4Misc_StartX4PlatformX@ xHH@Rg(HH(dh xHH@Rg(HH(dh x HH@Rg(HH(dh ^Graph*WDashSettings#  !0 5Normal@ Monaco<HHHH$$4 4 4 4 4 4 Thome ld SSD0:Users:johnweeks:Documents:support experiments, etc.:A:Ali8 IgorExchange:SSD0EiH+ Ali8 IgorExchangeVl, AF[Μ $#dQSSD0:Users:johnweeks:Documents:support experiments, etc.:A:Ali8 IgorExchange$Ali8 IgorExchange SSD0GUsers/johnweeks/Documents/support experiments, etc./A/Ali8 IgorExchange/ 4Misc_EndX4XOPState_StartX4XOPState_EndX! \V_Flag@V_sigandZM?V_sigbVL]?V_chisq1J0:V_q?V_Rab܋JV_Pr~?V_r2.?V_numNaNsV_numINFsV_npnts0@V_nterms@V_nheldV_startRow?V_endRow0@V_startColV_endColV_startLayerV_endLayerV_startChunkV_endChunkS_waveNameshÿ_specdB;logfreq;S_pathameshÿ_C:Users:1ccbf:Desktop:S_fileNamehÿ_data.itx= Igor text load from "data.itx" waves: specdB, logfreq Display specdB vs logfreq ModifyGraph log=0 Label left "10 log (S)";DelayUpdate Label bottom "log (f)" duplicate specdB spec spec = 10^(specdB/10) duplicate logfreq freq freq = 10^logfreq Display spec vs freq ModifyGraph log=1;DelayUpdate Label left "S";DelayUpdate Label bottom "f" CurveFit/NTHR=0 line specdB /X=logfreq /D fit_specdB= W_coef[0]+W_coef[1]*x W_coef={-161.86,-13.753} V_chisq= 253521;V_npnts= 2548;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 2547;V_q= 1;V_Rab= -0.611806; V_Pr= -0.559919;V_r2= 0.313509; W_sigma={0.25,0.403} Coefficient values one standard deviation a =-161.86 0.25 b =-13.753 0.403 Make/D/N=2/O W_coef W_coef[0] = {1,1} FuncFit/NTHR=0 myNewFun W_coef spec /X=freq /D Fit converged properly fit_spec= myNewFun(W_coef,fitX_spec[p]) W_coef={-15.722,0.72751} V_chisq= 1.24119e-023;V_npnts= 2548;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 2547; W_sigma={4.41,6.02} Coefficient values one standard deviation a =-15.722 4.41 b =0.72751 6.02 ModifyGraph rgb(fit_specdB)=(1,16019,65535) ModifyGraph rgb(fit_spec)=(1,16019,65535) Make/D/N=2/O W_coef W_coef[0] = {-15,-1} FuncFit/NTHR=0 myNewFun W_coef spec /X=freq /D Fit converged properly fit_spec= myNewFun(W_coef,fitX_spec[p]) W_coef={-23.98,-4.6237} V_chisq= 3.9801e-27;V_npnts= 2548;V_numNaNs= 0;V_numINFs= 0; V_startRow= 