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AddOn Setup/DATA.TAG
[TagInfo]
Company=Microcal
Application=Origin
Version=6.00.000
Category=Development Tool
Misc=
AddOn Setup/data1.cab
AddOn Setup/data1.hdr
AddOn Setup/lang.dat
AddOn Setup/layout.bin
AddOn Setup/os.dat
[Info]
Name=PLATFORM
Version=1.00.000
[0x0009]
OS Independent=0x0000000000000000
Windows 3.1 & 3.11=0x0000000000000001
Windows 95=0x0000000000000010
Windows 98=0x0000000000000040
Windows NT 3.51 (Intel)=0x0000000000001000
Windows NT 3.51 (Alpha)=0x0000000000002000
Windows NT 3.51 (MIPS)=0x0000000000004000
Windows NT 4.0 (Intel)=0x0000000000010000
Windows NT 4.0 (Alpha)=0x0000000000020000
Windows NT 4.0 (MIPS)=0x0000000000040000
AddOn Setup/Setup.bmp
AddOn Setup/SETUP.INI
[Startup]
AppName=Add-On
FreeDiskSpace=506
EnableLangDlg=Y
[ISUPDATE]
UpdateURL=http://
AddOn Setup/Setup.exe
AddOn Setup/setup.ins
AddOn Setup/setup.lid
[Languages]
key0=0009
Default=0009
count=1
AddOn Setup/_inst32i.ex_
AddOn Setup/_Setup.dll
AddOn Setup/_ISDel.exe
AddOn Setup/_sys1.cab
AddOn Setup/_sys1.hdr
AddOn Setup/_user1.cab
AddOn Setup/_user1.hdr
Buttons/ASSAYS.OTW
Buttons/BATCH.OGS
////////////////////////////////////////////////////////////////////////////////
// Filename:		BATCH.OGS
// Creation:		by Lorraine Weibel, 6/1/96
// Purpose:		Demonstration of a simple LabTalk batch process routine
// Modifications:	SDB-Updated for Origin 6.0
////////////////////////////////////////////////////////////////////////////////
////////////////////////////////////////////////////////////////////////////////
// Main Section
// This code calls other specialized sections to accomplish the main task.
//
// Execute script: run.section(Batch,Main);
// Operations: 
//	1. Import each file into a new worksheet
//	2. Plot all data in worksheet to a graph window
//	3. Perform Linear fit from Simplefit code in LR.OGS
//	4. Report Slope and Intercept values to Results log for each fit
////////////////////////////////////////////////////////////////////////////////
[Main]
	FDLOG.multiopen.colview=12;		//12/7/98 new property for dialog options
	FDLOG.UseGroup(Ascii);			//Open ASCII files
	if (FDLOG.multiopen()==0/0)
		return 1;
	loop(ii,1,FDlog.MultiOpen.Count)
	{
		FDlog.Get(A, ii);
		win -t data;
		open -w %A;
		run.section(,Plot,%H);	//Run Plot section
		run.section(,Fit);
	}
[Plot]
	win -t plot Origin; 		//Bring up origin.otp
	layer -w %1 201;			//Include worksheet data in the active layer
	layer -a;			//Rescale x and y axes 
	return 0; 
[Fit]
	type.BeginResults();		/// RKM 12/10/98 v6.0141 REPORT_TO_OUTPUTLOG
	layer -c;
	loop(ii,1,count)
	{
		%C=%[%Z,#ii];
		run.section(lr,simplefit);
		run.section(,Results,%[%Z,#ii]);
	};
	type.EndResults();
	return 0;
[Results]
	SaveRedirection=type.Redirection(16,3);		//SDB 1/7/99 REPORT_TO_OUTPUTLOG
	type -a "Slope of %1 is $(stat.lr.b)"; 		//Returns slope
	type -a "Y-Intercept of %1 is $(stat.lr.a)"; 	//Returns y-intercept value
	type;						//Type out an extra line.
	type.Redirection=SaveRedirection; 		//restore previous redirection.
	delete -v SaveRedirection;
	return 0;
Buttons/CONVERT.OTW
Buttons/INTERPOL.OTW
Buttons/LABELPKS.OTP
Buttons/PEAKSIM.OTW
Buttons/SIMPLE.OTP
Buttons/STANDARD.OTW
FitFunc/ALLOMET1.FDF
[General Information]
Function Name=Allometric1	; name show up in the select function dialog
Brief Description=Classical Freundlich Model, has been used in the study of allometry.
Function Type=Built-in		; source type, built-in, user-defined, external dll
Function Form=Expression	; function form;
Function Source=fgroup.Allometric1
Number Of Parameters=2
Number Of Independent Variables=1
Number Of Dependent Variables=1
[Fitting Parameters]
Naming Method=user-defined
Names=a, b
Initial Values=1.0(V),0.5(V)
Lower bounds=--,--
Upper bounds=--,--
Meanings=coefficient, power
[Independent Variables]
x =
[Dependent Variables]
y =
[Constants]
[Formula]
y = a*x^b
[Constraints]
[Initializations]
[After fitting]
[Controls]
General Linear Constraints=Off
Initialization scripts=Off
Scripts After fitting=Off
FitFunc/BETA.FDF
[GENERAL INFORMATION]
Function Name=Beta
Brief Description=The Beta Function
Function Source=fgroup.Beta
Function Type=Built-in
Function Form=Expression
Number Of Parameters=6
Number Of Independent Variables=1
Number Of Dependent Variables=1
[FITTING PARAMETERS]
Naming Method=User-Defined
Names=y0,xc,A,w1,w2,w3
Meanings=offset,Center,Amplitude,Width,Width,Width
Initial Values=0.0(V),1.0(V),5.0(V),5.0(V),2.0(V),2.0(V)
Lower Bounds=--(I,Off),--(X,Off),--(I,Off),0(X,On),1(X,On),1(X,On)
Upper Bounds=--(I,Off),--(I,Off),--(I,Off),--(I,Off),--(I,Off),--(I,Off)
Number Of Significant Digits=
[FORMULA]
[CONSTRAINTS]
[CONSTANTS]
[INITIALIZATIONS]
[AFTER FITTING]
[INDEPENDENT VARIABLES]
x=
[DEPENDENT VARIABLES]
y=
[CONTROLS]
General Linear Constraints=Off
Initialization Scripts=Off
Scripts After Fitting=Off
Number Of Duplicates=0
Duplicate Offset=2
Duplicate Unit=5
FitFunc/BOLTZMAN.FDF
[GENERAL INFORMATION]
Function Name=Boltzmann
Brief Description=Boltzmann Function - produce a sigmoidal curve.
Function Source=fgroup.Boltzman
Function Type=Built-in
Function Form=Expression
Number Of Parameters=4
Number Of Independent Variables=1
Number Of Dependent Variables=1
[FITTING PARAMETERS]
Naming Method=User-Defined
Names=A1,A2,x0,dx
Meanings=init value,final value,center,time const
Initial Values=0.0(V),1.0(V),0.0(V),1.0(V)
Lower Bounds=--(I,Off),--(I,Off),--(I,Off),(X,Off)
Upper Bounds=--(I,Off),--(I,Off),--(I,Off),--(I,Off)
Number Of Significant Digits=
[FORMULA]
y = A2 + (A1-A2)/(1 + exp((x-x0)/dx))
[CONSTRAINTS]
dx != 0
[CONSTANTS]
[INITIALIZATIONS]
[AFTER FITTING]
[INDEPENDENT VARIABLES]
x=
[DEPENDENT VARIABLES]
y=
[CONTROLS]
General Linear Constraints=Off
Initialization Scripts=Off
Scripts After Fitting=Off
Number Of Duplicates=N/A
Duplicate Offset=N/A
Duplicate Unit=N/A
FitFunc/DHYPERBL.FDF
[General Information]
Function Name=Dhyperbl		; name show up in the select function dialog
Brief Description=Double Rectangular Hyperbola Function
Function Type=Built-in		; source type, built-in, user-defined, external dll
Function Form=Expression	; function form;
Function Source=fgroup.Dhyperbl
Number Of Parameters=5
Number Of Independent Variables=1
Number Of Dependent Variables=1
[Fitting Parameters]
Naming Method=user-defined
Names=P1,P2,P3,P4,P5
Initial Values=1.0(V),1.0(V),1.0(V),1.0(V),1.0(V)
Lower bounds=--,--,--,--,--
Upper bounds=--,--,--,--,--
Meanings=unknown,unknown,unknown,unknown,unknown
[Independent Variables]
x = 
[Dependent Variables]
y = 
[Constants]
[Formula]
y = P1*x/(P2 + x) + P3*x/(P4 + x) + P5*x
[Constraints]
[Initializations]
[After fitting]
[Controls]
General Linear Constraints=Off
Initialization scripts=Off
Scripts After fitting=Off
FitFunc/EXPASSOC.FDF
[GENERAL INFORMATION]
Function Name=ExpAssoc
Brief Description=Exponential Associate
Function Source=fgroup.ExpAssoc
Function Type=Built-in
Function Form=Expression
Number Of Parameters=5
Number Of Independent Variables=1
Number Of Dependent Variables=1
[FITTING PARAMETERS]
Naming Method=User-Defined
Names=y0,A1,t1,A2,t2
Meanings=offset,amplitude,width,amplitude,width
Initial Values=0.0(V),1.0(V),1.0(V),1.0(V),1.0(V)
Lower Bounds=--(I,Off),0(X,Off),0(X,On),0(X,Off),0(X,On)
Upper Bounds=--(I,Off),--(I,Off),--(I,Off),--(I,Off),--(I,Off)
Number Of Significant Digits=
[FORMULA]
y = y0 + A1*(1 - exp(-x/t1)) + A2*(1 - exp(-x/t2))
[CONSTRAINTS]
[CONSTANTS]
[INITIALIZATIONS]
[AFTER
FITTING]
[INDEPENDENT VARIABLES]
x=
[DEPENDENT VARIABLES]
y=
[CONTROLS]
General Linear Constraints=Off
Initialization Scripts=Off
Scripts After Fitting=Off
Number Of Duplicates=N/A
Duplicate Offset=N/A
Duplicate Unit=N/A
FitFunc/EXPDECY1.FDF
[General Information]
Function Name=ExpDecay1	; name show up in the select function dialog
Brief Description=Exponential Decay 1 with offset
Function Type=Built-in		; source type, built-in, user-defined, external dll
Function Form=Expression	; function form;
Function Source=fgroup.ExpDecay1
Number Of Parameters=4
Number Of Independent Variables=1
Number Of Dependent Variables=1
[Fitting Parameters]
Naming Method=user-defined
Names=y0,x0,A1,t1
Initial Values=0.0(V),0.0(V),10(V),1.0(V)
Lower bounds=--,--,0.0(X,OFF),0.0(X,OFF)
Upper bounds=--,--,--,--
Meanings=offset,center,amplitude,decay constant
[Independent Variables]
x = 
[Dependent Variables]
y = 
[Constants]
[Formula]
y = y0 + A1*exp(-(x-x0)/t1)
[Constraints]
[Initializations]
[After fitting]
[Controls]
General Linear Constraints=Off
Initialization scripts=Off
Scripts After fitting=Off
FitFunc/EXPDECY2.FDF
[General Information]
Function Name=ExpDecay2	; name show up in the select function dialog
Brief Description=Exponential Decay 2 with offset
Function Type=Built-in		; source type, built-in, user-defined, external dll
Function Form=Expression	; function form;
Function Source=fgroup.ExpDecay2
Number Of Parameters=6
Number Of Independent Variables=1
Number Of Dependent Variables=1
[Fitting Parameters]
Naming Method=user-defined
