Empty plot window pop up with App Designer

Question

Hélène 2023-4-28

1
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此问题的直接链接

https://ww2.mathworks.cn/matlabcentral/answers/1954489-empty-plot-window-pop-up-with-app-designer

回答： Connor 2024-2-23

Hello,

I am a beginner using App Designer. I just finished coding a graphic interface, everything is going fine except that an empty figure popped up when I pushed the button to plot on the UIAxes of the interface.

I have already read some questions asked about this topic, but I have checked my code, and each time I'm plotting I am using app.UIAxes so the problem seems not to be exactly the same.

I also try to implement the following code :

fig1 = figure();
set(fig1, 'Visible', 'off'); % removes the default figure pop-up during live plot.
            

But it is not working. The purpose of the application is to calculate and plot the polynomial interpolation of data measurements. The same type of code is repeated for the different degrees of interpolation buttons. And for each button, the problem occurs. However, if I pushed the button for a degree and then to another, the empty figure popped up at the first action but not at the second one.

Please find below a part of my Matlab code :

        if app.AcqButton==0
            f = errordlg('Lauch Acquisition first !', 'Acquisition Error');
        else
            P3 = polyfit(app.N,app.x,3); % calcul de l'approximation polynomiale de degré 3
            yfit = polyval(P3,app.N); %calcul les valeurs de l'approximation polynomiale pour chaque abscisse
            cla(app.UIAxes);
            cla(app.UITable);
            CN=strings(1, app.InterpolDeg+1); 
            for k=1:4
                CN(1,k)=strcat('a', num2str(k));
            end
            app.UITable.Data=P3;
            app.UITable.ColumnName=CN;
            fig1 = figure();
            set(fig1, 'Visible', 'off'); % removes the default figure pop-up during live plot.
            hold( app.UIAxes, 'on' ) %allows you to plot everything on the same figure without overwriting the curves
            scatter(app.UIAxes,app.N,app.x,'blue');
            plot(app.UIAxes,app.N,yfit,'r-.');
            eqn = string(" Polynomial 3: y = " + P3(1)) + "x**3 + " + string(P3(2)) + "x**2 +" +string(P3(3))+ "x +" + string(P3(4));
            text(app.UIAxes, min(app.N),max(app.x),eqn,"HorizontalAlignment","left","VerticalAlignment","middle")
            %hold( app.UIAxes, 'off' )
        end

Thank you by advance for any help !

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Answer 1

chicken vector 2023-4-28

0
链接

此回答的直接链接

https://ww2.mathworks.cn/matlabcentral/answers/1954489-empty-plot-window-pop-up-with-app-designer#answer_1225064

编辑：chicken vector 2023-4-28

在 MATLAB Online 中打开

Your problem is that you are apparently initialising a new empty figure for no reason.

Try to remove these two lines:

fig1 = figure();
set(fig1, 'Visible', 'off');

When you specify the axis of the plot with:

scatter(app.UIAxes, app.N, app.x, 'blue');
plot(app.UIAxes, app.N, yfit, 'r-.');

You are most probably referring to some already existing axis in the app.UIFigure of your application.

By doing fig1 = figure() you create a new figure but then you plot in the UIAxes of your application's UIFigure.

Moreover pay attention that UIAxes are Children of UIFigures, while Axes are Children of Figures.

These are two different things!

If you want your plot to appear in a new pop-up window you can do the following:

fig1 = figure;
ax = axes(fig1);
scatter(ax, app.N, app.x, 'blue');
plot(ax, app.N, yfit, 'r-.');

Otherwise just remove those two lines where you define your figure.

As a side-tip, you can initialise your figure using:

fig1 = figure('Visibile','Off');

If this doesn't solve your problem, try to share your code to have more insightful help.

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Hélène 2023-4-28

在 MATLAB Online 中打开

Hello,

Thank you for your reply. I had just added these two lines of code to remove the unwanted figure, I just deleted them and restarted and the empty plot window is still there.

