diff --git a/@MyFit/MyFit.m b/@MyFit/MyFit.m index bfc5fbf..540980e 100644 --- a/@MyFit/MyFit.m +++ b/@MyFit/MyFit.m @@ -1,445 +1,447 @@ classdef MyFit < handle properties (Access=public) Data; + %Contains values used for calibration, e.g. frequency references + CalStruct; init_params=[]; scale_init=[]; lim_lower; lim_upper; enable_plot; plot_handle; save_name; save_dir; end properties (GetAccess=public, SetAccess=private) Fit; Gui; Fitdata; FitStruct; coeffs; fit_name='Linear' end properties (Access=private) Parser; enable_gui=1; hline_init; end properties (Dependent=true) fit_function; fit_tex; fit_params; fit_param_names; valid_fit_names; n_params; scaled_params; init_param_fun; x_vec; end events NewFit; NewInitVal; end %%Public methods methods (Access=public) %Constructor function function this=MyFit(varargin) createFitStruct(this); createParser(this); parse(this.Parser,varargin{:}); parseInputs(this); if ismember('Data',this.Parser.UsingDefaults) &&... ~ismember('x',this.Parser.UsingDefaults) &&... ~ismember('y',this.Parser.UsingDefaults) this.Data.x=this.Parser.Results.x; this.Data.y=this.Parser.Results.y; end %Sets the scale_init to 1, this is used for the GUI. this.scale_init=ones(1,this.n_params); this.init_params=ones(1,this.n_params); if this.enable_gui; createGui(this); end %If the data is appropriate, generates initial %parameters if validateData(this); genInitParams(this); end end %Deletion function of object function delete(this) if this.enable_gui %Avoids loops set(this.Gui.Window,'CloseRequestFcn',''); %Deletes the figure delete(this.Gui.Window); %Removes the figure handle to prevent memory leaks this.Gui=[]; end if ~isempty(this.hline_init); delete(this.hline_init); end if ~isempty(this.Fit.hlines); delete(this.Fit.hlines{:}); end end %Close figure callback simply calls delete function for class function closeFigure(this,~,~) delete(this); end %Fits the trace using currently set parameters, depending on the %model. function fitTrace(this) this.Fit.x=this.x_vec; switch this.fit_name case 'Linear' %Fits polynomial of order 1 this.coeffs=polyfit(this.Data.x,this.Data.y,1); this.Fit.y=polyval(this.coeffs,this.Fit.x); case 'Quadratic' %Fits polynomial of order 2 this.coeffs=polyfit(this.Data.x,this.Data.y,2); this.Fit.y=polyval(this.coeffs,this.Fit.x); case {'Exponential','Gaussian','Lorentzian',... 'DoubleLorentzian'} doFit(this); otherwise error('Selected fit is invalid'); end %Sets the new initial parameters to be the fitted parameters this.init_params=this.coeffs; %Resets the scale variables for the GUI this.scale_init=ones(1,this.n_params); %Updates the gui if it is enabled if this.enable_gui; updateGui(this); end %Plots the fit if the flag is on if this.enable_plot; plotFit(this); end %Triggers new fit event triggerNewFit(this); end %% Callbacks %Save function callback function saveCallback(this,~,~) assert(~isempty(this.save_dir),'Save directory is not specified'); assert(ischar(this.save_dir),... ['Save directory is not specified.',... ' Should be of type char but is %s.'], ... class(this.save_dir)) try this.Fit.save('name',this.save_name,... 'save_dir',this.save_dir) catch error(['Attempted to save to directory %s',... ' with file name %s, but failed'],this.save_dir,... this.save_name); end end %Callback functions for sliders in GUI. Uses param_ind to find out %which slider the call is coming from, this was implemented to %speed up the callback. function sliderCallback(this, param_ind, hObject, ~) %Gets the value from the slider scale=get(hObject,'Value'); %Updates the scale with a new value this.scale_init(param_ind)=10^((scale-50)/50); %Updates the edit box with the new value from the slider set(this.Gui.