Names=y0,x0,A1,t1,A2,t2
Initial Values=0.0(V),0.0(V),10(V),1.0(V),10(V),1.0(V)
Lower bounds=--,--,0.0(X,OFF),0.0(X,OFF),0.0(X,OFF),0.0(X,OFF)
Upper bounds=--,--,--,--,--,--
Meanings=offset,center,amplitude,decay constant,amplitude,decay constant
[Independent Variables]
x = 
[Dependent Variables]
y = 
[Constants]
[Formula]
y = y0 + A1*exp(-(x-x0)/t1) + A2*exp(-(x-x0)/t2)
[Constraints]
[Initializations]
[After fitting]
[Controls]
General Linear Constraints=Off
Initialization scripts=Off
Scripts After fitting=Off
FitFunc/EXPDECY3.FDF
[General Information]
Function Name=ExpDecay3		; name show up in the select function dialog
Brief Description=Exponential Decay 3 with offset
Function Type=Built-in		; source type, built-in, user-defined, external dll
Function Form=Expression	; function form;
Function Source=fgroup.ExpDecay3
Number Of Parameters=8
Number Of Independent Variables=1
Number Of Dependent Variables=1
[Fitting Parameters]
Naming Method=user-defined
Names=y0,x0,A1,t1,A2,t2,A3,t3
Initial Values=0.0(V),0.0(V),10(V),1.0(V),10(V),1.0(V),10(V),1.0(V)
Lower bounds=--,--,0.0(X,OFF),0.0(X,OFF),0.0(X,OFF),0.0(X,OFF),0.0(X,OFF),0.0(X,OFF)
Upper bounds=--,--,--,--,--,--,--,--
Meanings=offset,center,amplitude,decay constant,amplitude,decay constant,amplitude,decay constant
[Independent Variables]
x = 
[Dependent Variables]
y = 
[Constants]
[Formula]
y = y0 + A1*exp(-(x-x0)/t1) + A2*exp(-(x-x0)/t2) + A3*exp(-(x-x0)/t3)
[Constraints]
[Initializations]
[After fitting]
[Controls]
General Linear Constraints=Off
Initialization scripts=Off
Scripts After fitting=Off
FitFunc/EXPGROW.FDF
[General Information]
Function Name=ExpGrow		; name show up in the select function dialog
Brief Description=Exponential Growth 2 with offset
Function Type=Built-in		; source type, built-in, user-defined, external dll
Function Form=Expression	; function form;
Function Source=fgroup.ExpGrow2
Number Of Parameters=6
Number Of Independent Variables=1
Number Of Dependent Variables=1
[Fitting Parameters]
Naming Method=user-defined
Names=y0,x0,A1,t1,A2,t2
Initial Values=0.0(V),0.0(V),1.0(V),1.0(V),1.0(V),1.0(V)
Lower bounds=--,--,--,0.0(X,ON),--,0.0(X,ON)
Upper bounds=--,--,--,--,--,--
Meanings=offset,center,amplitude,width,amplitude,width
[Independent Variables]
x = 
[Dependent Variables]
y = 
[Constants]
[Formula]
#Same as expgrow2
y = y0 + A1*exp((x-x0)/t1) + A2*exp((x-x0)/t2)
[Constraints]
[Initializations]
[After fitting]
[Controls]
General Linear Constraints=Off
Initialization scripts=Off
Scripts After fitting=Off
FitFunc/EXPGROW1.FDF
[General Information]
Function Name=ExpGrow1		; name show up in the select function dialog
Brief Description=Exponential Growth 1 with offset
Function Type=Built-in		; source type, built-in, user-defined, external dll
Function Form=Expression	; function form;
Function Source=fgroup.ExpGrow1
Number Of Parameters=4
Number Of Independent Variables=1
Number Of Dependent Variables=1
[Fitting Parameters]
Naming Method=user-defined
Names=y0,x0,A1,t1
Initial Values=0.0(V),0.0(V),1.0(V),1.0(V)
Lower bounds=--,--,--,0.0(X,ON)
Upper bounds=--,--,--,--
Meanings=offset,center,amplitude,width
[Independent Variables]
x = 
[Dependent Variables]
y = 
[Constants]
[Formula]
y = y0 + A1*exp((x-x0)/t1)
[Constraints]
[Initializations]
[After fitting]
[Controls]
General Linear Constraints=Off
Initialization scripts=Off
Scripts After fitting=Off
FitFunc/EXPGROW2.FDF
[General Information]
Function Name=ExpGrow2		; name show up in the select function dialog
Brief Description=Exponential Growth 2 with offset
Function Type=Built-in		; source type, built-in, user-defined, external dll
Function Form=Expression	; function form;
Function Source=fgroup.ExpGrow2
Number Of Parameters=6
Number Of Independent Variables=1
Number Of Dependent Variables=1
[Fitting Parameters]
Naming Method=user-defined
Names=y0,x0,A1,t1,A2,t2
Initial Values=0.0(V),0.0(V),1.0(V),1.0(V),1.0(V),1.0(V)
Lower bounds=--,--,--,0.0(X,ON),--,0.0(X,ON)
Upper bounds=--,--,--,--,--,--
Meanings=offset,center,amplitude,width,amplitude,width
[Independent Variables]
x = 
[Dependent Variables]
y = 
[Constants]
[Formula]
y = y0 + A1*exp((x-x0)/t1) + A2*exp((x-x0)/t2)
[Constraints]
[Initializations]
[After fitting]
[Controls]
General Linear Constraints=Off
Initialization scripts=Off
Scripts After fitting=Off
FitFunc/GAUSS.FDF
[GENERAL INFORMATION]
Function Name=Gauss
Brief Description=Area version of Gaussian Function
Function Source=fgroup.Gauss
Function Type=Built-in
Function Form=Expression
Number Of Parameters=4
Number Of Independent Variables=1
Number Of Dependent Variables=1
[FITTING PARAMETERS]
Naming Method=User-Defined
Names=y0,xc,w,A
Meanings=offset,center,width,area
Initial Values=0.0(V),0.0(V),1.0(V),10(V)
Lower Bounds=--,--,0.0(X,ON),--
Upper Bounds=--,--,--,--
Number Of Significant Digits=
[FORMULA]
y=y0 + (A/(w*sqrt(PI/2)))*exp(-2*((x-xc)/w)^2)
[CONSTRAINTS]
[CONSTANTS]
[INITIALIZATIONS]
[AFTER FITTING]
[INDEPENDENT VARIABLES]
x=
[DEPENDENT VARIABLES]
y=
[CONTROLS]
General Linear Constraints=Off
Initialization Scripts=Off
Scripts After Fitting=Off
Number Of Duplicates=0
Duplicate Offset=2
Duplicate Unit=3
FitFunc/GAUSSAMP.FDF
[GENERAL INFORMATION]
Function Name=GaussAmp
Brief Description=Amplitude version of Gaussian peak function
Function Source=fgroup.GaussAmp
Function Type=Built-in
Function Form=Expression
Number Of Parameters=4
Number Of Independent Variables=1
Number Of Dependent Variables=1
[FITTING PARAMETERS]
Naming Method=User-Defined
Names=y0,xc,w,A
Meanings=offset,center,width,area
Initial Values=0.0(V),0.0(V),1.0(V),10(V)
Lower Bounds=--,--,0.0(X,ON),--
Upper Bounds=--,--,--,--
Number Of Significant Digits=
[FORMULA]
y=y0+A*exp(-0.5*((x-xc)/w)^2)
[CONSTRAINTS]
[CONSTANTS]
[INITIALIZATIONS]
[AFTER FITTING]
[INDEPENDENT VARIABLES]
x=
[DEPENDENT VARIABLES]
y=
[CONTROLS]
General Linear Constraints=Off
Initialization Scripts=Off
Scripts After Fitting=Off
Number Of Duplicates=0
Duplicate Offset=2
Duplicate Unit=3
FitFunc/HYPERBL.FDF
[General Information]
Function Name=Hyperbl		; name show up in the select function dialog
Brief Description=Hyperbola funciton, also the Michaelis-Menten model in Enzyme Kinetics
Function Type=Built-in		; source type, built-in, user-defined, external dll
Function Form=Expression	; function form;
Function Source=fgroup.Hyperbl
Number Of Parameters=2
Number Of Independent Variables=1
Number Of Dependent Variables=1
[Fitting Parameters]
Naming Method=user-defined
Names=P1,P2
Initial Values=1.0(V),1.0(V)
Lower bounds=--,--
Upper bounds=--,--
Meanings=amplitude,unknown
[Independent Variables]
x = 
[Dependent Variables]
y = 
[Constants]
[Formula]
y = P1*x/(P2 + x)
[Constraints]
[Initializations]
[After fitting]
[Controls]
General Linear Constraints=Off
Initialization scripts=Off
Scripts After fitting=Off
FitFunc/LOGISTIC.FDF
[General Information]
Function Name=Logistic	; name show up in the select function dialog
Brief Description=Logistic dose response in Pharmacology/Chemistry
Function Type=Built-in		; source type, built-in, user-defined, external dll
Function Form=Expression	; function form;
Function Source=fgroup.Logistic
Number Of Parameters=4
Number Of Independent Variables=1
Number Of Dependent Variables=1
[Fitting Parameters]
Naming Method=user-defined
Names=A1,A2,x0,p
Initial Values=0.0(V),1.0(V),1.0(V),1.5(V)
Lower bounds=--,--,--,0.0(X,ON)
Upper bounds=--,--,--,--
Meanings=init value,final value,center,power
[Independent Variables]
x = 
[Dependent Variables]
y = 
[Constants]
[Formula]
y = A2 + (A1-A2)/(1 + (x/x0)^p)
[Constraints]
[Initializations]
[After fitting]
[Controls]
General Linear Constraints=Off
Initialization scripts=Off
Scripts After fitting=Off
FitFunc/LOGNORM.FDF
[GENERAL INFORMATION]
Function Name=LogNormal
Brief Description=Log-Normal function
Function Source=fgroup.LogNormal
Function Type=Built-in
Function Form=Expression
Number Of Parameters=4
Number Of Independent Variables=1
Number Of Dependent Variables=1
[FITTING PARAMETERS]
Naming Method=User-Defined
Names=y0,xc,w,A
Meanings=Offset,Center,Width,Amplitude
Initial Values=0.0(V),1.0(V),1.0(V),1.0(V)
Lower Bounds=--,0.0(X,ON),0.0(X,ON),--
Upper Bounds=--,--,--,--
Number Of Significant Digits=
[FORMULA]
y = y0 + A/(sqrt(2*PI)w*x)*exp(-(ln(x/xc))^2/(2*w^2))
[CONSTRAINTS]
[CONSTANTS]
[INITIALIZATIONS]
[AFTER FITTING]
[INDEPENDENT VARIABLES]
x=
[DEPENDENT VARIABLES]
y=
[CONTROLS]
General Linear Constraints=Off
Initialization Scripts=Off
Scripts After Fitting=Off
Number Of Duplicates=0
Duplicate Offset=2
Duplicate Unit=3
FitFunc/LORENTZ.FDF
[GENERAL INFORMATION]
Function Name=Lorentz
Brief Description=Lorentzian peak function
Function Source=fgroup.Lorentz
Function Type=Built-in
Function Form=Expression
Number Of Parameters=4
Number Of Independent Variables=1
Number Of Dependent Variables=1
[FITTING PARAMETERS]
Naming Method=User-Defined
Names=y0,xc,w,A
Meanings=offset,center,width,area
Initial Values=0.0(V),0.0(V),1.0(V),1.0(V)
Lower Bounds=--,--,0.0(X,ON),--