You will find the whole code below, my apologies it's a bit long. Some of it was automatically generated by App Designer.

classdef interface_V1 < matlab.apps.AppBase
    % Properties that correspond to app components
    properties (Access = public)
        UIFigure           matlab.ui.Figure
        CalculButton       matlab.ui.control.Button
        DegreeoftheinterpolationSpinner  matlab.ui.control.Spinner
        DegreeoftheinterpolationSpinnerLabel  matlab.ui.control.Label
        Polynomial3Button  matlab.ui.control.Button
        Polynomial2Button  matlab.ui.control.Button
        Polynomial1Button  matlab.ui.control.Button
        PlotdataButton     matlab.ui.control.Button
        UITable            matlab.ui.control.Table
        AcquisitionButton  matlab.ui.control.Button
        UIAxes             matlab.ui.control.UIAxes
    end
    
    properties (Access = private)
        AcqButton=0; % Description
        N; %abscissa and ordinate are passed as global 
        x; % parameters so that they can be reused between functions
        CalcButton=0;
        InterpolDeg=0;
    end
    
    % Callbacks that handle component events
    methods (Access = private)
        % Button pushed function: AcquisitionButton
        function AcquisitionButtonPushed(app, event)
            %%Acquisition of experimental data%%
            file = uigetfile; %retrieve the file containing the data to be acquired
            figure(app.UIFigure);
            %app.UIFigure.Visible = 'on'; %solve the problem of the app going background
            L = readmatrix(file);
            app.N = L(:,1); %abscissa: number of the measurement point
            app.x = L(:,2); %ordinate: associated measure
            app.AcqButton=1;
        end
        % Button pushed function: PlotdataButton
        function PlotdataButtonPushed(app, event)
            if app.AcqButton==1
                scatter(app.UIAxes,app.N,app.x);
            else
                f = errordlg('Lauch Acquisition first !', 'Acquisition Error');
            end
        end
        % Button pushed function: Polynomial1Button
        function Polynomial1ButtonPushed(app, event)
        if app.AcqButton==0
            f = errordlg('Lauch Acquisition first !', 'Acquisition Error');
        else
            P1 = polyfit(app.N,app.x,1); % calculation of the polynomial approximation of degree 1
            yfit = polyval(P1,app.N); % calculates the values of the polynomial approximation for each abscissa
            cla(app.UIAxes);
            cla(app.UITable);
            CN=strings(1, app.InterpolDeg+1); 
            for k=1:2
                CN(1,k)=strcat('a', num2str(k));
            end
            app.UITable.Data=P1;
            app.UITable.ColumnName=CN;
            hold( app.UIAxes, 'on' ) %allows you to plot everything on the same figure without overwriting the curves
            scatter(app.UIAxes,app.N,app.x,'blue');
            plot(app.UIAxes,app.N,yfit,'r-.');
            eqn = string(" Linear: y = " + P1(1)) + "x + " + string(P1(2)); %affichage de l'équation
            text(app.UIAxes, min(app.N),max(app.x),eqn,"HorizontalAlignment","left","VerticalAlignment","middle")
            %hold( app.UIAxes, 'off' )
        end
        end
        % Button pushed function: Polynomial2Button
        function Polynomial2ButtonPushed(app, event)
        if app.AcqButton==0
            f = errordlg('Lauch Acquisition first !', 'Acquisition Error');
        else
            P2 = polyfit(app.N,app.x,2); % calcul de l'approximation polynomiale de degré 2
            yfit = polyval(P2,app.N); %calcul les valeurs de l'approximation polynomiale pour chaque abscisse
            cla(app.UIAxes);
            cla(app.UITable);
            CN=strings(1, app.InterpolDeg+1); 
            for k=1:3
                CN(1,k)=strcat('a', num2str(k));
            end
            app.UITable.Data=P2;
            app.UITable.ColumnName=CN;
            hold( app.UIAxes, 'on' ) %allows you to plot everything on the same figure without overwriting the curves
            scatter(app.UIAxes,app.N,app.x,'blue');
            plot(app.UIAxes,app.N,yfit,'r-.');
            eqn = string(" Polynomial 2: y = " + P2(1)) + "x**2 + " + string(P2(2)) + "x +" +string(P2(3));
            text(app.UIAxes, min(app.N),max(app.x),eqn,"HorizontalAlignment","left","VerticalAlignment","middle")
            %hold( app.UIAxes, 'off' )
        end
        end
        % Button pushed function: Polynomial3Button
        function Polynomial3ButtonPushed(app, event)
        if app.AcqButton==0
            f = errordlg('Lauch Acquisition first !', 'Acquisition Error');
        else
            P3 = polyfit(app.N,app.x,3); % calcul de l'approximation polynomiale de degré 3
            yfit = polyval(P3,app.N); %calcul les valeurs de l'approximation polynomiale pour chaque abscisse
            cla(app.UIAxes);
            cla(app.UITable);
            CN=strings(1, app.InterpolDeg+1); 
            for k=1:4
                CN(1,k)=strcat('a', num2str(k));
            end
            app.UITable.Data=P3;
            app.UITable.ColumnName=CN;
            hold( app.UIAxes, 'on' ) %allows you to plot everything on the same figure without overwriting the curves
            scatter(app.UIAxes,app.N,app.x,'blue');
            plot(app.UIAxes,app.N,yfit,'r-.');
            eqn = string(" Polynomial 3: y = " + P3(1)) + "x**3 + " + string(P3(2)) + "x**2 +" +string(P3(3))+ "x +" + string(P3(4));
            text(app.UIAxes, min(app.N),max(app.x),eqn,"HorizontalAlignment","left","VerticalAlignment","middle")
            %hold( app.UIAxes, 'off' )
        end
        end
        % Button pushed function: CalculButton
        function CalculButtonPushed(app, event)
            app.CalcButton=1;
            if app.InterpolDeg==0
                g = errordlg('Degree must be greater than 0!', 'Degree Error');
            end
            if app.AcqButton==0
                f = errordlg('Lauch Acquisition first !', 'Acquisition Error');
            end
            cla(app.UIAxes);
            cla(app.UITable);
            CN=strings(1, app.InterpolDeg+1); 
            for k=1:app.InterpolDeg+1
                CN(1,k)=strcat('a', num2str(k));
            end
            P=zeros([1 app.InterpolDeg+1]); %on définit un tableau vide qui va contenir les coefficients d'approximation polynomiale
            for q=1:app.InterpolDeg+1
                if q<=length(polyfit(app.N,app.x,app.InterpolDeg))
                    var=polyfit(app.N,app.x,app.InterpolDeg);
                    P(1,q)=var(q);
                end
            end
            app.UITable.Data=P;
            app.UITable.ColumnName=CN;
            hold( app.UIAxes, 'on' ) %allows you to plot everything on the same figure without overwriting the curves
            scatter(app.UIAxes,app.N,app.x,'blue');
            yfit=polyval(P(1,1:app.InterpolDeg+1),app.N);
            plot(app.UIAxes,app.N, yfit);
            %hold( app.UIAxes, 'off' )
        end
        % Value changed function: DegreeoftheinterpolationSpinner
        function DegreeoftheinterpolationSpinnerValueChanged(app, event)
            app.InterpolDeg = app.DegreeoftheinterpolationSpinner.Value;
            
