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Rayleigh Fading Simulator

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simulate a Rayleigh fading channel referred to as the Jakes’ method.

Simulation_Rayleigh_Fading.m
%------------------------ Programme 3.1------------------------------------
%                  Simulation l'vanouissement du Rayleigh 
%                   pour diffrentes vitesses de MSi
%			 crer par B.Belgacem
%--------------------------------------------------------------------------
clear all;
close all;
clc;
rand('state',0);
%% Simulation parameters:
%--------------------------------------|-------------------------------|
%    Notation  &   value               |     Parameters                |
%--------------------------------------|-------------------------------|
K               = 03;%                 | number of users               | 
M               = 64;%                 | number of chip per symbol     |
B               = 2560/M;%             | number of symbol per slot     |
tram            = B*15*20;%            | numbre of trame               |
Rb              = (2560/M)/(10e-3/15);%| bit rate                      |
Rc              = Rb*M;               %| chip rate                     |  
v               = [5 30 100]          %|
%--------------------------------------|-------------------------------|
% generate a Rayleigh channel
[Ch_Rf_Des,Ch_Rf,Ch_Rf_a]= Gen_Channel(2,K,tram,B,M,v);
%-----------------------------------------------------------------------
%%                        Plot les rsultats
%-----------------------------------------------------------------------
figure;
plot(10*log10(abs(Ch_Rf(1,:))),'--r');
hold on
plot(10*log10(abs(Ch_Rf(2,:))),'-b');
legend('$V=05 Km/h \to f_D=8.33 Hz$','$V=30 Km/h \to f_D=167 Hz$',4);
set(legend,'Interpreter','latex','Location','SouthEast');
ylabel('Amplitude (dB)','Interpreter','latex');
xlabel('temps $*16.66\mu s$','Interpreter','latex');
axis ([0 12001 -22 7])
grid;
%------------------------------------
hold off
figure;
plot(10*log10(abs(Ch_Rf(1,:))),'--r');
hold on
plot(10*log10(abs(Ch_Rf(3,:))),'-b');
legend('$V=05 Km/h \to f_D=8.33 Hz$','$V=100 Km/h \to f_D=167 Hz$',4);
set(legend,'Interpreter','latex','Location','SouthEast');
ylabel('Amplitude (dB)','Interpreter','latex');
xlabel('temps $*16.66\mu s$','Interpreter','latex');
axis ([0 12001 -22 7])
grid



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