Compute and plot Rayleigh Distribution probability density function

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I am currently trying to plot the 90 and 50 percent fading ranges for three independent samples.Theh following code is for consecutive comvutions of pdf. I am able to get the cumative distribtion plot but I am having trouble converting it to the respective Rayleigh distribution pdf plot in order to find my upper and lower bound ranges. I know that the plot I need is the raylpdf function if I am not mistaken but I keep getting errors when I try to convert my plot. The code I am currently using is shown below: i am alsp attaching a pic of my current plot and the Rayleigh distribution pdf plot I am trying to convert it to.Thank you for your assistance.
N = 300;
a = 0;
b = 3;
delta = (b-a)/N;
x = linspace(a,b,N);
v = 2*x.*exp(-x.*x);
v1 = 18*x.*exp(-x.*x*9);
v2 = v1;
v3 = v1;
v4 = conv(v1,v2)*delta;
v1 = conv(v4,v3)*delta;
x = [0:3*N-3]*delta;
vcdf = cumsum(v1)*delta;
%legend('Rayleigh Distribution'. 'New Distribution');
xlabel('x (\sigma^(2)=0.5)');
title('(\bf Fig 2): cdf of New Distribution')

Accepted Answer

VBBV on 6 Feb 2022
Edited: VBBV on 6 Feb 2022
axis([0 3 0 2])
Compare it with same vector lengths to view the Pdf

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