        end
        % Display data changed function: UITable
        function UITableDisplayDataChanged(app, event)
        end
    end
    % Component initialization
    methods (Access = private)
        % Create UIFigure and components
        function createComponents(app)
            % Create UIFigure and hide until all components are created
            app.UIFigure = uifigure('Visible', 'off');
            app.UIFigure.Position = [100 100 756 583];
            app.UIFigure.Name = 'MATLAB App';
            % Create UIAxes
            app.UIAxes = uiaxes(app.UIFigure);
            title(app.UIAxes, 'Function')
            xlabel(app.UIAxes, 'N')
            ylabel(app.UIAxes, 'x')
            zlabel(app.UIAxes, 'Z')
            app.UIAxes.Position = [417 268 300 305];
            % Create AcquisitionButton
            app.AcquisitionButton = uibutton(app.UIFigure, 'push');
            app.AcquisitionButton.ButtonPushedFcn = createCallbackFcn(app, @AcquisitionButtonPushed, true);
            app.AcquisitionButton.Position = [161 502 100 23];
            app.AcquisitionButton.Text = 'Acquisition';
            % Create UITable
            app.UITable = uitable(app.UIFigure);
            app.UITable.ColumnName = {'Column 1'; 'Column 2'; 'Column 3'; 'Column 4'};
            app.UITable.RowName = {};
            app.UITable.DisplayDataChangedFcn = createCallbackFcn(app, @UITableDisplayDataChanged, true);
            app.UITable.Position = [81 128 525 59];
            % Create PlotdataButton
            app.PlotdataButton = uibutton(app.UIFigure, 'push');
            app.PlotdataButton.ButtonPushedFcn = createCallbackFcn(app, @PlotdataButtonPushed, true);
            app.PlotdataButton.Position = [161 442 100 23];
            app.PlotdataButton.Text = 'Plot data';
            % Create Polynomial1Button
            app.Polynomial1Button = uibutton(app.UIFigure, 'push');
            app.Polynomial1Button.ButtonPushedFcn = createCallbackFcn(app, @Polynomial1ButtonPushed, true);
            app.Polynomial1Button.Position = [22 370 100 23];
            app.Polynomial1Button.Text = 'Polynomial 1°';
            % Create Polynomial2Button
            app.Polynomial2Button = uibutton(app.UIFigure, 'push');
            app.Polynomial2Button.ButtonPushedFcn = createCallbackFcn(app, @Polynomial2ButtonPushed, true);
            app.Polynomial2Button.Position = [161 370 100 23];
            app.Polynomial2Button.Text = 'Polynomial 2°';
            % Create Polynomial3Button
            app.Polynomial3Button = uibutton(app.UIFigure, 'push');
            app.Polynomial3Button.ButtonPushedFcn = createCallbackFcn(app, @Polynomial3ButtonPushed, true);
            app.Polynomial3Button.Position = [294 370 100 23];
            app.Polynomial3Button.Text = 'Polynomial 3°';
            % Create DegreeoftheinterpolationSpinnerLabel
            app.DegreeoftheinterpolationSpinnerLabel = uilabel(app.UIFigure);
            app.DegreeoftheinterpolationSpinnerLabel.HorizontalAlignment = 'right';
            app.DegreeoftheinterpolationSpinnerLabel.Position = [60 306 147 22];
            app.DegreeoftheinterpolationSpinnerLabel.Text = 'Degree of the interpolation';
            % Create DegreeoftheinterpolationSpinner
            app.DegreeoftheinterpolationSpinner = uispinner(app.UIFigure);
            app.DegreeoftheinterpolationSpinner.ValueChangedFcn = createCallbackFcn(app, @DegreeoftheinterpolationSpinnerValueChanged, true);
            app.DegreeoftheinterpolationSpinner.Position = [222 306 100 22];
            % Create CalculButton
            app.CalculButton = uibutton(app.UIFigure, 'push');
            app.CalculButton.ButtonPushedFcn = createCallbackFcn(app, @CalculButtonPushed, true);
            app.CalculButton.Position = [195 267 100 23];
            app.CalculButton.Text = 'Calcul';
            % Show the figure after all components are created
            app.UIFigure.Visible = 'on';
        end
    end
    % App creation and deletion
    methods (Access = public)
        % Construct app
        function app = interface_V1
            % Create UIFigure and components
            createComponents(app)
            % Register the app with App Designer
            registerApp(app, app.UIFigure)
            if nargout == 0
                clear app
            end
        end
        % Code that executes before app deletion
        function delete(app)
            % Delete UIFigure when app is deleted
            delete(app.UIFigure)
        end
    end
end