Upper Bounds=--,--,--,--
Number Of Significant Digits=
[FORMULA]
y = y0 + (2*A/PI)*(w/(4*(x-xc)^2 + w^2))
[CONSTRAINTS]
[CONSTANTS]
[INITIALIZATIONS]
[AFTER FITTING]
[INDEPENDENT VARIABLES]
x=
[DEPENDENT VARIABLES]
y=
[CONTROLS]
General Linear Constraints=Off
Initialization Scripts=Off
Scripts After Fitting=Off
Number Of Duplicates=0
Duplicate Offset=2
Duplicate Unit=3
FitFunc/PULSE.FDF
[General Information]
Function Name=Pulse		; name show up in the select function dialog
Brief Description=Pulse Function
Function Type=Built-in		; source type, built-in, user-defined, external dll
Function Form=Expression	; function form;
Function Source=fgroup.Pulse
Number Of Parameters=6
Number Of Independent Variables=1
Number Of Dependent Variables=1
[Fitting Parameters]
Naming Method=user-defined
Names=y0,x0,A,t1,P,t2
Initial Values=0.0(V),0.0(V),1.0(V),1.0(V),1.0(V),1.0(V)
Lower bounds=--,--,0.0(X,ON),0.0(X,ON),0.0(X,ON),0.0(X,ON)
Upper bounds=--,--,--,--,--,--
Meanings=offset,center,amplitude,width,power,width
[Independent Variables]
x = 
[Dependent Variables]
y = 
[Constants]
[Formula]
y = y0 + A*(1-exp(-(x-x0)/t1))^P * exp(-(x-x0)/t2)
[Constraints]
[Initializations]
[After fitting]
[Controls]
General Linear Constraints=Off
Initialization scripts=Off
Scripts After fitting=Off
FitFunc/RATION0.FDF
[General Information]
Function Name=Rational0		; name show up in the select function dialog
Brief Description=Rational Function, type 0
Function Type=Built-in		; source type, built-in, user-defined, external dll
Function Form=Expression	; function form;
Function Source=fgroup.Rational0
Number Of Parameters=3
Number Of Independent Variables=1
Number Of Dependent Variables=1
[Fitting Parameters]
Naming Method=user-defined
Names=a,b,c
Initial Values=1.0(V),1.0(V),0.5
Lower bounds=--,--,--
Upper bounds=--,--,--
Meanings=coefficient,coefficient,coefficient
[Independent Variables]
x = 
[Dependent Variables]
y = 
[Constants]
[Formula]
y = (b + c*x)/(1 + a*x)
[Constraints]
[Initializations]
[After fitting]
[Controls]
General Linear Constraints=Off
Initialization scripts=Off
Scripts After fitting=Off
FitFunc/SINE.FDF
[GENERAL INFORMATION]
Function Name=Sine
Brief Description=sine function
Function Source=fgroup.Sine
Function Type=Built-in
Function Form=Expression
Number Of Parameters=3
Number Of Independent Variables=1
Number Of Dependent Variables=1
[FITTING PARAMETERS]
Naming Method=User-Defined
Names=xc,w,A
Meanings=center,width,amplitude
Initial Values=0.0(V),1.0(V),1.0(V)
Lower Bounds=--(X,Off),0(X,On),--(X,Off)
Upper Bounds=--(X,Off),--(X,Off),--(X,Off)
Number Of Significant Digits=
[FORMULA]
y = A*sin(PI*(x-xc)/w)
[CONSTRAINTS]
[CONSTANTS]
[INITIALIZATIONS]
[AFTER FITTING]
[INDEPENDENT VARIABLES]
x=
[DEPENDENT VARIABLES]
y=
[CONTROLS]
General Linear Constraints=Off
Initialization Scripts=Off
Scripts After Fitting=Off
Number Of Duplicates=N/A
Duplicate Offset=N/A
Duplicate Unit=N/A
FitFunc/VOIGT5.FDF
[GENERAL INFORMATION]
Function Name=Voigt
Brief Description=Voigt peak function
Function Source=fgroup.Voigt5
Function Type=Built-in
Function Form=Expression
Number Of Parameters=5
Number Of Independent Variables=1
Number Of Dependent Variables=1
[FITTING PARAMETERS]
Naming Method=User-Defined
Names=y0,xc,A,wG,wL
Meanings=offset,center,amplitude,Gaussian width,Lorentzian width
Initial Values=0.0(V),0.0(V),1.0(V),1.0(V),1.0(V)
Lower Bounds=--,--,--,0.0(X,ON),0.0(X,ON)
Upper Bounds=--,--,--,--,--
Number Of Significant Digits=
[FORMULA]
[CONSTRAINTS]
[CONSTANTS]
[INITIALIZATIONS]
[AFTER FITTING]
[INDEPENDENT VARIABLES]
x=
[DEPENDENT VARIABLES]
y=
[CONTROLS]
General Linear Constraints=Off
Initialization Scripts=Off
Scripts After Fitting=Off
FitFunc/YLDFERT1.FDF
[General Information]
Function Name=YldFert1		; name show up in the select function dialog
Brief Description=Yeild-fertilizer model in Agriculture and Learning curve in psychology
Function Type=Built-in		; source type, built-in, user-defined, external dll
Function Form=Expression	; function form;
Function Source=fgroup.YldFert1
Number Of Parameters=3
Number Of Independent Variables=1
Number Of Dependent Variables=1
[Fitting Parameters]
Naming Method=user-defined
Names=a, b, k
Initial Values=1.0(V),1.0(V),0.5(V)
Lower bounds=--,--,0.0(X,ON)
Upper bounds=--,--,--
Meanings=offset, coefficient, cofficient
[Independent Variables]
x = 
[Dependent Variables]
y = 
[Constants]
[Formula]
y = a + b*exp(-k*x)
[Constraints]
k>0
[Initializations]
[After fitting]
[Controls]
General Linear Constraints=Off
Initialization scripts=Off
Scripts After fitting=Off
FitFunc/ASYMDBLS.FDF
[GENERAL INFORMATION]
Function Name=Asym2Sig
Brief Description=Asymmetric Double Sigmoidal
Function Source=fgroup.Asym2Sig
Function Type=Built-in
Function Form=Expression
Number Of Parameters=6
Number Of Independent Variables=1
Number Of Dependent Variables=1
[FITTING PARAMETERS]
Naming Method=User-Defined
Names=y0,xc,A,w1,w2,w3
Meanings=offset,center,amplitude,width,width,width
Initial Values=0.0(V),0.0(V),1.0(V),1.0(V),1.0(V),1.0(V)
Lower Bounds=--,--,--,0.0(X,ON),0.0(X,ON),0.0(X,ON)
Upper Bounds=--,--,--,--,--,--
Number Of Significant Digits=
[FORMULA]
y =y0+ A*(1/(1+exp(-(x-xc+w1/2)/w2)))*(1-1/(1+exp(-(x-xc-w1/2)/w3)))
[CONSTRAINTS]
[CONSTANTS]
[INITIALIZATIONS]
[AFTER FITTING]
[INDEPENDENT VARIABLES]
x=
[DEPENDENT VARIABLES]
y=
[CONTROLS]
General Linear Constraints=Off
Initialization Scripts=Off
Scripts After Fitting=Off
Number Of Duplicates=0
Duplicate Offset=2
Duplicate Unit=5
FitFunc/ASYMPT1.FDF
[General Information]
Function Name=Asymptotic1	; name show up in the select function dialog
Brief Description=Asymptotic Regression Model - 1st parameterization.
Function Type=Built-in		; source type, built-in, user-defined, external dll
Function Form=Expression	; function form;
Function Source=fgroup.Asymptotic1
Number Of Parameters=3
Number Of Independent Variables=1
Number Of Dependent Variables=1
[Fitting Parameters]
Naming Method=user-defined
Names=a,b,c
Initial Values=1.0(V),1.0(V),0.5
Lower bounds=--,--,--
Upper bounds=--,--,--
Meanings=asymptote,response range,rate
[Independent Variables]
x =
[Dependent Variables]
y =
[Constants]
[Formula]
y = a-b*c^x
[Constraints]
[Initializations]
[After fitting]
[Controls]
General Linear Constraints=Off
Initialization scripts=Off
Scripts After fitting=Off
FitFunc/ASYMPT2.FDF
[General Information]
Function Name=Asymptotic2	; name show up in the select function dialog
Brief Description=Asymptotic Regression Model - 2nd parameterization.
Function Type=Built-in		; source type, built-in, user-defined, external dll
Function Form=Expression	; function form;
Function Source=fgroup.Asymptotic2
Number Of Parameters=3
Number Of Independent Variables=1
Number Of Dependent Variables=1
[Fitting Parameters]
Naming Method=user-defined
Names=a,b,k
Initial Values=1.0(V),1.0(V),0.5
Lower bounds=--,--,--
Upper bounds=--,--,--
Meanings=asymptote,response range,rate
[Independent Variables]
x =
[Dependent Variables]
y =
[Constants]
[Formula]
y = a-b*exp(-k*x)
[Constraints]
[Initializations]
[After fitting]
[Controls]
General Linear Constraints=Off
Initialization scripts=Off
Scripts After fitting=Off
FitFunc/ASYMPT3.FDF
[General Information]
Function Name=Asymptotic3	; name show up in the select function dialog
Brief Description=Asymptotic Regression Model - 3rd parameterization.
Function Type=Built-in		; source type, built-in, user-defined, external dll
Function Form=Expression	; function form;
Function Source=fgroup.Asymptotic3
Number Of Parameters=3
Number Of Independent Variables=1
Number Of Dependent Variables=1
[Fitting Parameters]
Naming Method=user-defined
Names=a,xc,k
Initial Values=1.0(V),1.0(V),0.5
Lower bounds=--,--,--
Upper bounds=--,--,--
Meanings=asymptote,rate,origin
[Independent Variables]
x =
[Dependent Variables]
y =
[Constants]
[Formula]
y = a*(1-exp(-k*(x-xc)))
[Constraints]
[Initializations]
[After fitting]
[Controls]
General Linear Constraints=Off
Initialization scripts=Off
Scripts After fitting=Off
FitFunc/ASYMPT4.FDF
[General Information]
Function Name=Asymptotic4	; name show up in the select function dialog
Brief Description=Asymptotic Regression Model - 4th parameterization.
Function Type=Built-in		; source type, built-in, user-defined, external dll
Function Form=Expression	; function form;
Function Source=fgroup.Asymptotic4
Number Of Parameters=3
Number Of Independent Variables=1
Number Of Dependent Variables=1
[Fitting Parameters]
Naming Method=user-defined
Names=a,b,I
Initial Values=1.0(V),1.0(V),0.5
Lower bounds=--,--,--
Upper bounds=--,--,--
Meanings=asymptote,rate,intercept
[Independent Variables]
x =
[Dependent Variables]
y =
[Constants]
[Formula]
y = a + (I-a)*b^x
[Constraints]
[Initializations]
[After fitting]
[Controls]
General Linear Constraints=Off
Initialization scripts=Off
Scripts After fitting=Off
FitFunc/ASYMPT5.FDF
[General Information]
Function Name=Asymptotic5	; name show up in the select function dialog
Brief Description=Asymptotic Regression Model - 5th parameterization.