(sprintf('Edit_%s',this.fit_params{param_ind})),... 'String',sprintf('%3.3e',this.scaled_params(param_ind))); if this.enable_plot; plotInitFun(this); end end %Callback function for edit boxes in GUI function editCallback(this, hObject, ~) init_param=str2double(get(hObject,'String')); tag=get(hObject,'Tag'); %Finds the index where the fit_param name begins (convention is %after the underscore) fit_param=tag((strfind(tag,'_')+1):end); param_ind=strcmp(fit_param,this.fit_params); %Updates the slider to be such that the scaling is 1 set(this.Gui.(sprintf('Slider_%s',fit_param)),... 'Value',50); %Updates the correct initial parameter this.init_params(param_ind)=init_param; if this.enable_plot; plotInitFun(this); end %Triggers event for new init values triggerNewInitVal(this); end %Callback function for analyze button in GUI. Checks if the data is %ready for fitting. function analyzeCallback(this, ~, ~) assert(validateData(this),... ['The length of x is %d and the length of y is',... ' %d. The lengths must be equal and greater than ',... 'the number of fit parameters to perform a fit'],... length(this.Data.x),length(this.Data.y)) fitTrace(this); end %Callback for clearing the fits on the axis. function clearFitCallback(this,~,~) clearFit(this); end %Callback function for generate init parameters button. Updates GUI %afterwards function initParamCallback(this,~,~) genInitParams(this); updateGui(this); end %Generates model-dependent initial parameters, lower and upper %boundaries. function genInitParams(this) assert(validateData(this), ['The data must be vectors of',... ' equal length greater than the number of fit parameters.',... ' Currently the number of fit parameters is %d, the',... ' length of x is %d and the length of y is %d'],... this.n_params,length(this.Data.x),length(this.Data.y)); %Cell for putting parameters in to be interpreted in the %parser. Element 1 contains the init params, Element 2 contains %the lower limits and Element 3 contains the upper limits. params={}; switch this.fit_name case 'Exponential' [params{1},params{2},params{3}]=... initParamExponential(this.Data.x,this.Data.y); case 'Gaussian' [params{1},params{2},params{3}]=... initParamGaussian(this.Data.x,this.Data.y); case 'Lorentzian' [params{1},params{2},params{3}]=... initParamLorentzian(this.Data.x,this.Data.y); case 'DoubleLorentzian' [params{1},params{2},params{3}]=... initParamDblLorentzian(this.Data.x,this.Data.y); end %Validates the initial parameters p=createFitParser(this.n_params); parse(p,params{:}); %Loads the parsed results into the class variables this.init_params=p.Results.init_params; this.lim_lower=p.Results.lower; this.lim_upper=p.Results.upper; %Plots the fit function with the new initial parameters if this.enable_gui; plotInitFun(this); end end %Plots the trace contained in the Fit MyTrace object. function plotFit(this,varargin) this.Fit.plotTrace(this.plot_handle,varargin{:}); end %Clears the plots function clearFit(this) cellfun(@(x) delete(x), this.Fit.hlines); delete(this.hline_init); this.hline_init=[]; this.Fit.hlines={}; end %Function for plotting fit model with current initial parameters. function plotInitFun(this) %Substantially faster than any alternative - generating %anonymous functions is very cpu intensive. input_cell=num2cell(this.scaled_params); y_vec=feval(this.FitStruct.