4Misc_Starth4Platformh@9VersionCheck xHH%.7@gyHHdh xHH%.7@gyHHdh x HH%.7@gyHHdh ^Graph*dWDashSettings#  ! 2D6Normal@ Lucida Console<HHHH$$4 4 4 4 4 4 phome<4dC:Users:wire:Desktop:C:Users:wire:DesktopRecentWindowsAdvanced Topics.ihfBaselines.ipfCommands.ihfData Folders.ihfGetAllWaves.ipfGraph0:example;valleys vs valleys;...Help BrowserIgor Reference.ihfPillar_compression.ipfProgramming Techniques.ihfRaman_Processing.ipf 4Misc_EndhTXOPState_Start hPeakFunctions2-64\Deskto4XOPState_Endh\-r=xW5Y5V???Z[n>*o?lZ/?|mF~?@M^?ܼ#?|k?.?6}? uݡ?(?W}E?iK?`c+?`gcR|?d2BZlΦ{㋿bL>Y|1 1ko:荿Zjgu}?@^n?e,MsEnS?` o k?X7m?=i{?p]+q?"0̋?"?k?<?(R3&?$r? &R?Ff?y Jݡ?|?f.-)?lQ?8 J?$֚k̵G፿|ra#V]$nwEuMKV\RblI4ț6p!xՕ(JH~p|ߋQ2E]7$ρN'~2JX0*t?l⻪|?kF?$&q?V%?] +?G.d?w???,(w?={c?o#?HzI0Gc86ÊNk'9Εsi c7m'!^̪B.D&ү+`w/tt0f9S&?`( i?hj?Вă?3w?pB?|;?JrgVg?fӔ??rC.?t?Y6{p?`~ o q> d9ϘҜҺL1;}rCRj枿ؒ CѪGuIջӻpJ\ UJY J?nҀ?802#;?v? 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DefaultFont "Arial" MoveWindow/C 9.75,632,1434.75,800.75 Graph0() MoveWindow/P 16.5,305.75,716.25,580.25 KillStrings/Z root:gWMSetNextTextFilesTextEncoding Window Graph0() : Graph PauseUpdate; Silent 1 // building window... Display /W=(35.25,41.75,1288.5,263.75) example AppendToGraph/R valleys[*][1] vs valleys[*][0] AppendToGraph/R peaks[*][1] vs peaks[*][0] ModifyGraph mode(valleys)=1,mode(peaks)=1 ModifyGraph rgb(valleys)=(16385,16388,65535),rgb(peaks)=(1,39321,19939) SetAxis left*,0.1 SetAxis right 0,1 EndMacro !#pragma rtGlobals=1 // Use modern global access method. Function findloaddrops(w) wave w Duplicate/O w,w_smth Smooth/E=1/S=2 23, w_smth display w Differentiate w_smth/D=w_smth_DIF FindLevels /D=peaks /EDGE=2 w_smth_DIF, 0 FindLevels /D=valleys /EDGE=1 w_smth_DIF, 0 FindLevels /P /D=Pvalleys /EDGE=1 w_smth_DIF, 0 Redimension/N=(-1,2) valleys valleys[][1]=1 Redimension/N=(-1,2) peaks peaks[][1]=1 AppendToGraph/R valleys[][1] vs valleys[][0] AppendToGraph/R peaks[][1] vs peaks[][0] ModifyGraph mode(valleys)=1,rgb(valleys)=(16385,16388,65535) ModifyGraph mode(peaks)=1,rgb(peaks)=(1,39321,19939) SetAxis left *,0.1;DelayUpdate SetAxis right 0,1 End Function GaussTail(w, x) : FitFunc wave w variable x variable bg, offset, rgauss, rtail, rtn offset = w[3] - w[5] bg = w[0]*x + w[1] rgauss = w[2]*exp(-(x - w[3])^2/(2*w[4]^2)) rtail = w[2]*exp(w[5]*(2*x - 2*w[3] + w[5])/(2*w[4]^2)) rtn = x < offset ? rtail : rgauss return (rtn + bg) end