Function Type=Built-in		; source type, built-in, user-defined, external dll
Function Form=Expression	; function form;
Function Source=fgroup.Asymptotic5
Number Of Parameters=3
Number Of Independent Variables=1
Number Of Dependent Variables=1
[Fitting Parameters]
Naming Method=user-defined
Names=a,I,k
Initial Values=1.0(V),1.0(V),0.5
Lower bounds=--,--,--
Upper bounds=--,--,--
Meanings=asymptote,intercept,rate
[Independent Variables]
x =
[Dependent Variables]
y =
[Constants]
[Formula]
y = a + (I-a)*exp(-k*x)
[Constraints]
[Initializations]
[After fitting]
[Controls]
General Linear Constraints=Off
Initialization scripts=Off
Scripts After fitting=Off
FitFunc/ASYMPT6.FDF
[General Information]
Function Name=Asymptotic6	; name show up in the select function dialog
Brief Description=Asymptotic Regression Model - 6th parameterization.
Function Type=Built-in		; source type, built-in, user-defined, external dll
Function Form=Expression	; function form;
Function Source=fgroup.Asymptotic6
Number Of Parameters=3
Number Of Independent Variables=1
Number Of Dependent Variables=1
[Fitting Parameters]
Naming Method=user-defined
Names=a,b,k
Initial Values=1.0(V),1.0(V),0.5
Lower bounds=--,--,--
Upper bounds=--,--,--
Meanings=asymptote,response range,rate
[Independent Variables]
x =
[Dependent Variables]
y =
[Constants]
[Formula]
y = a - exp(-(b+k*x))
[Constraints]
[Initializations]
[After fitting]
[Controls]
General Linear Constraints=Off
Initialization scripts=Off
Scripts After fitting=Off
FitFunc/ASYMPT7.FDF
[General Information]
Function Name=Asymptotic7	; name show up in the select function dialog
Brief Description=Asymptotic Regression Model - 7th parameterization.
Function Type=Built-in		; source type, built-in, user-defined, external dll
Function Form=Expression	; function form;
Function Source=fgroup.Asymptotic7
Number Of Parameters=3
Number Of Independent Variables=1
Number Of Dependent Variables=1
[Fitting Parameters]
Naming Method=user-defined
Names=I,b,k
Initial Values=1.0(V),1.0(V),0.5
Lower bounds=--,--,--
Upper bounds=--,--,--
Meanings=intercept,response range,rate
[Independent Variables]
x =
[Dependent Variables]
y =
[Constants]
[Formula]
y = I + b*(1-exp(-k*x))
[Constraints]
[Initializations]
[After fitting]
[Controls]
General Linear Constraints=Off
Initialization scripts=Off
Scripts After fitting=Off
FitFunc/BATESW.FDF
[General Information]
Function Name=BatesWatts 	; name show up in the select function dialog
Brief Description=Bates
and Watts Model
Function Type=Built-in		; source type, built-in, user-defined, external dll
Function Form=Expression	; function form;
Function Source=fgroup.BatesWatts
Number Of Parameters=3
Number Of Independent Variables=2
Number Of Dependent Variables=1
[Fitting Parameters]
Naming Method=user-defined
Names=p1, p2, p3
Initial Values=1.0(V),1.0(V),1.0(V)
Lower bounds=--,--,--
Upper bounds=--,--,--
Meanings=unknown,unknown,unknown
[Independent Variables]
x =
[Dependent Variables]
y =
[Constants]
[Formula]
y = p1*p3*x/(1+p1*x+p2*x2)	
[Constraints]
[Initializations]
[After fitting]
[Controls]
General Linear Constraints=Off
Initialization scripts=Off
Scripts After fitting=Off
FitFunc/BELEHRAD.FDF
[General Information]
Function Name=Belehradek		; name show up in the select function dialog
Brief Description=Belehradek Model
Function Type=Built-in		; source type, built-in, user-defined, external dll
Function Form=Expression	; function form;
Function Source=fgroup.Belehradek
Number Of Parameters=3
Number Of Independent Variables=1
Number Of Dependent Variables=1
[Fitting Parameters]
Naming Method=user-defined
Names=a,b,c
Initial Values=1.0(V),1.0(V),0.5
Lower bounds=--,--,--
Upper bounds=--,--,--
Meanings=coefficient,position,power
[Independent Variables]
x =
[Dependent Variables]
y =
[Constants]
[Formula]
y = a*(x-b)^c
[Constraints]
[Initializations]
[After fitting]
[Controls]
General Linear Constraints=Off
Initialization scripts=Off
Scripts After fitting=Off
FitFunc/BET.FDF
[General Information]
Function Name=BET	; name show up in the select function dialog
Brief Description=BET Model
Function Type=Built-in		; source type, built-in, user-defined, external dll
Function Form=Expression	; function form;
Function Source=fgroup.BET
Number Of Parameters=2
Number Of Independent Variables=1
Number Of Dependent Variables=1
[Fitting Parameters]
Naming Method=user-defined
Names=a,b
Initial Values=1.0(V),5.0(V)
Lower bounds=--,--
Upper bounds=--,--
Meanings=coefficient,coefficient
[Independent Variables]
x =
[Dependent Variables]
y =
[Constants]
[Formula]
y = a*b*x/(1+(b-2)*x-(b-1)*x^2)
[Constraints]
[Initializations]
[After fitting]
[Controls]
General Linear Constraints=Off
Initialization scripts=Off
Scripts After fitting=Off
FitFunc/BETMOD.FDF
[General Information]
Function Name=BETMod	; name show up in the select function dialog
Brief Description=Modified BET Model
Function Type=Built-in		; source type, built-in, user-defined, external dll
Function Form=Expression	; function form;
Function Source=fgroup.BETMod
Number Of Parameters=2
Number Of Independent Variables=1
Number Of Dependent Variables=1
[Fitting Parameters]
Naming Method=user-defined
Names=a,b
Initial Values=1.0(V),5.0(V)
Lower bounds=--,--
Upper bounds=--,--
Meanings=coefficient,coefficient
[Independent Variables]
x =
[Dependent Variables]
y =
[Constants]
[Formula]
y = x/(a+b*x-(a+b)*x^2)
[Constraints]
[Initializations]
[After fitting]
[Controls]
General Linear Constraints=Off
Initialization scripts=Off
Scripts After fitting=Off
FitFunc/BIND1.FDF
[GENERAL INFORMATION]
Function Name=OneSiteBind
Brief Description=One site direct binding. Rectangular hyperbola, connects to isotherm or saturation curve.
Function Source=fgroup.Binding1
Function Type=Built-in
Function Form=Expression
Number Of Parameters=2
Number Of Independent Variables=1
Number Of Dependent Variables=1
[FITTING PARAMETERS]
Naming Method=User-Defined
Names=Bmax, k1
Meanings=top asymptote, median
Initial Values=1.0(V),1.0(V)
Lower Bounds=--(I,Off),0(I,Off)
Upper Bounds=--(I,Off),--(I,Off)
Number Of Significant Digits=
[FORMULA]
y = Bmax * x / (k1 + x)
[CONSTRAINTS]
[CONSTANTS]
[INITIALIZATIONS]
[AFTER FITTING]
[INDEPENDENT VARIABLES]
x=
[DEPENDENT VARIABLES]
y=
[CONTROLS]
General Linear Constraints=Off
Initialization Scripts=Off
Scripts After Fitting=Off
Number Of Duplicates=N/A
Duplicate Offset=N/A
Duplicate Unit=N/A
FitFunc/BIND2.FDF
[GENERAL INFORMATION]
Function Name=TwoSiteBind
Brief Description=Two site binding curve. 
Function Source=fgroup.Binding2
Function Type=Built-in
Function Form=Expression
Number Of Parameters=4
Number Of Independent Variables=1
Number Of Dependent Variables=1
[FITTING PARAMETERS]
Naming Method=User-Defined
Names=Bmax1, Bmax2, k1, k2
Meanings=first top asymptote, second top asymptote, first median, second median
Initial Values=1.0(V),1.0(V), 1.0(V), 1.0(V)
Lower Bounds=--(I,Off),--(I,Off),0(X,Off),0(X,Off)
Upper Bounds=--(I,Off),--(I,Off),--(I,Off),--(I,Off)
Number Of Significant Digits=
[FORMULA]
y = Bmax1 * x / (k1 + x) + Bmax2 * x / (k2 + x)
[CONSTRAINTS]
[CONSTANTS]
[INITIALIZATIONS]
[AFTER FITTING]
[INDEPENDENT VARIABLES]
x=
[DEPENDENT VARIABLES]
y=
[CONTROLS]
General Linear Constraints=Off
Initialization Scripts=Off
Scripts After Fitting=Off
Number Of Duplicates=N/A
Duplicate Offset=N/A
Duplicate Unit=N/A
FitFunc/BIPHASIC.FDF
[GENERAL INFORMATION]
Function Name=Biphasic
Brief Description=Biphasic Sigmoidal Dose Response (7 parameters logistic equation). 
