Matlab - Multiple Plots in one Figure

Question

I have a question about plots and subplots. I am iterating over some data and I am trying to get everything into a plot. It worked that every plot got written into one plot with hold on and figure but now I have to fit in regression lines. Therefore I want to plot everythiong into one figure but into different plots. This doesnt work as my plot looks a little bit weird.

My problem now is, that I cant find real helpful things on how to manage those plots other than using uicontrol. But I have never ever used uicontrol and I can´t find enogh documentation to use it properly. I found this code:

figure(1)
panel1 = uipanel('Parent',1);
panel2 = uipanel('Parent',panel1);
set(panel1,'Position',[0 0 .99 1]);
set(panel2,'Position',[-1 0 2 1]);
set(gca,'Parent',panel2);
h = image;    % <- Code for my own image goes here 
s = uicontrol('Style','Slider','Parent',1,...
    'Units','normalized','Position',[0 0 1 .025],...
    'Value',1,'Callback',{@slider_callback1,panel2});

but all I get is a callback Problem. I dont know how to switch from a horizontal to a vertikal scrollbar and how to get my plots in there. The code manage it to write into the figure but in a very strange way that results in a similiar way as the subplotting everything.

I hope you can help me as good as always!

PS: This is my current code thats working (picture of the plot after it)

%% Clear Workspace

clc, clear all, close all; %

S = {} ;

F = [] ;

figure, hold on ;


%% Specify working directory
myFolder = '/home/k/karkarov92/Documents/Daten Igor/Zwick';
% Check to make sure that folder actually exists.  Warn user if it doesn't.
if ~isfolder(myFolder)
    errorMessage = sprintf('Error: The following folder does not exist:\n%s\nPlease specify a new folder.', myFolder);
    uiwait(warndlg(errorMessage));
    myFolder = uigetdir(); % Ask for a new one.
    if myFolder == 0
         % User clicked Cancel
         return;
    end
end


%% Start Import from Mathilda aka. Z20

% Get a list of all files in the folder with the desired file name pattern.
filePattern = fullfile(myFolder, '*.TXT'); % Change to whatever pattern needed.
theFiles = dir(filePattern);
for k = 1 : length(theFiles)
    baseFileName = theFiles(k).name;
    fullFileName = fullfile(theFiles(k).folder, baseFileName);
    fprintf(1, 'Now reading %s\n', fullFileName);
    
    str = baseFileName;
    level = wildcardPattern + "NIE_TOM_1_" ;     % Name of the Pattern before the Name of the Sample
    pat = asManyOfPattern(level);
    str = extractAfter(str,pat);
    Sample = erase(str,".TXT");
    disp(Sample)
    
    delimiterIn = ' ';                           %Extract thickness out of headers
    headerlinesIn = 9;
    G = importdata(fullFileName,delimiterIn,headerlinesIn);
    G(3);
    H = split(G(3));
    K = H(2);
    thickness = str2double(K)/100 ;
    
    



    
    %read Table and extract Units
    A = readtable(fullFileName,'decimal', ',');      % without decimal and "," data import not with the right value wrong unit
    Units = A(1,:);
    A(1,:) = [];        %units extracted and then stripped from table
    %table = A(1:4,:);  table output test
    
    
    
    B = table2array(A);                     %change data from table to array
    %disp(B(1:4,:)) ;                       %Array output test
    

    
    
    strain = (B(:,2)- B(1,2)) / B(1,2);             %strain calculated and stored in vector strain

    
    stretch = strain +1 ;                           %stretch calculated and stored in vector strain

    crossSection = 5. * thickness ;                 %calculate cauchy stress and cross section 
    cauchyStress = ((B(1:end,3).*stretch) / crossSection ) * 1000 ;   %[GPa]
    
    
    
    
    
    
    M = max(B) ;                                    %exctract maxForce
    maxForce = M(1,3) ;
    
    
    
    
    
    F(end+1) = maxForce ;
    S{k} = Sample ;
    
    
    
 
    
    
    
    plot(stretch,cauchyStress)
    xlabel('Stretch')
    ylabel('Cauchy Stress')
    
    title('Linear Regression for Modulus')


    grid on
    


    
end