TextBox/C/N=text2/F=0/B=1/A=MC "\\K(65535,0,0)v\\Bmax\\M = 267.5 · 10\\S-10\\M M s\\S-1\\M\nK\\BM\\M = 7.92 mM" •TextBox/C/N=text2 "\\K(65535,0,0)v\\Bmax\\M = 88.2 · 10\\S-10\\M M s\\S-1\\M\nK\\BM\\M = 12.3 mM" •ModifyGraph rgb('v(PBPPN) / M s-1')=(52428,1,1) •TextBox/C/N=text2 "\\K(52428,1,1)v\\Bmax\\M = 88.2 · 10\\S-10\\M M s\\S-1\\M\nK\\BM\\M = 12.3 mM" •ModifyGraph rgb('fit_v(PBPPN) / M s-1')=(52428,1,1) •SavePICT/E=-9 as "HRP.svg" !oz&KhgN6Ky[S]_PB / M????{Gzt?{Gz?{Gz?~jt?ihfN6Kv(PB) / M s-1????Ow)>^Z1>Y^K7>Fײ=>hjN6K [S]_PBPPN / M????{Gzt?{Gz?{Gz?~jt?6]hN6Kv(PBPPN) / M s-1????SR'>" 0>68e6>Fײ=>7N6Kfit_v(PB) / M s-1oSa)????om=q p| =f=N>1*>1`>:Ծ>f>f>$h9^>YqA>s2ws>NB>V[w>Fp >v!>\\">Ǥ7#>Fс#>Or$>y*@%>İ%>+8&>i 79'>'>8rt(>No"` )>[)>V&2*>`lہ*>wI+>Xe+>^Lpu'T,>^1,>zpR->dq->8SF.>ź= .>4Uf//>:/>U.X0>iin=0>n'gr0>&3\L0>g6 &0>ga8 1>E;1>psk1>.1>l1>P 1>0vQ"2>PM2>kxx2>c|2>ó2>){.2>~p3>ml^B3>'i3>_;ю3>u0ֳ3>GT93>B3>JUP4+4>l2A4>/Hc4>s<4>'4>&_4>GPgj4>D&5>rJ$5>q C5>e&C`5>4q~5> Eu5>& 5>&=/5>j"5>'@; 6>f&&6>Ṋ@6>]yZ6>*ot6>@6>./66>݊6>u6>6>&U.7>7>Q#67>QL7>egIc7>V iy7>E~=7>1U ɤ7>@^ 7>& 7>7>e]~47>>e 8>xU 8>}_48>C,QvG8>ZᎩZ8>c w[8>ރUܒ8>қ#8>wU038>7 8>SV`8>*h8>)wQ8>;IyV9>~(9>ht/9>7@9>l}wP9>A?ԇ`9>=@ip9> SO#9>Dݦ9>9>!19>f69>u;9>*Sm,9>M9>87d9>x:>#]:> !:>zF> /:>.FV=:>?A1J:>GN_0X:>[he:>^1}r:>{p:>hB:>u :>`ʼn:>_θ:>nB:>Y t:>fT:>Lhz:>"JP:>1/Г :>$_;>CV$;>t;;>%=[';>n$ 2;> W >;>I;>S;>"V^;>#)0Li;>Oȷs;>T~;>Bm;>Q;>H(;>{@;>=@;>saM*;>b;>D;>oPa;>-;>an;>2+;> 8';> 1e<>m<>i힤<>%"<> +<>Ўиm4<>F-a5=<>@E<>11N<>LW<>&_<>% h<>s.`p<>}}x<>ꨦ<>Aa<>HN<>#<>d.<>g><> Ѱ<>'fit_v(PB) / M s-1'= MichaelisMenten(W_coef,x) W_coef={8.47e-09,0.010182} V_chisq= 7.25432e-20;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 4; W_sigma={3.35e-10,0.0011} Coefficient values ± one standard deviation vm = 8.47e-09 ± 3.35e-10 K = 0.010182 ± 0.0011 V+PN6KW_coef????Q|p0B>1dڄ?)PN6KW_sigma????ޑ=I u' R?.+%N6Kfit_v(PBPPN) / M s-1oSa)????ٽ=O7[C=5=>ߝ>m m >OJи >u˿>œg5>J_>`>_(>(rT>CW>~C)>u>F >CC!>"h2!>SR">K#>1#>Yے$>F0%>mf t%>$9+b&>ہ&>ȅ:'>=(>}mf(>N^')>{ Xa)>31.*>.Wv_*>a;++>.+>Qիt,>Jڮf,>2->wy->;r]->65V.>G$7x.>W*/>EP)/>9B$/>d-0>k^0>LVdҎ0>+ <0>] 0>+~G1>Dl%2G1>4͸[s1>=6Niɞ1>K{1>d1>32>E2>.m2>=2>]&:2>j2>l3>Rdk,3>Q,P3>5[ ׼t3> 3>3> 90W43>P3> HP 4>ꧪ#A4>9m=a4>Fd4>iޛՠ4>cֿ4> g4>Yj4>G5>Z 75>,.T5>b|q5>85>v5>!+j5>q3w5>*5>JKj6>|%.6>&KT7H6>a6>6z6>/41T6>_:̽6>C&6>ǐ 6>ǀ/6>@支k 7>}S~_!7>} 87>YouN7>0>d7>2.zz7> 57>8x7>q"17>hy7>˗7>4$7>M 8>B 8>P@LZ48>'wG8>Vo#[8>YJ5n8>a8>1;-8>~2_/8>%wp8>F 8>y]8>t%F 8>^Έ8>KJ9>n9w!9>%,29>įC9>JIT9>TӴNd9>^zt9>Dv9>_9>0Xcɤ9> g9>1 9>wa-9>*,V9>*X9>^6:>kˣ:>LR:>W+:>c Z@::>CjH:>orV:>}Xd:>6w0r:>< :>DnaD:>%(ȧ:>'̤:>kpf:>y:>`J:>@:>t:>Dv29:>Hw;>*~ ;>| ;>/'&;>+2;>c >;>a3I;>+i*U;>y1a;>l;>>2x;>C{Vj;>R ;>Ӥ;>8PƤ;>vf;>̇1;>M;>9BH;>֘;>p.x) ;>p;>m];>~J<>fs&<>.k9<>Ft7"<>Ipm#!,<>`vP5<>Jg?<>µ_ufI<>J_S<>!F6\<>r]e<>s^o<>x<>G~<><>N8.