(this.fit_name).anon_fit_fun,... this.x_vec,input_cell{:}); if isempty(this.hline_init) this.hline_init=plot(this.plot_handle,this.x_vec,y_vec); else set(this.hline_init,'XData',this.x_vec,'YData',y_vec); end end end methods(Access=private) %Creates the GUI of MyFit, in separate file. createGui(this); %Creates a panel for the GUI, in separate file createMechTab(this, bg_color, button_h); %Creats two vboxes (from GUI layouts) to display values of %quantities createUnitDisp(this, bg_color, h_parent, name); %Creates parser for constructor function createParser(this) p=inputParser; addParameter(p,'fit_name','Linear',@ischar) addParameter(p,'Data',MyTrace()); addParameter(p,'Fit',MyTrace()); addParameter(p,'x',[]); addParameter(p,'y',[]); addParameter(p,'enable_gui',1); addParameter(p,'enable_plot',0); addParameter(p,'plot_handle',[]); addParameter(p,'save_dir',[]); addParameter(p,'save_name',[]); this.Parser=p; end %Sets the class variables to the inputs from the inputParser. function parseInputs(this) for i=1:length(this.Parser.Parameters) %Takes the value from the inputParser to the appropriate %property. if isprop(this,this.Parser.Parameters{i}) this.(this.Parser.Parameters{i})=... this.Parser.Results.(this.Parser.Parameters{i}); end end end %Does the fit with the currently set parameters function doFit(this) %Fits with the below properties. Chosen for maximum accuracy. this.Fitdata=fit(this.Data.x,this.Data.y,this.fit_function,... 'Lower',this.lim_lower,'Upper',this.lim_upper,... 'StartPoint',this.init_params, .... 'MaxFunEvals',2000,'MaxIter',2000,'TolFun',1e-9); %Puts the y values of the fit into the struct. this.Fit.y=this.Fitdata(this.Fit.x); %Puts the coeffs into the class variable. this.coeffs=coeffvalues(this.Fitdata); end %Triggers the NewFit event such that other objects can use this to %e.g. plot new fits function triggerNewFit(this) notify(this,'NewFit'); end function triggerNewInitVal(this) notify(this,'NewInitVal'); end %Creates the struct used to get all things relevant to the fit %model function createFitStruct(this) %Adds fits addFit(this,'Linear','a*x+b','$$ax+b$$',{'a','b'},... {'Gradient','Offset'}) addFit(this,'Quadratic','a*x^2+b*x+c','$$ax^2+bx+c$$',... {'a','b','c'},{'Quadratic coeff.','Linear coeff.','Offset'}); addFit(this,'Gaussian','a*exp(-((x-c)/b)^2/2)+d',... '$$ae^{-\frac{(x-c)^2}{2b^2}}+d$$',{'a','b','c','d'},... {'Amplitude','Width','Center','Offset'}); addFit(this,'Lorentzian','1/pi*a*b/2/((x-c)^2+(b/2)^2)+d',... '$$\frac{a}{\pi}\frac{b/2}{(x-c)^2+(b/2)^2}+d$$',{'a','b','c','d'},... {'Amplitude','Width','Center','Offset'}); addFit(this,'Exponential','a*exp(b*x)+c',... '$$ae^{bx}+c$$',{'a','b','c'},... {'Amplitude','Rate','Offset'}); addFit(this,'DoubleLorentzian',... '1/pi*b/2*a/((x-c)^2+(b/2)^2)+1/pi*e/2*d/((x-f)^2+(e/2)^2)+g',... '$$\frac{a}{\pi}\frac{b/2}{(x-c)^2+(b/2)^2}+\frac{d}{\pi}\frac{e/2}{(x-f)^2+(e/2)^2}+g$$',... {'a','b','c','d','e','f','g'},... {'Amplitude 1','Width 1','Center 1','Amplitude 2',... 'Width 2','Center 2','Offset'}); end %Updates the GUI if the edit or slider boxes are changed from %elsewhere. function updateGui(this) %Converts the scale variable to the value between 0 and 100 %necessary for the slider slider_vals=50*log10(this.scale_init)+50; for i=1:this.n_params set(this.Gui.(sprintf('Edit_%s',this.fit_params{i})),... 'String',sprintf('%3.3e',this.scaled_params(i))); set(this.Gui.(sprintf('Slider_%s',this.fit_params{i})),... 'Value',slider_vals(i)); end end %Adds a fit to the list of fits function addFit(this,fit_name,fit_function,fit_tex,fit_params,... fit_param_names) this.FitStruct.(fit_name).fit_function=fit_function; this.FitStruct.(fit_name).fit_tex=fit_tex; this.FitStruct.(fit_name).fit_params=fit_params; this.FitStruct.