📄 project811.m
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%
% project811
%
%=======================================================================
clear
close all
clc
%=======================================================================
f=2000; % Frequency in MHz
ptx=1; % Transmitter power in Watts
gtx=1; % Transmitter gain in linear units (1 is isotropic)
%======================================================================
lambdac=300/f; % wavelength (m)
kc=2*pi/lambdac; % propagation constant
%=======================================================================
ht=10; % transmitter height
hr=1.5 % receiver height
xt=0;
xrStep=1;
xr=[1:xrStep:100000];
% Reflection coefficients ===============================================
RG=-1;
% ray path lengths =======================================================
imageht=-ht;
dTxRx=sqrt((xt-xr).^2+(ht-hr).^2);
dimageTxRx=sqrt((xt-xr).^2+(imageht-hr).^2);
% Field strengths =======================================================
E0=sqrt(60*ptx*gtx)*exp(-j*kc*dTxRx)./dTxRx; % in V/m
E=sqrt(60*ptx*gtx)*(exp(-j*kc*dTxRx)./dTxRx...
+RG*exp(-j*kc*dimageTxRx)./dimageTxRx);
% field strenghts are in V/m, now they are converted to dBuV/m
figure,semilogx(xr,20*log10(abs(E0)*1e6),'k:',xr,20*log10(abs(E)*1e6),'k', 'LineWidth',2)
xlabel('Distance from Tx (m)')
ylabel('Received field strength (dB \muV/m)')
title('Recived field: free space, 2-ray model')
legend('free space','2-ray model')
figure,semilogx(xr,20*log10(abs(E./E0)),'k', 'LineWidth',2)
xlabel('Distance from Tx (m)')
ylabel('Relative received field strength (dB \muV/m)')
title('Relative recived field strength. 2-ray model')
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