<>q6<>'fit_v(PBPPN) / M s-1'= MichaelisMenten(W_coef,x) W_coef={8.8164e-09,0.012287} V_chisq= 7.40926e-20;V_npnts= 5;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 4; W_sigma={3.89e-10,0.00137} Coefficient values ± one standard deviation vm = 8.8164e-09 ± 3.89e-10 K = 0.012287 ± 0.00137 *// Platform=WindowsNT, IGORVersion=9.050, architecture=Intel, systemTextEncoding="Windows-1250", historyTextEncoding="UTF-8", procwinTextEncoding="UTF-8", recreationTextEncoding="UTF-8", build=56551 #pragma TextEncoding = "UTF-8" Silent 101 // use | as bitwise or -- not comment. DefaultFont "Arial" MoveWindow/P 5.25,44.75,705,500 Table0() MoveWindow/C 7.5,577.25,1432.5,714.5 Graph0() KillStrings/Z root:gWMSetNextTextFilesTextEncoding Window Graph0() : Graph PauseUpdate; Silent 1 // building window... Display /W=(474,103.25,1266,739.25) 'v(PB) / M s-1' vs '[S]_PB / M' AppendToGraph 'v(PBPPN) / M s-1' vs '[S]_PBPPN / M' AppendToGraph 'fit_v(PB) / M s-1','fit_v(PBPPN) / M s-1' ModifyGraph margin(left)=144,margin(bottom)=108,margin(right)=144,gfSize=18,width=504 ModifyGraph height=504 ModifyGraph mode('v(PB) / M s-1')=3,mode('v(PBPPN) / M s-1')=3 ModifyGraph marker('v(PB) / M s-1')=16,marker('v(PBPPN) / M s-1')=17 ModifyGraph lSize('fit_v(PB) / M s-1')=1.5,lSize('fit_v(PBPPN) / M s-1')=1.5 ModifyGraph rgb('v(PB) / M s-1')=(0,0,65535),rgb('v(PBPPN) / M s-1')=(52428,1,1) ModifyGraph rgb('fit_v(PB) / M s-1')=(0,0,65535),rgb('fit_v(PBPPN) / M s-1')=(52428,1,1) ModifyGraph useMrkStrokeRGB('v(PB) / M s-1')=1,useMrkStrokeRGB('v(PBPPN) / M s-1')=1 ModifyGraph mirror=2 ModifyGraph fSize=20 ModifyGraph lblMargin(left)=39,lblMargin(bottom)=18 ModifyGraph axThick=1.5 ModifyGraph lblLatPos(left)=-3,lblLatPos(bottom)=3 ModifyGraph prescaleExp(left)=10,prescaleExp(bottom)=3 Label left "\\Zr133Reaction rate / 10\\S-10\\M\\Zr133 M s\\S-1" Label bottom "\\Zr133Guaiacol concentration / mM" SetAxis left 0,8e-09 SetAxis bottom*,0.04 TextBox/C/N=text0/F=0/B=1/A=MC/X=-36.31/Y=45.39 "\\s('v(PB) / M s-1') \\Zr133PB\\M\n\\s('v(PBPPN) / M s-1') \\Zr133PB-PPN" TextBox/C/N=text1/F=0/B=1/A=MC/X=-3.57/Y=28.72 "\\K(0,0,65535)v\\Bmax\\M = 84.7 · 10\\S-10\\M M s\\S-1\\M\nK\\BM\\M = 10.2 mM" TextBox/C/N=text2/F=0/B=1/A=MC/X=-1.64/Y=-7.89 "\\K(52428,1,1)v\\Bmax\\M = 88.2 · 10\\S-10\\M M s\\S-1\\M\nK\\BM\\M = 12.3 mM" EndMacro Window Table0() : Table PauseUpdate; Silent 1 // building window... Edit/W=(5.25,41.75,510,248.75) '[S]_PB / M','v(PB) / M s-1','[S]_PBPPN / M','v(PBPPN) / M s-1' as "data" ModifyTable format(Point)=1,width('v(PB) / M s-1')=66 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 Function MichaelisMenten(w,S) : FitFunc Wave w Variable S //CurveFitDialog/ These comments were created by the Curve Fitting dialog. Altering them will //CurveFitDialog/ make the function less convenient to work with in the Curve Fitting dialog. //CurveFitDialog/ Equation: //CurveFitDialog/ f(S) = (vm*S)/(K+S) //CurveFitDialog/ End of Equation //CurveFitDialog/ Independent Variables 1 //CurveFitDialog/ S //CurveFitDialog/ Coefficients 2 //CurveFitDialog/ w[0] = vm //CurveFitDialog/ w[1] = K return (w[0]*S)/(w[1]+S) End