📄 erpdenb.m
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% Effective Radiated Power Density
% ---------------------------------
clear;clc;clf;
% Generate ERP Density Vector
plmin=-4;plmax=6;
pl=plmin:.1:plmax;
pj=10.^pl; % w/Mhz
% Radar and Target Parameters
Pt=1.5e5; % w
Gt=10^(40/10);
Gr=10^(40/10);
rcs=3; % sq m
wl=.1; % m
Lr=10^(10/10) ;
Br=.08; % Mhz
Gsl=10^(10/10);
snr=10^(13/10);
nf=5; % db
% Jammer Parameters
Pj=2e4; % w
Gj=10^(13/10);
Rj=3e5; % m
Bj=4; % Mhz
Lj=10^(7/10);
% Calculate Normalized Range in Jamming
pn=-144+nf;
N=10^(pn/10);
% Jammer ERP density at Radar
prj=(pj*Gj*Gsl*(wl)^2)/((4*pi*Rj)^2*Lj);
Ro=(Pt*Gt*Gr*rcs*(wl)^2/((4*pi)^3*snr*N*Br*Lr))^.25;
R=((Pt*Gt*Gr*rcs*(wl)^2)./((4*pi)^3*snr*(N+prj)*Br*Lr)).^.25;
% Plot Range Reduction versus ERP Power Density
semilogx(pj,R/Ro);grid;
ylabel('Range Reduction - %');
xlabel('ERP Spectral Density - w/Mhz');
title('JAMMER ERP REQUIREMENTS FOR SOJ AND SSJ');
end
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