chicken vector 2023-4-28

编辑：chicken vector 2023-4-28

在 MATLAB Online 中打开

Problem

The problem comes from the command:

cla(app.UITable);

In the functions Polynomial1ButtonPushed, Polynomial2ButtonPushed, Polynomial3ButtonPushed and CalculButtonPushed.

The commmand cla clear the content (Children) of an axes object, but if no axes is specified as input, cla executes on gca.

gca is the handle to the current axes and that is why when you use plot you don't have to specify the axes. Matlab uses gca automatically.

Nontheless gca refer to axes objects, not uiaxes. Again, this is why when you plot in uiaxes you have to specify the uiaxes handle with:

plot(app.UIAxes, x ,y);

Because you are using uiaxes there is no current axes and when gca can't return any axes, it creates a new one, thus making a new figure popping up.

You can try this by typing in your command window:

gca

Solution

The way to solve this is to use:

app.UITable.Data = {};

Instead of:

cla(app.UITable);

And the window won't pop up.

Moreover, because you overwrite the table Data a few lines below, you don't even need to clear the UITable content and you can just delete every occurance of this line:

cla(app.UITable);

Without replacing it with anything else.

This is the approach I recommend you.

You could do the same with

cla(app.UIAxes);

By playing instead with:

hold(app.UIAxes,'On')
hold(app.UIAxes,'Off')

But this is not necessary.

Also this line:

figure(app.UIFigure);

In the function AcquisitionButtonPushed is conceptually wrong and even if it has no effect I suggest you to delete it.

chicken vector 2023-4-28

编辑：chicken vector 2023-4-28

Okay now I understand and remeber having the same issue with uigetfile once.

To my knowledge, there is no elegant solution and you have already choosen my favourite among the ones listed in that question, so just ignore my previous advice.

Hélène 2023-4-28