Function Source=fgroup.Response2
Function Type=Built-in
Function Form=Expression
Number Of Parameters=7
Number Of Independent Variables=1
Number Of Dependent Variables=1
[FITTING PARAMETERS]
Naming Method=User-Defined
Names=Amin, Amax1, Amax2, x0_1, x0_2, h1, h2
Meanings=bottom, first and second top asymptotes, first and second medians, slopes
Initial Values=0.0(V),1.0(V), 1.0(V), 1.0(V), 10.0(V), 1.0(V), 1.0(V)
Lower Bounds=--(I,Off),--(I,Off),--(I,Off),--(I,Off),--(I,Off),--(I,Off),--(I,Off)
Upper Bounds=--(I,Off),--(I,Off),--(I,Off),--(I,Off),--(I,Off),--(I,Off),--(I,Off)
Number Of Significant Digits=
[FORMULA]
y = Amin + (Amax1 - Amin) / (1 + 10^((x - x0_1) * h1) + (Amax2 - Amin) / (1 + 10^((x0_2 - x) * h2)
[CONSTRAINTS]
[CONSTANTS]
[INITIALIZATIONS]
[AFTER FITTING]
[INDEPENDENT VARIABLES]
x=
[DEPENDENT VARIABLES]
y=
[CONTROLS]
General Linear Constraints=Off
Initialization Scripts=Off
Scripts After Fitting=Off
Number Of Duplicates=N/A
Duplicate Offset=N/A
Duplicate Unit=N/A
FitFunc/BLNELD.FDF
[General Information]
Function Name=BlNeld	; name show up in the select function dialog
Brief Description=Bleasdale-Nelder Model
Function Type=Built-in		; source type, built-in, user-defined, external dll
Function Form=Expression	; function form;
Function Source=fgroup.BlNeld
Number Of Parameters=4
Number Of Independent Variables=1
Number Of Dependent Variables=1
[Fitting Parameters]
Naming Method=user-defined
Names=a,b,c,f
Initial Values=1.0(V),1.0(V),0.5,1.0
Lower bounds=--,--,--,--
Upper bounds=--,--,--,--
Meanings=coefficient,coefficient,coefficient,power
[Independent Variables]
x =
[Dependent Variables]
y =
[Constants]
[Formula]
y = (a + b*x^f)^(-1/c)
[Constraints]
[Initializations]
[After fitting]
[Controls]
General Linear Constraints=Off
Initialization scripts=Off
Scripts After fitting=Off
FitFunc/BLNELDSP.FDF
[General Information]
Function Name=BlNeldSmp	; name show up in the select function dialog
Brief Description=Simplified Bleasdale-Nelder Model
Function Type=Built-in		; source type, built-in, user-defined, external dll
Function Form=Expression	; function form;
Function Source=fgroup.BlNeldSmp
Number Of Parameters=3
Number Of Independent Variables=1
Number Of Dependent Variables=1
[Fitting Parameters]
Naming Method=user-defined
Names=a,b,c
Initial Values=1.0(V),1.0(V),0.5
Lower bounds=--,--,--
Upper bounds=--,--,--
Meanings=coefficient,coefficient,coefficient
[Independent Variables]
x =
[Dependent Variables]
y =
[Constants]
[Formula]
y = (a + b*x)^(-1/c)
[Constraints]
[Initializations]
[After fitting]
[Controls]
General Linear Constraints=Off
Initialization scripts=Off
Scripts After fitting=Off
FitFunc/BNTHYPSP.FDF
[General Information]
Function Name=BentHyperblSmp		; name show up in the select function dialog
Brief Description=Simplified Bent-Hyperbola
Function Type=Built-in		; source type, built-in, user-defined, external dll
Function Form=Expression	; function form;
Function Source=fgroup.BentHyperblSmp
Number Of Parameters=4
Number Of Independent Variables=1
Number Of Dependent Variables=1
[Fitting Parameters]
Naming Method=user-defined
Names=a,b,c,d
Initial Values=1.0(V),1.0(V),0.5,0.5
Lower bounds=--,--,--,--
Upper bounds=--,--,--,--
Meanings=coefficient,coefficient,coefficient,coefficient
[Independent Variables]
x =
[Dependent Variables]
y =
[Constants]
[Formula]
y = a*(1 + b*(x+c) - (1 + (b*(x+c))^d)^(1/d))
[Constraints]
[Initializations]
[After fitting]
[Controls]
General Linear Constraints=Off
Initialization scripts=Off
Scripts After fitting=Off
FitFunc/BOXLC1MD.FDF
[General Information]
Function Name=BoxLucas1Mod		; name show up in the select function dialog
Brief Description=a parameterization of Box Lucas Model
Function Type=Built-in		; source type, built-in, user-defined, external dll
Function Form=Expression	; function form;
Function Source=fgroup.BoxLucas1Mod
Number Of Parameters=2
Number Of Independent Variables=1
Number Of Dependent Variables=1
[Fitting Parameters]
Naming Method=user-defined
Names=a, b 
Initial Values=1.0(V),1.0(V)
Lower bounds=--,--
Upper bounds=--,--
Meanings=coefficient, coefficient
[Independent Variables]
x =
[Dependent Variables]
y =
[Constants]
[Formula]
y = a*(1 - b^x)
[Constraints]
[Initializations]
[After fitting]
[Controls]
General Linear Constraints=Off
Initialization scripts=Off
Scripts After fitting=Off
FitFunc/BOXLUC1.FDF
[General Information]
Function Name=BoxLucas1		; name show up in the select function dialog
Brief Description=Box Lucas Model
Function Type=Built-in		; source type, built-in, user-defined, external dll
Function Form=Expression	; function form;
Function Source=fgroup.BoxLucas1
Number Of Parameters=2
Number Of Independent Variables=1
Number Of Dependent Variables=1
[Fitting Parameters]
Naming Method=user-defined
Names=a, b 
Initial Values=1.0(V),1.0(V)
Lower bounds=--,--
Upper bounds=--,--
Meanings=coefficient, coefficient
[Independent Variables]
x =
[Dependent Variables]
y =
[Constants]
[Formula]
y = a*(1 - exp(-b*x))
[Constraints]
[Initializations]
[After fitting]
[Controls]
General Linear Constraints=Off
Initialization scripts=Off
Scripts After fitting=Off
FitFunc/BOXLUC2.FDF
[GENERAL INFORMATION]
Function Name=BoxLucas2
Brief Description=a parameterization of Box Lucas Model.
Function Source=fgroup.BoxLucas2
Function Type=Built-in
Function Form=Expression
Number Of Parameters=2
Number Of Independent Variables=1
Number Of Dependent Variables=1
[FITTING PARAMETERS]
Naming Method=User-Defined
Names=a1, a2
Meanings=unknown,unknown
Initial Values=2.0(V),1.0(V)
Lower Bounds=--,--
Upper Bounds=--,--
Number Of Significant Digits=
[FORMULA]
y = (a1/(a1-a2))*(exp(-a2*x) - exp(-a1*x))
[CONSTRAINTS]
[CONSTANTS]
[INITIALIZATIONS]
[AFTER FITTING]
[INDEPENDENT VARIABLES]
x=
[DEPENDENT VARIABLES]
y=
[CONTROLS]
General Linear Constraints=Off
Initialization Scripts=Off
Scripts After Fitting=Off
Number Of Duplicates=N/A
Duplicate Offset=N/A
Duplicate Unit=N/A
FitFunc/BRADLEY.FDF
[General Information]
Function Name=Bradley 	; name show up in the select function dialog
Brief Description=Bradley Model
Function Type=Built-in		; source type, built-in, user-defined, external dll
Function Form=Expression	; function form;
Function Source=fgroup.Bradley
Number Of Parameters=2
Number Of Independent Variables=1
Number Of Dependent Variables=1
[Fitting Parameters]
Naming Method=user-defined
Names=a,b
Initial Values=1.0(V),1.0(V)
Lower bounds=--,--
Upper bounds=--,--
Meanings=unknown,unknown
[Independent Variables]
x =
[Dependent Variables]
y =
[Constants]
[Formula]
y = a*ln(-b*ln(x))
[Constraints]
p1 != p2
[Initializations]
[After fitting]
[Controls]
General Linear Constraints=Off
Initialization scripts=Off
Scripts After fitting=Off
FitFunc/Chapman.fdf
[General Information]
Function Name=Chapman		; name show up in the select function dialog
Brief Description=Chapman Model
Function Type=Built-in		; source type, built-in, user-defined, external dll
Function Form=Expression	; function form;
Function Source=fgroup.Chapman
Number Of Parameters=3
Number Of Independent Variables=1
Number Of Dependent Variables=1
[Fitting Parameters]
Naming Method=user-defined
Names=a,b,c
Initial Values=1.0(V),1.0(V),0.5
Lower bounds=--,--,--
Upper bounds=--,--,--
Meanings=coefficient,coefficient,coefficient
[Independent Variables]
x =
[Dependent Variables]
y =
[Constants]
[Formula]
y =a*(1 - exp(-b*x))^c
[Constraints]
[Initializations]
[After fitting]
[Controls]
General Linear Constraints=Off
Initialization scripts=Off
Scripts After fitting=Off
FitFunc/CHESLECR.FDF
[GENERAL INFORMATION]
Function Name=CCE
Brief Description=Chesler-Cram Peak Function for use in chromatography
Function Source=fgroup.CCE
Function Type=Built-in
Function Form=Expression
Number Of Parameters=9
Number Of Independent Variables=1
Number Of Dependent Variables=1
[FITTING PARAMETERS]
Naming Method=User-Defined
Names=y0,xc1,A,w,k2,xc2,B,k3,xc3
Meanings=offset,unknown,unknown,unknown,unknown,unknown,unknown,unknown,unknown
Initial Values=0.0(V),1.0(V),1.0(V),1.0(V),1.0(V),1.0(V),1.0(V),1.0(V),1.0(V)
Lower Bounds=--(I,Off),--(I,Off),--(I,Off),0.0(X,On),--(I,Off),--(I,Off),--(I,Off),--(I,Off),--(I,Off)
Upper Bounds=--(I,Off),--(I,Off),--(I,Off),--(I,Off),--(I,Off),--(I,Off),--(I,Off),--(I,Off),--(I,Off)
Number Of Significant Digits=
[FORMULA]
y = y0+A*(exp(-z*z/(2*w)) + (1 - 0.5*(1 - tanh(k2*(x-xc2)))) * B * exp(-0.5*k3*(abs(x-xc3) + (x-xc3))))
z=x-xc1
[CONSTRAINTS]
[CONSTANTS]
[INITIALIZATIONS]
[AFTER FITTING]
[INDEPENDENT VARIABLES]
x=
[DEPENDENT VARIABLES]
y=
[CONTROLS]
General Linear Constraints=Off
Initialization Scripts=Off
Scripts After Fitting=Off
Number Of Duplicates=0
Duplicate Offset=2
Duplicate Unit=8
FitFunc/COLE.FDF
[General Information]
Function Name=Cole			; name show up in the select function dialog
Brief Description=Cole Model in Screening for chronic respiratory
Function Type=Built-in		; source type, built-in, user-defined, external dll
Function Form=Expression	; function form;
Function Source=fgroup.Cole
Number Of Parameters=3
Number Of Independent Variables=2
Number Of Dependent Variables=1
[Fitting Parameters]
Naming Method=user-defined
Names=a, b, c
Initial Values=0.5(V),1.0(V),1.0(V)
Lower bounds=--,--,--
Upper bounds=--,--,--
Meanings=power, offset, coefficient
[Independent Variables]
x_1 = 
x_2 = 
[Dependent Variables]
y = 
[Constants]
[Formula]
y = x1^a * (b + c*x2)
[Constraints]
[Initializations]
[After fitting]
[Controls]
General Linear Constraints=Off
Initialization scripts=Off
Scripts After fitting=Off
FitFunc/COMP1.FDF
[GENERAL INFORMATION]
Function Name=OneSiteComp
Brief Description=One Site Competition curve. Dose-response curve with Hill slope equal
to -1.