0;V_endRow= 2547; W_sigma={0.0332,0.0122} Coefficient values one standard deviation a =-23.98 0.0332 b =-4.6237 0.0122 ShowInfo Make/D/N=2/O W_coef W_coef[0] = {-15,-1} FuncFit/NTHR=0 myNewFun W_coef spec[pcsr(A),pcsr(B)] /X=freq /D Fit converged properly Curve fit with data subrange: spec[1,2200] fit_spec= myNewFun(W_coef,fitX_spec[p]) W_coef={-17.224,-1.7989} V_chisq= 2.08336e-28;V_npnts= 2200;V_numNaNs= 0;V_numINFs= 0; V_startRow= 1;V_endRow= 2200; W_sigma={0.0133,0.00571} Coefficient values one standard deviation a =-17.224 0.0133 b =-1.7989 0.00571 !]P))2 ZKK specdB ????¬dLD D à ø^ Ó % ` #u^fFÍ7 9t89tXjۙ#öSÓXe/]%fÖbPþshNw>'Ãú)T/}üty9`%;9tÁQòŀj<]{TCÜdÖ#`þÏB9T?ÜDêôü5^4þ'NBú*ÅXsZ'ߏۙÑ Ö%#ZhqÅ+-2Éø{T^zHìNNϷ`EòÖcþd9ü4P dj|a׃^è1ÖCP ^+\/ä-`eÃÍϗ7-Ójöþ9PÉLFwR8 ߏ!Z!Rxü;P@þ?"EXyâ j=jF l0J C!7!\îG h þ^ZH"o$ZNB -N1(+V îì<т$"%`{tZ!^öäP51-r"\Xè!or%&%ì.à"Ó#Ïb/KÓ81H!";h 8 f"ZÖCߏvà j%oÍbmg) ÓL3SÞøXy"à -!ê)!ô "r ; Å!wË#'%FNjzL-R"4#'P s# $%ÏB! #7äî(ò!3}_J,"þ"'-2Tî!æ"j<"X%P-{ì|X FV ;_!X!è$H.d"s&c'$Þo,!/#X9"PM!'&hq$!z X" #N/#;$ä !#î )R!Bøx'7ia$ì#k"Ç}Ñ+w^$oR!b#9&X"DK+Üd"LB' -wh!5@"$h!m#%E"A!B%!Ü }?s(öS!s î 7!h1"ÍW+VN%}!s$<$Ú*0-pÃ@#{$"{ ì"#ô"Z'ðR&ÚY""N X0%) dÚ')~%'/"'=J!j!Vn ø%x#^*fF bP"Þ*y)#P%;_.b ØN&?"þ! 7).Á&æ{%(%!(yi$?2yi&- T$à"9'Ø"Õc%V*#)|"!æ[%Ë,%&Í(î!à ;'D''Ïb-þ!ø)#%Ël!JL ;"ì1)<& b*V."!Nb!ò /&ðr&q ú F$T&n#$fFAD+(!& 3ո#L$Á(% (Ö*Ë-{T'ê$^#X)6(I$%#j|({0a!ɖ*ô("-,#öS#͌+M"1Ã"#2â!$"ö*à'R&}? y$6#!0%$'Ã`%#/}(Xy$C ` m$\&9t"w'Z%ø>!ð Ã`!x%?%É+æ;$ÓX#n(y)%=J$ä!T&)+'*o21 Z"))î#mӭ 3%àz*%!f* =*$ê.ê1"#ô* "R"Þ/(#úm&ÏB%y&Åk%V% "*m"3S"94&Ϸ#) Ø ðR)d{ ú) o*33"|! )þ_3o2'm";#`"ðr%ð$d$ü #%%-#d!v%)*X9*X9*Ú-"à(T#(7i( "'1"$j&H!"&O#Üd"F%/$K(Ë#5^(D+&ä'Í7-~#\o" %͌/ɖ%ì" #+-͌R##JL,+G*1h#"e"ä"bp.àZ(Ö 'q "+";+#($ úidM1?u%?*c!þÕ%L'{4"Ëîg"V&%9')D+&#{t'B$Ö#+G!Á1Ñ $'$@'Óx'É"ü& %D!F6"ð2# %âe) 7"Ö# Ë!+J%O$"1#$u#"àZ%è'LW(â%(XY#F,)&É)Ï!ô("= $$#%w#+$ì!"`E$+g!B y#۹$%ËL'$ӭ'w#%%(}_,$ËL(#-R#-b0#Ç$~"Z$$"yi"T0d{//$+#Xy ð%^#u&V$R"!Ø!ð!V%\(;$&ո% w#"!Ñ**j<#,' #'3S%î%Ü$âe$î$#%A =#,)*׃)B#N.Þ"ò 'öS%ø+%$VT$="ú%;$ÉA)'.ÏB%a#üt%755^'o%VN2H(C)#'Þ/%%!^z$â/ôH%}$$ɶ&Q#Nj!7-1h(%%Ö"*!&3(â;P*èF+5>+ú )B@.Ϸ'ð%Óx'Ø%;)F"^:"*q+Ç(Ë,!î!s("; d%Ú"èF"Ü JL'!$ò}$bp"j){ }? $)q$þ%! 