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How to plot average of logarithm of transmission versus sample length by positional-randomize structure?

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%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%
% This program uses Transfer Matrix Method
%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%
clc
clear
close all
tic
%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%
% Initialization of parameters
wavelength0=1.5e-6;
nA = 1.1; % Refractive index of material A
nB = 3.5; % Refractive index of material B
dA = wavelength0/(4*(nA)); % Thickness of layer A in meters
dB = wavelength0/(4*(nB)); % Thickness of layer B in meters
% Define parameters
num_samples = 100; % Number of disorder configurations
L_max = 220e-6; % Maximum sample length in meters
dL = 2e-6; % Length increment in meters
n0=1; % Refractive index of Incident and transmission medium
c=3e8; % Velocity of Light (m/s)
%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%
% wavelength Range
lambda=linspace(1490,1510,10); % wavelength in nm
%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%
% Preallocate for speed
log_transmissions = zeros(num_samples, floor(L_max/dL) + 1);
% Loop over sample lengths
for L = dL:dL:L_max
num_layers = round(L / (dA + dB)); % Determine number of layers
% Loop over disorder realizations
for sample = 1:num_samples
% Generate random layer sequence
layer_order = randi([1, 2], 1, num_layers);
% Initialize transfer matrix
N = [1 0; 0 1];
%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%
for loop=1:length(lambda)
f=(c*1e9./lambda);
% angular frequency
w=2*pi*f;
a=dA+dB; % Lattice Constant
DA=((w(loop))/c)*dA*nA; % phase angle in first layer
DB=((w(loop))/c)*dB*nB; % phase angle in second layer
g0=n0;
gA=nA;
gB=nB;
%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%
% Transfer Matrix elements of first layer
m11=cos(DA);
m12=-1i*sin(DA)/gA;
m21=-1i*gA*sin(DA);
m22=cos(DA);
m1=[m11 m12; m21 m22];
%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%
%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%
% Transfer MAtrix elements of Second layer
l11=cos(DB);
l12=-1i*sin(DB)/gB;
l21=-1i*gB*sin(DB);
l22=cos(DB);
m2=[l11 l12; l21 l22];
%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%
% Build transfer matrix
for j = 1:num_layers
if layer_order(j) == 1
N = N *m1 ;
else
N = N *m2;
end
end
%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%
% Transmission
T1(loop)=(2*g0/(g0*N(1,1)+g0*g0*N(1,2)+N(2,1)+g0*N(2,2)));
T(loop)=(T1(loop)*conj(T1(loop)));
% Store log transmission
log_transmissions(sample, round(L/dL) + 1) = log10(T1(loop));
%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%
end
end
end
toc
Elapsed time is 10.546770 seconds.
% Calculate ensemble average
avgT = mean(log_transmissions, 1);
Ls = linspace(dL, L_max, length(avgT));
figure(1)
plot(Ls*1e6,real(avgT(:)),'o','LineWidth',1.5)
xlim([0,250])
xlabel('Sample length','fontsize',12,'FontWeight','bold');
ylabel('Mean Transmission','fontsize',11);
I got this plot. But i need the graph of below (only circles)
kindly help me

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R2022a

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