Function Source=fgroup.Competition1
Function Type=Built-in
Function Form=Expression
Number Of Parameters=3
Number Of Independent Variables=1
Number Of Dependent Variables=1
[FITTING PARAMETERS]
Naming Method=User-Defined
Names=A1,A2,log(x0)
Meanings=top asymptote,bottom asymptote, center
Initial Values=10.0(V),1.0(V),1.0(V)
Lower Bounds=--(I,Off),--(I,Off),0(X,Off)
Upper Bounds=--(I,Off),--(I,Off),--(I,Off)
Number Of Significant Digits=
[FORMULA]
y = A2 + (A1-A2)/(1 + 10^(x-log(x0)))
[CONSTRAINTS]
[CONSTANTS]
[INITIALIZATIONS]
[AFTER FITTING]
[INDEPENDENT VARIABLES]
x=
[DEPENDENT VARIABLES]
y=
[CONTROLS]
General Linear Constraints=Off
Initialization Scripts=Off
Scripts After Fitting=Off
Number Of Duplicates=N/A
Duplicate Offset=N/A
Duplicate Unit=N/A
FitFunc/COMP2.FDF
[GENERAL INFORMATION]
Function Name=TwoSiteComp
Brief Description=Two site competition
Function Source=fgroup.Competition2
Function Type=Built-in
Function Form=Expression
Number Of Parameters=5
Number Of Independent Variables=1
Number Of Dependent Variables=1
[FITTING PARAMETERS]
Naming Method=User-Defined
Names=A1, A2, log(x0_1), log(x0_2), fraction
Meanings=top asymptote,bottom asymptote, first center, second center, fraction
Initial Values=10.0(V),1.0(V),1.0(V),2.0(V),0.5(V)
Lower Bounds=--(I,Off),--(I,Off),0(X,Off),0(X,Off),0(X,Off)
Upper Bounds=--(I,Off),--(I,Off),--(I,Off),--(I,Off),1(X,Off)
Number Of Significant Digits=
[FORMULA]
y = A2 + (A1-A2) * (fraction/(1 + 10^(x-log(x0_1)) + (1 - fraction)/(1 + 10^(x-log(x0_2)))
[CONSTRAINTS]
[CONSTANTS]
[INITIALIZATIONS]
[AFTER FITTING]
[INDEPENDENT VARIABLES]
x=
[DEPENDENT VARIABLES]
y=
[CONTROLS]
General Linear Constraints=Off
Initialization Scripts=Off
Scripts After Fitting=Off
Number Of Duplicates=N/A
Duplicate Offset=N/A
Duplicate Unit=N/A
FitFunc/CONSTANT.FDF
[General Information]
Function Name=Constant 	; name show up in the select function dialog
Brief Description=Constant base line
Function Type=Built-in		; source type, built-in, user-defined, external dll
Function Form=Expression	; function form;
Function Source=fgroup.Constant
Number Of Parameters=1
Number Of Independent Variables=1
Number Of Dependent Variables=1
[Fitting Parameters] 
Naming Method=user-defined
Names=y0
Initial Values=0.0(V)
Lower bounds=--
Upper bounds=--
Meanings=unknown
[Independent Variables]
x = 
[Dependent Variables]
y = 
[Constants]
[Formula]
y = y0
[Constraints]
[Initializations]
[After fitting]
[Controls]
General Linear Constraints=Off
Initialization scripts=Off
Scripts After fitting=Off
FitFunc/CUBIC.FDF
[General Information]
Function Name=Cubic 		; name show up in the select function dialog
Brief Description=Cubic Curve
Function Type=Built-in		; source type, built-in, user-defined, external dll
Function Form=Expression	; function form;
Function Source=fgroup.Cubic
Number Of Parameters=4
Number Of Independent Variables=1
Number Of Dependent Variables=1
[Fitting Parameters] 
Naming Method=user-defined
Names=A,B,C,D
Initial Values=0.0(V),1.0(V),1.0(V),1.0(V)
Lower bounds=--,--,--,--
Upper bounds=--,--,--,--
Meanings=offset,cofficient,cofficient,cofficient
[Independent Variables]
x = 
[Dependent Variables]
y = 
[Constants]
[Formula]
y = A + B*x + C*x^2 + D*x^3
[Constraints]
[Initializations]
[After fitting]
[Controls]
General Linear Constraints=Off
Initialization scripts=Off
Scripts After fitting=Off
FitFunc/DCPDISSO.FDF
[GENERAL INFORMATION]
Function Name=DCPDisso
Brief Description=SINGLE 2-STATE DISSOCIATION WITH DELTA CP MODEL
Function Source=DSCFIT.2
Function Type=External DLL
Function Form=Expression
Number Of Parameters=7
Number Of Independent Variables=1
Number Of Dependent Variables=1
[FITTING PARAMETERS]
Naming Method=User-Defined
Names=BL0,BL1,n,Tm,Hm,dCp,Ct
Meanings=xxxx,xxxx,xxxx,xxxx,xxxx,xxxx,xxxx
Initial Values=--(V),--(V),--(V),--(V),--(V),--(V),--(V)
Lower Bounds=--,--,--,--,--,--,--
Upper Bounds=--,--,--,--,--,--,--
Number Of Significant Digits=3,3,3,4,3,3,3
[FORMULA]
SINGLE 2-STATE DISSOCIATION WITH DELTA CP MODEL;
[CONSTRAINTS]
[CONSTANTS]
[INITIALIZATIONS]
[AFTER FITTING]
[INDEPENDENT VARIABLES]
x=
[DEPENDENT VARIABLES]
y=
[CONTROLS]
General Linear Constraints=Off
Initialization Scripts=On
Scripts After Fitting=Off
Number Of Duplicates=N/A
Duplicate Offset=N/A
Duplicate Unit=N/A
Generate Curves After Fitting=No
Curve Point Spacing=Same X as Fitting Data
Generate Peaks After Fitting=No
Generate Peaks During Fitting=No
Paste Parameters to Plot After Fitting=Yes
Paste Parameters to Script Window After Fitting=Yes
Generate Peaks with Baseline=No
Keep Parameters=Yes
Generate Residue After Fitting=No
FitFunc/DCPM2ST.FDF
[GENERAL INFORMATION]
Function Name=dCpM2ST
Brief Description=dCpM2ST:2-state with delta Cp model
Function Source=dscfuncs.3
Function Type=External DLL
Function Form=Expression
Number Of Parameters=5
Number Of Independent Variables=1
Number Of Dependent Variables=1
[FITTING PARAMETERS]
Naming Method=User-Defined
Names=BL0,BL1,Tm,H,dCp
Meanings=xxxx,xxxx,xxxx,xxxx,xxxx
Initial Values=--(V),--(V),--(V),--(V),--(V)
Lower Bounds=--,--,--,--,--
Upper Bounds=--,--,--,--,--
Number Of Significant Digits=3,3,4,3,3
[FORMULA]
dCpM2ST:2-state with delta Cp model;
[CONSTRAINTS]
[CONSTANTS]
[INITIALIZATIONS]
[AFTER FITTING]
[INDEPENDENT VARIABLES]
x=
[DEPENDENT VARIABLES]
y=
[CONTROLS]
General Linear Constraints=Off
Initialization Scripts=On
Scripts After Fitting=Off
Number Of Duplicates=0
Duplicate Offset=3
Duplicate Unit=3
Generate Curves After Fitting=No
Curve Point Spacing=Same X as Fitting Data
Generate Peaks After Fitting=No
Generate Peaks During Fitting=No
Paste Parameters to Plot After Fitting=Yes
Paste Parameters to Script Window After Fitting=Yes
Generate Peaks with Baseline=No
Keep Parameters=Yes
Generate Residue After Fitting=No
FitFunc/DRESP.FDF
[GENERAL INFORMATION]
Function Name=DoseResp
Brief Description=Dose-response curve with variable Hill slope given by parameter 'p'.
Function Source=fgroup.Response1
Function Type=Built-in
Function Form=Expression
Number Of Parameters=4
Number Of Independent Variables=1
Number Of Dependent Variables=1
[FITTING PARAMETERS]
Naming Method=User-Defined
Names=A1,A2,LOGx0,p
Meanings=bottom asymptote,top asymptote, center, hill slope
Initial Values=1.0(V),100.0(V),-5.0(V),1.0(V)
Lower Bounds=--(I,Off),--(I,Off),0(I,Off),0(I,Off)
Upper Bounds=--(I,Off),--(I,Off),--(I,Off),--(I,Off)
Number Of Significant Digits=
[FORMULA]
y = A1 + (A2-A1)/(1 + 10^((LOG(x0)-x)*p))
[CONSTRAINTS]
[CONSTANTS]
[INITIALIZATIONS]
[AFTER FITTING]
[INDEPENDENT VARIABLES]
x=
[DEPENDENT VARIABLES]
y=
[CONTROLS]
General Linear Constraints=Off
Initialization Scripts=Off
Scripts After Fitting=Off
Number Of Duplicates=N/A
Duplicate Offset=N/A
Duplicate Unit=N/A
FitFunc/EDGWTHCR.FDF
[GENERAL INFORMATION]
Function Name=ECS
Brief Description=Edgeworth-Cramer Peak Function for use in chromatography
Function Source=fgroup.ECS
Function Type=Built-in
Function Form=Expression
Number Of Parameters=6
Number Of Independent Variables=1
Number Of Dependent Variables=1
[FITTING PARAMETERS]
Naming Method=User-Defined
Names=y0,xc,A,w,a3,a4
Meanings=offset,center,amplitude,width,unknown,unknown
Initial Values=0.0(V),0.0(V),1.0(V),1.0(V),1.0(V),1.0(V)
Lower Bounds=--,--,0.0(X,ON),0.0(X,ON),--,--
Upper Bounds=--,--,--,--,--,--
Number Of Significant Digits=
[FORMULA]
[CONSTRAINTS]
[CONSTANTS]
[INITIALIZATIONS]
[AFTER FITTING]
[INDEPENDENT VARIABLES]
x=
[DEPENDENT VARIABLES]
y=
[CONTROLS]
General Linear Constraints=Off
Initialization Scripts=Off
Scripts After Fitting=Off
Number Of Duplicates=0
Duplicate Offset=2
Duplicate Unit=5
FitFunc/ERRFUNC.F
Library Function=errfunc.2
Parameters=BASE,C0,C1,C2,C3,S0,S1,S2,S3,D0,D1,D2,D3,R,RPM,X0,SEC
Number of parameters=17
Description = {Sedimentation Velocity Expression}
Initialization script = {nlsf.p1=0; 	
nlsf.p2=0.3;	
nlsf.p3=0;
nlsf.v3=0;
nlsf.p4=0;
nlsf.v4=0;
nlsf.p5=0;
nlsf.v5=0;
nlsf.p6=1.0;
nlsf.p7=1;
nlsf.v7=0;
nlsf.p8=1;
nlsf.v8=0;
nlsf.p9=1;
nlsf.v9=0;
nlsf.p10=5.0;
nlsf.p11=1;
nlsf.v11=0;
nlsf.p12=1;
nlsf.v12=0;
nlsf.p13=1;
nlsf.v13=0;
nlsf.p14=8.314e7;
nlsf.v14=0;
nlsf.p15=40000;
nlsf.v15=0;
nlsf.p16=6.1;	
nlsf.v16=0;
nlsf.p17=14368;
nlsf.v17=0;
}
Run Init Script=1
FitFunc/EXP1P1.FDF
[General Information]
Function Name=Exp1P1	; name show up in the select function dialog
Brief Description=One-Parameter Exponential Function
Function Type=Built-in		; source type, built-in, user-defined, external dll
Function Form=Expression	; function form;
Function Source=fgroup.Exp1P1
Number Of Parameters=1
Number Of Independent Variables=1
Number Of Dependent Variables=1
[Fitting Parameters]
Naming Method=user-defined
Names=A
Initial Values=1.0(V)
Lower bounds=--
Upper bounds=--
Meanings=position
[Independent Variables]
x = 
[Dependent Variables]
y = 
[Constants]
[Formula]
y = exp(x-A)
[Constraints]
[Initializations]
[After fitting]
[Controls]
General Linear Constraints=Off
Initialization scripts=Off
Scripts After fitting=Off
FitFunc/EXP1P2.FDF
[General Information]
Function Name=Exp1p2	; name show up in the select function dialog
Brief Description=One-Parameter Exponential Function
Function Type=Built-in		; source type, built-in, user-defined, external dll
Function Form=Expression	; function form;
Function Source=fgroup.exp1p2
Number Of Parameters=1
Number Of Independent Variables=1
Number Of Dependent Variables=1
[Fitting Parameters]
Naming Method=user-defined
Names=A
Initial Values=1.0(V)
Lower bounds=--
Upper bounds=--
Meanings=coefficient
[Independent Variables]
x = 
[Dependent Variables]
y = 
[Constants]
[Formula]
y = exp(-A*x)
[Constraints]
[Initializations]
[After fitting]
[Controls]
General Linear Constraints=Off
Initialization scripts=Off
Scripts After fitting=Off
FitFunc/EXP1P2MD.FDF
[General Information]