(fit_name).fit_param_names=fit_param_names; %Generates the anonymous fit function from the above args=['@(x,', strjoin(fit_params,','),')']; anon_fit_fun=str2func(vectorize([args,fit_function])); this.FitStruct.(fit_name).anon_fit_fun=anon_fit_fun; end %Checks if the class is ready to perform a fit function bool=validateData(this) bool=~isempty(this.Data.x) && ~isempty(this.Data.y) && ... length(this.Data.x)==length(this.Data.y) && ... length(this.Data.x)>=this.n_params; end end %% Get and set functions methods %% Set functions %Set function for fit_name. function set.fit_name(this,fit_name) assert(ischar(fit_name),'The fit name must be a string'); %Capitalizes the first letter fit_name=[upper(fit_name(1)),lower(fit_name(2:end))]; %Checks it is a valid fit name ind=strcmpi(fit_name,this.valid_fit_names);%#ok assert(any(ind),'%s is not a supported fit name',fit_name); this.fit_name=this.valid_fit_names{ind}; %#ok end %% Get functions for dependent variables %Generates the valid fit names function valid_fit_names=get.valid_fit_names(this) valid_fit_names=fieldnames(this.FitStruct); end %Grabs the correct fit function from FitStruct function fit_function=get.fit_function(this) fit_function=this.FitStruct.(this.fit_name).fit_function; end %Grabs the correct tex string from FitStruct function fit_tex=get.fit_tex(this) fit_tex=this.FitStruct.(this.fit_name).fit_tex; end %Grabs the correct fit parameters from FitStruct function fit_params=get.fit_params(this) fit_params=this.FitStruct.(this.fit_name).fit_params; end %Grabs the correct fit parameter names from FitStruct function fit_param_names=get.fit_param_names(this) fit_param_names=this.FitStruct.(this.fit_name).fit_param_names; end %Calculates the scaled initial parameters function scaled_params=get.scaled_params(this) scaled_params=this.scale_init.*this.init_params; end %Calculates the number of parameters in the fit function function n_params=get.n_params(this) n_params=length(this.fit_params); end %Generates a vector of x values for plotting function x_vec=get.x_vec(this) x_vec=linspace(min(this.Data.x),max(this.Data.x),1000); end end end \ No newline at end of file diff --git a/Test functions/MyBeta test/beta_cal_4.018MHz.txt b/Test functions/MyBeta test/beta_cal_4.018MHz.txt deleted file mode 100644 index 64d34a6..0000000 --- a/Test functions/MyBeta test/beta_cal_4.018MHz.txt +++ /dev/null @@ -1,10401 +0,0 @@ - 2.2850000e+08 9.0775769e-17 - 2.2850192e+08 8.9859966e-17 - 2.2850385e+08 9.0135063e-17 - 2.2850577e+08 9.0214428e-17 - 2.2850769e+08 9.0260082e-17 - 2.2850962e+08 9.0732882e-17 - 2.2851154e+08 9.1172115e-17 - 2.2851346e+08 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b/Test functions/MyBeta test/testBeta.m index cf70da9..e8ab741 100644 --- a/Test functions/MyBeta test/testBeta.m +++ b/Test functions/MyBeta test/testBeta.m @@ -1,7 +1,7 @@ -file_path='C:\Users\engelsen\Documents\MATLAB\beta_cal_4.018MHz.txt'; +file_path='M:\Measurement Campaigns\2016-09-27 A8CD15 g0\beta_cal_4.018MHz.txt'; test=MyBeta; test.Data.loadTrace(file_path); %Should give beta_02=0.9046 and beta_01=0.8958 % test.calcBeta; \ No newline at end of file diff --git a/Test functions/MyG test/1OP_779.1nm_1.1nW_0.1dBm.txt b/Test functions/MyG test/1OP_779.1nm_1.1nW_0.1dBm.txt deleted file mode 100644 index 741e0b1..0000000 --- a/Test functions/MyG test/1OP_779.1nm_1.1nW_0.1dBm.txt +++ /dev/null @@ -1,10402 +0,0 @@ - Frequency (x) Power (y) -4.0100000000e+06 6.8388306000e-16 -4.0100010000e+06 1.0236062000e-15 -4.0100019000e+06 9.1813588000e-16 -4.0100029000e+06 8.3125691000e-16 -4.0100038000e+06 1.0620028000e-15 -4.0100048000e+06 9.9294783000e-16 -4.0100058000e+06 1.0187375000e-15 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