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Aw?}Do$x?z:y?6e$nz?Wc<{? /ܵ |?]9}?cs)7~?(l0]?Np)G?Ҵ7?x?tn6?0s~?1"? m`?05'?5?ccjˆ? ` U'??Jק?oy?-${?i:B͇?k? ?j}?Qg*,?G{2?^ڑ?E\ 鹈?Ux=?8?v?fV?eyTPX?_J2?`:?]{T|?&+TX?L8?`K?H?pQ#?[tAQI? B=?Ȑ-_z?wb8?w? g?(V?y5{?uoĹ`? . N?f.hE?i_E?\O?)c?̞?śD@?Tp?RϨ?k9x?]Md?L?V?&ݱQ?)h\?Ɉ}*f,?W? @?eb[?i´ X?~?e'qU?֣YY ?a%1(?T ?wlX@PӋ@־]@)!ޞ%@|-@S3m@{K2A+@h$@tIP@@pH8l@ $P@D= @ͻ'4 @0v0!3 @ q"= @::P @qk@n@k|Bs@Ee@+,@l+ի@8X@u- @=@"ͅ@4jEMN@+h@@@Ґ@w}J_n@@*// Platform=Macintosh, IGORVersion=7.000, architecture=Intel, systemTextEncoding="macintosh", historyTextEncoding="Windows-1252", procwinTextEncoding="Windows-1252", recreationTextEncoding="Windows-1252" Silent 101 // use | as bitwise or -- not comment. DefaultFont "Times New Roman" Graph0() MoveWindow/P 386,164,1333,704 Graph1() MoveWindow/C 8,297,889,1008 KillStrings/Z root:gWMSetNextTextFilesTextEncoding Window Graph1() : Graph PauseUpdate; Silent 1 // building window... Display /W=(441,44,1076,575) spec vs freq AppendToGraph fit_spec vs fitX_spec ModifyGraph mode(spec)=4 ModifyGraph marker(spec)=16 ModifyGraph rgb(fit_spec)=(1,16019,65535) ModifyGraph msize=1 ModifyGraph log=1 ModifyGraph tick=2 ModifyGraph mirror=1 ModifyGraph standoff=0 Label left "S" Label bottom "f" Cursor/P A spec 1;Cursor/P B spec 2200 ShowInfo EndMacro Window Graph0() : Graph PauseUpdate; Silent 1 // building window... Display /W=(35,44,430,252) specdB vs logfreq AppendToGraph fit_specdB ModifyGraph mode(specdB)=4 ModifyGraph marker(specdB)=16 ModifyGraph rgb(fit_specdB)=(1,16019,65535) ModifyGraph msize=1 ModifyGraph tick=2 ModifyGraph mirror=1 ModifyGraph standoff=0 Label left "10 log (S)" Label bottom "log (f)" EndMacro f#pragma rtGlobals=3 // Use modern global access method and strict wave access. Function myNewFun(w,x) : FitFunc Wave w Variable x //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(x) = (x^b)*(10^a) //CurveFitDialog/ End of Equation //CurveFitDialog/ Independent Variables 1 //CurveFitDialog/ x //CurveFitDialog/ Coefficients 2 //CurveFitDialog/ w[0] = a //CurveFitDialog/ w[1] = b return (x^w[1])*(10^w[0]) End