Function Name=Exp1p2Md	; name show up in the select function dialog
Brief Description=One-Parameter Exponential Function
Function Type=Built-in		; source type, built-in, user-defined, external dll
Function Form=Expression	; function form;
Function Source=fgroup.Exp1p2Md
Number Of Parameters=1
Number Of Independent Variables=1
Number Of Dependent Variables=1
[Fitting Parameters]
Naming Method=user-defined
Names=B
Initial Values=1.0(V)
Lower bounds=--
Upper bounds=--
Meanings=position
[Independent Variables]
x = 
[Dependent Variables]
y = 
[Constants]
[Formula]
y = B^x
[Constraints]
[Initializations]
[After fitting]
[Controls]
General Linear Constraints=Off
Initialization scripts=Off
Scripts After fitting=Off
FitFunc/EXP1P3.FDF
[General Information]
Function Name=Exp1p3	; name show up in the select function dialog
Brief Description=One-Parameter Exponential Function
Function Type=Built-in		; source type, built-in, user-defined, external dll
Function Form=Expression	; function form;
Function Source=fgroup.Exp1p3
Number Of Parameters=1
Number Of Independent Variables=1
Number Of Dependent Variables=1
[Fitting Parameters]
Naming Method=user-defined
Names=A
Initial Values=1.0(V)
Lower bounds=--
Upper bounds=--
Meanings=coefficient
[Independent Variables]
x = 
[Dependent Variables]
y = 
[Constants]
[Formula]
y = A*exp(-A*x)
[Constraints]
[Initializations]
[After fitting]
[Controls]
General Linear Constraints=Off
Initialization scripts=Off
Scripts After fitting=Off
FitFunc/EXP1P3MD.FDF
[General Information]
Function Name=Exp1P3Md	; name show up in the select function dialog
Brief Description=One-Parameter Exponential Function
Function Type=Built-in		; source type, built-in, user-defined, external dll
Function Form=Expression	; function form;
Function Source=fgroup.Exp1P3Md
Number Of Parameters=1
Number Of Independent Variables=1
Number Of Dependent Variables=1
[Fitting Parameters]
Naming Method=user-defined
Names=B
Initial Values=5.0(V)
Lower bounds=--
Upper bounds=--
Meanings=coefficient
[Independent Variables]
x = 
[Dependent Variables]
y = 
[Constants]
[Formula]
y = -ln(B)*B^x
[Constraints]
[Initializations]
[After fitting]
[Controls]
General Linear Constraints=Off
Initialization scripts=Off
Scripts After fitting=Off
FitFunc/EXP1P4.FDF
[General Information]
Function Name=Exp1P4	; name show up in the select function dialog
Brief Description=One-Parameter Exponential Function
Function Type=Built-in		; source type, built-in, user-defined, external dll
Function Form=Expression	; function form;
Function Source=fgroup.Exp1P4
Number Of Parameters=1
Number Of Independent Variables=1
Number Of Dependent Variables=1
[Fitting Parameters]
Naming Method=user-defined
Names=A
Initial Values=1.0(V)
Lower bounds=--
Upper bounds=--
Meanings=coefficient
[Independent Variables]
x = 
[Dependent Variables]
y = 
[Constants]
[Formula]
y = 1 - exp(-A*x)
[Constraints]
[Initializations]
[After fitting]
[Controls]
General Linear Constraints=Off
Initialization scripts=Off
Scripts After fitting=Off
FitFunc/EXP1P4MD.FDF
[General Information]
Function Name=Exp1P4Md	; name show up in the select function dialog
Brief Description=One-Parameter Exponential Function
Function Type=Built-in		; source type, built-in, user-defined, external dll
Function Form=Expression	; function form;
Function Source=fgroup.Exp1P4Md
Number Of Parameters=1
Number Of Independent Variables=1
Number Of Dependent Variables=1
[Fitting Parameters]
Naming Method=user-defined
Names=B
Initial Values=1.0(V)
Lower bounds=--
Upper bounds=--
Meanings=coefficient
[Independent Variables]
x = 
[Dependent Variables]
y = 
[Constants]
[Formula]
y = 1 - B^x
[Constraints]
[Initializations]
[After fitting]
[Controls]
General Linear Constraints=Off
Initialization scripts=Off
Scripts After fitting=Off
FitFunc/EXP2P.FDF
[General Information]
Function Name=Exp2P	; name show up in the select function dialog
Brief Description=Two-Parameter Exponential Function
Function Type=Built-in		; source type, built-in, user-defined, external dll
Function Form=Expression	; function form;
Function Source=fgroup.Exp2P
Number Of Parameters=2
Number Of Independent Variables=1
Number Of Dependent Variables=1
[Fitting Parameters]
Naming Method=user-defined
Names=a,b
Initial Values=1.0(V),1.5(V)
Lower bounds=--,--
Upper bounds=--,--
Meanings=position
[Independent Variables]
x = 
[Dependent Variables]
y = 
[Constants]
[Formula]
y = a*b^x
[Constraints]
[Initializations]
[After fitting]
[Controls]
General Linear Constraints=Off
Initialization scripts=Off
Scripts After fitting=Off
FitFunc/EXP2PMD1.FDF
[General Information]
Function Name=Exp2PMod1	; name show up in the select function dialog
Brief Description=Two-Parameter Exponential Function
Function Type=Built-in		; source type, built-in, user-defined, external dll
Function Form=Expression	; function form;
Function Source=fgroup.Exp2PMod1
Number Of Parameters=2
Number Of Independent Variables=1
Number Of Dependent Variables=1
[Fitting Parameters]
Naming Method=user-defined
Names=a,b
Initial Values=1.0(V),1.5(V)
Lower bounds=--,--
Upper bounds=--,--
Meanings=coefficient,rate
[Independent Variables]
x = 
[Dependent Variables]
y = 
[Constants]
[Formula]
y = a*exp(b*x)
[Constraints]
[Initializations]
[After fitting]
[Controls]
General Linear Constraints=Off
Initialization scripts=Off
Scripts After fitting=Off
FitFunc/EXP2PMD2.FDF
[General Information]
Function Name=Exp2PMod2	; name show up in the select function dialog
Brief Description=Two-Parameter Exponential Function
Function Type=Built-in		; source type, built-in, user-defined, external dll
Function Form=Expression	; function form;
Function Source=fgroup.Exp2PMod2
Number Of Parameters=2
Number Of Independent Variables=1
Number Of Dependent Variables=1
[Fitting Parameters]
Naming Method=user-defined
Names=a,b
Initial Values=1.0(V),1.5(V)
Lower bounds=--,--
Upper bounds=--,--
Meanings=coefficient,rate
[Independent Variables]
x = 
[Dependent Variables]
y = 
[Constants]
[Formula]
y = exp(a+b*x)
[Constraints]
[Initializations]
[After fitting]
[Controls]
General Linear Constraints=Off
Initialization scripts=Off
Scripts After fitting=Off
FitFunc/EXP3P1.FDF
[General Information]
Function Name=Exp3P1		; name show up in the select function dialog
Brief Description=three-parameter exponential function
Function Type=Built-in		; source type, built-in, user-defined, external dll
Function Form=Expression	; function form;
Function Source=fgroup.Exp3P1
Number Of Parameters=3
Number Of Independent Variables=1
Number Of Dependent Variables=1
[Fitting Parameters]
Naming Method=user-defined
Names=a,b,c
Initial Values=1.0(V),1.0(V),0.5
Lower bounds=--,--,--
Upper bounds=--,--,--
Meanings=coefficient,coefficient,coefficient
[Independent Variables]
x = 
[Dependent Variables]
y = 
[Constants]
[Formula]
y =a*exp(b/(x+c))
[Constraints]
[Initializations]
[After fitting]
[Controls]
General Linear Constraints=Off
Initialization scripts=Off
Scripts After fitting=Off
FitFunc/EXP3P1MD.FDF
[General Information]
Function Name=Exp3P1Md		; name show up in the select function dialog
Brief Description=three-parameter exponential function
Function Type=Built-in		; source type, built-in, user-defined, external dll
Function Form=Expression	; function form;
Function Source=fgroup.Exp3P1Md
Number Of Parameters=3
Number Of Independent Variables=1
Number Of Dependent Variables=1
[Fitting Parameters]
Naming Method=user-defined
Names=a,b,c
Initial Values=1.0(V),1.0(V),0.5
Lower bounds=--,--,--
Upper bounds=--,--,--
Meanings=coefficient,coefficient,coefficient
[Independent Variables]
x = 
[Dependent Variables]
y = 
[Constants]
[Formula]
y =exp(a+b/(x+c))
[Constraints]
[Initializations]
[After fitting]
[Controls]
General Linear Constraints=Off
Initialization scripts=Off
Scripts After fitting=Off
FitFunc/EXP3P2.FDF
[General Information]
Function Name=Exp3P2		; name show up in the select function dialog
Brief Description=three-parameter function
Function Type=Built-in		; source type, built-in, user-defined, external dll
Function Form=Expression	; function form;
Function Source=fgroup.Exp3P2
Number Of Parameters=3
Number Of Independent Variables=1
Number Of Dependent Variables=1
[Fitting Parameters]
Naming Method=user-defined
Names=a,b,c
Initial Values=1.0(V),1.0(V),0.5
Lower bounds=--,--,--
Upper bounds=--,--,--
Meanings=coefficient,coefficient,coefficient
[Independent Variables]
x = 
[Dependent Variables]
y = 
[Constants]
[Formula]
y =exp(a+b*x+c*x^2)
[Constraints]
[Initializations]
[After fitting]
[Controls]
General Linear Constraints=Off
Initialization scripts=Off
Scripts After fitting=Off
FitFunc/EXPDEC1.FDF
[GENERAL INFORMATION]
Function Name=ExpDec1
Brief Description=Exponential Decay 1
Function Source=fgroup.ExpDec1
Function Type=Built-in
Function Form=Expression
Number Of Parameters=3
Number Of Independent Variables=1
Number Of Dependent Variables=1
[FITTING PARAMETERS]
Naming Method=User-Defined
Names=y0,A1,t1
Meanings=offset,amplitude,decay constant
Initial Values=0.0(V),1.0(V),1.0(V)
Lower Bounds=--,0.0(X,OFF),0.0(X,OFF)
Upper Bounds=--,--,--
Number Of Significant Digits=
[FORMULA]
y = A1*exp(-x/t1) + y0
[CONSTRAINTS]
[CONSTANTS]
[INITIALIZATIONS]
[AFTER FITTING]
[INDEPENDENT VARIABLES]
x=
[DEPENDENT VARIABLES]
y=
[CONTROLS]
General Linear Constraints=Off
Initialization Scripts=Off
Scripts After Fitting=Off
Number Of Duplicates=N/A
Duplicate Offset=N/A
Duplicate Unit=N/A
FitFunc/EXPDEC2.FDF
[General Information]
Function Name=ExpDec2	; name show up in the select function dialog
Brief Description=Exponential Decay 2
Function Type=Built-in		; source type, built-in, user-defined, external dll
Function Form=Expression	; function form;
Function Source=fgroup.ExpDec2
Number Of Parameters=5
Number Of Independent Variables=1
Number Of Dependent Variables=1
[Fitting Parameters]
Naming Method=user-defined
Names=y0,A1,t1,A2,t2
Initial Values=0.0(V),1.0(V),1.0(V),1.0(V),1.0(V)
Lower bounds=--,0.0(X,OFF),0.0(X,OFF),0.0(X,OFF),0.0(X,OFF)
Upper bounds=--,--,--,--,--
Meanings=offset,amplitude,decay constant,amplitude,decay constant
[Independent Variables]
x = 
[Dependent Variables]
y = 
[Constants]
[Formula]
y = A1*exp(-x/t1) + A2*exp(-x/t2) + y0
[Constraints]
[Initializations]
[After fitting]
[Controls]
General Linear Constraints=Off
Initialization scripts=Off
Scripts After fitting=Off
FitFunc/EXPDEC3.FDF
[General Information]
Function Name=ExpDec3	; name show up in the select function dialog
Brief Description=Exponential Decay 3
Function Type=Built-in		; source type, built-in, user-defined, external dll
Function Form=Expression	; function form;
Function Source=fgroup.ExpDec3
Number Of Parameters=7
Number Of Independent Variables=1
Number Of Dependent Variables=1
[Fitting Parameters]
Naming Method=user-defined
Names=y0,A1,t1,A2,t2,A3,t3
Initial Values=0.0(V),1.0(V),1.0(V),1.0(V),1.0(V),1.0(V),1.0(V)
Lower bounds=--,0.0(X,OFF),0.0(X,OFF),0.0(X,OFF),0.0(X,OFF),0.0(X,OFF),0.0(X,OFF)
Upper bounds=--,--,--,--,--,--,--
Meanings=offset,amplitude,decay constant,amplitude,decay constant,amplitude,decay constant
[Independent Variables]
x = 
[Dependent Variables]
y = 
[Constants]
[Formula]
y = A1*exp(-x/t1) + A2*exp(-x/t2) + A3*exp(-x/t3) + y0
[Constraints]
[Initializations]
[After fitting]
[Controls]
General Linear Constraints=Off
Initialization scripts=Off
Scripts After fitting=Off
FitFunc/EXPGRO1.FDF
[General Information]
Function Name=ExpGro1	; name show up in the select function dialog
Brief Description=Exponential Growth 1
Function Type=Built-in		; source type, built-in, user-defined, external dll
Function Form=Expression	; function form;
Function Source=fgroup.ExpGro1
Number Of Parameters=3
Number Of Independent Variables=1
Number Of Dependent Variables=1
[Fitting Parameters]
Naming Method=user-defined
Names=y0,A1,t1
Initial Values=0.0(V),1.0(V),1.0(V)
Lower bounds=--,0.0(X,OFF),0.0(X,OFF)
Upper bounds=--,--,--
Meanings=offset,amplitude,growth constant
[Independent Variables]
x = 
[Dependent Variables]
y = 
[Constants]
[Formula]
y = A1*exp(x/t1) + y0
[Constraints]
[Initializations]
[After fitting]
[Controls]
General Linear Constraints=Off
Initialization scripts=Off
Scripts After fitting=Off
FitFunc/EXPGRO2.FDF
[General Information]
Function Name=ExpGro2	; name show up in the select function dialog
Brief Description=Exponential Growth 2
Function Type=Built-in		; source type, built-in, user-defined, external dll
Function Form=Expression	; function form;
Function Source=fgroup.ExpGro2
Number Of Parameters=5
Number Of Independent Variables=1
Number Of Dependent Variables=1
[Fitting Parameters]
Naming Method=user-defined
Names=y0,A1,t1,A2,t2
Initial Values=0.0(V),1.0(V),1.0(V),1.0(V),1.0(V)
Lower bounds=--,0.0(X,OFF),0.0(X,OFF),0.0(X,OFF),0.0(X,OFF)
Upper bounds=--,--,--,--,--
Meanings=offset,amplitude,growth constant,amplitude,growth constant
[Independent Variables]
x = 
[Dependent Variables]
y = 
[Constants]
[Formula]
y = A1*exp(x/t1) + A2*exp(x/t2) + y0
[Constraints]
[Initializations]
[After fitting]
[Controls]
General Linear Constraints=Off
Initialization scripts=Off
Scripts After fitting=Off
FitFunc/EXPGRO3.FDF
[General Information]
Function Name=ExpGro3	; name show up in the select function dialog
Brief Description=Exponential Growth 3
Function Type=Built-in		; source type, built-in, user-defined, external dll
Function Form=Expression	; function form;
Function Source=fgroup.ExpGro3
Number Of Parameters=7
Number Of Independent Variables=1
Number Of Dependent Variables=1
[Fitting Parameters]
Naming Method=user-defined
Names=y0,A1,t1,A2,t2,A3,t3
Initial Values=0.0(V),1.0(V),1.0(V),1.0(V),1.0(V),1.0(V),1.0(V)
Lower bounds=--,0.0(X,OFF),0.0(X,OFF),0.0(X,OFF),0.0(X,OFF),0.0(X,OFF),0.0(X,OFF)
Upper bounds=--,--,--,--,--,--,--
Meanings=offset,amplitude,growth constant,amplitude,growth constant,amplitude,growth constant
[Independent Variables]
x = 
[Dependent Variables]
y = 
[Constants]
[Formula]
y = A1*exp(x/t1) + A2*exp(x/t2) + A3*exp(x/t3) + y0
[Constraints]
[Initializations]
[After fitting]
[Controls]
General Linear Constraints=Off
Initialization scripts=Off
Scripts After fitting=Off
FitFunc/EXPGROTH.FDF
[General Information]
Function Name=ExpGrowth	; name show up in the select function dialog
Brief Description=Exponential Growth
Function Type=Built-in		; source type, built-in, user-defined, external dll
Function Form=Expression	; function form;
Function Source=fgroup.ExpGrowth
Number Of Parameters=2
Number Of Independent Variables=1
Number Of Dependent Variables=1
[Fitting Parameters]
Naming Method=user-defined
Names=x0,k
Initial Values=0.0(V),1.0(V)
Lower bounds=--,0.0(X,ON)
Upper bounds=--,--
Meanings=position,growth constant
[Independent Variables]
x = 
[Dependent Variables]
y = 
[Constants]
[Formula]
y = exp(k*(x-x0))
[Constraints]
[Initializations]
[After fitting]
[Controls]
General Linear Constraints=Off
Initialization scripts=Off
Scripts After fitting=Off
FitFunc/EXPLINEA.FDF
[General Information]
Function Name=ExpLinear 	; name show up in the select function dialog
Brief Description=Exponential Linear Combiantion
Function Type=Built-in		; source type, built-in, user-defined, external dll
Function Form=Expression	; function form;
Function Source=fgroup.ExpLinear
Number Of Parameters=4
Number Of Independent Variables=1
Number Of Dependent Variables=1
[Fitting Parameters]
Naming Method=user-defined
Names=p1, p2, p3, p4
Initial Values=1.0(V),1.0(V),1.0(V),1.0(V)
Lower bounds=--,--,--,--
Upper bounds=--,--,--,--
Meanings=coefficient,unknown,offset,coefficient
[Independent Variables]
x = 
[Dependent Variables]
y = 
[Constants]
[Formula]
y = p1*exp(-x/p2) + p3 + p4*x
[Constraints]
p2 != 0
[Initializations]
[After fitting]
[Controls]
General Linear Constraints=Off
Initialization scripts=Off
Scripts After fitting=Off
FitFunc/EXPONENT.FDF
[General Information]
Function Name=Exponential	; name show up in the select function dialog
Brief Description=Exponential
Function Type=Built-in		; source type, built-in, user-defined, external dll
Function Form=Expression	; function form;
Function Source=fgroup.Exponential
Number Of Parameters=3
Number Of Independent Variables=1
Number Of Dependent Variables=1
[Fitting Parameters]
Naming Method=user-defined
Names=y0,A,R0
Initial Values=0.0(V),1.0(V),1.0(V)
Lower bounds=--,0.0(X,ON),--
Upper bounds=--,--,--
Meanings=offset,initial value,Rate
[Independent Variables]
x = 
[Dependent Variables]
y = 
[Constants]
[Formula]
y = y0 + A*exp(R0*x)
[Constraints]
[Initializations]
[After fitting]
[Controls]
General Linear Constraints=Off
Initialization scripts=Off
Scripts After fitting=Off
FitFunc/EXTREME.FDF
[GENERAL INFORMATION]
Function Name=Extreme
Brief Description=Extreme Function in Statistics
Function Source=fgroup.Extreme
Function Type=Built-in
Function Form=Expression
Number Of Parameters=4
Number Of Independent Variables=1
Number Of Dependent Variables=1
[FITTING PARAMETERS]
Naming Method=User-Defined
Names=y0,xc,w,A
Meanings=offset,Center,Width,Amplitude
Initial Values=0.0(V),1.0(V),1.0(V),1.0(V)
Lower Bounds=--,--,0.0(X,ON),--
Upper Bounds=--,--,--,--
Number Of Significant Digits=
[FORMULA]
y = y0+A*exp(-exp(-z)-z+1)
z = (x-xc)/w
[CONSTRAINTS]
[CONSTANTS]
[INITIALIZATIONS]
[AFTER FITTING]
[INDEPENDENT VARIABLES]
x=
[DEPENDENT VARIABLES]
y=
[CONTROLS]
General Linear Constraints=Off
Initialization Scripts=Off
Scripts After Fitting=Off
Number Of Duplicates=0
Duplicate Offset=2
Duplicate Unit=3
FitFunc/FRD3PMOD.FDF
[General Information]
Function Name=Freundlich3PMod	; name show up in the select function dialog
Brief Description=Three-Parameter Freundlich Model
Function Type=Built-in		; source type, built-in, user-defined, external dll
Function Form=Expression	; function form;
Function Source=fgroup.Freundlich3PMod
Number Of Parameters=3
Number Of Independent Variables=1
Number Of Dependent Variables=1
[Fitting Parameters]
Naming Method=user-defined
Names=a, b, k
Initial Values=1.0(V),1.0(V),1.0(V)
Lower bounds=--,--,--
Upper bounds=--,--,--
Meanings=offset, coefficient, cofficient
[Independent Variables]
x = 
[Dependent Variables]
y = 
[Constants]
[Formula]
y = a + b*x^(1/c)
[Constraints]
c != 0
[Initializations]
[After fitting]
[Controls]
General Linear Constraints=Off
Initialization scripts=Off
Scripts After fitting=Off
FitFunc/FRENDEXT.FDF
[General Information]
Function Name=FreundlichEXT	; name show up in the select function dialog
Brief Description=Extended Freundlich Model
Function Type=Built-in		; source type, built-in, user-defined, external dll
Function Form=Expression	; function form;
Function Source=fgroup.FreundlichEXT
Number Of Parameters=3
Number Of Independent Variables=1
Number Of Dependent Variables=1
[Fitting Parameters]
Naming Method=user-defined
Names=a,b,c
Initial Values=1.0(V),1.0(V),0.5
Lower bounds=--,--,--
Upper bounds=--,--,--
Meanings=coefficient,coefficient,power
[Independent Variables]
x = 
[Dependent Variables]
y = 
[Constants]
[Formula]
y = a*x^(b*x^(-c))
[Constraints]
[Initializations]
[After fitting]
[Controls]
General Linear Constraints=Off
Initialization scripts=Off
Scripts After fitting=Off
FitFunc/FRENDMD1.FDF
[General Information]
Function Name=FreundlichMod1	; name show up in the select function dialog
Brief Description=Modified Freundlich Model
Function Type=Built-in		; source type, built-in, user-defined, external dll
Function Form=Expression	; function form;
Function Source=fgroup.FreundlichMod1
Number Of Parameters=2
Number Of Independent Variables=1
Number Of Dependent Variables=1
[Fitting Parameters]
Naming Method=user-defined
Names=a,b
Initial Values=1.0(V),1.0(V)
Lower