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In: Electrical Engineering

Design Rectangular array antenna in HFSS software or 5Ghz frequency and MATLAB CODE FOR IT. need...

Design Rectangular array antenna in HFSS software or 5Ghz frequency and MATLAB CODE FOR IT.

need all the output waveform regarding that

Design microstrip array antenna in HFSS software and MATLAB CODE FOR IT.

IF YOU KNOW THEN ONLY DO OR ELSE LEAVE FOR OTHER

ANTENNA ,ELECTRICAL ENGINEERING

Solutions

Expert Solution

clc
clear all
close all

% % d=1.5e-3;
yo=10e-3;            %feed position from an edge of patch
% w=11.86e-3;             %width of the patch
% l=9.06e-3;             %length of the patch    
c=3e8;               %speed in a space
er=4.4;                %permitivity of substrate
fr=2.4e+9;          %solution freq
lambda=c/fr;         %wavelength in free space
% cf=1e-9;             %fringing capacitance
%
ko=2.0.*pi/lambda;
%
eo=8.85418782e-12;   %free space permitivity
h=1.6e-3;             %substrate thickness
% Pn=10e-3;            %dis bet. feed and middle of slot
%
% ln=40e-3;            %length of the slot
% s=6e-3;              %width of the slot
Zo=50;             
f=1*10^9:0.01*10^9:8*10^9;
% d=1.29e-3;
% c4=1.26e-12;
% xx=lambda/4;

w=(c/(2*fr))*sqrt((2/(er+1)));
% Effective refractive index and effective length calculation
ef= (er+1)./2 + ((er-1)./2)*(1./sqrt(1+(12.*h./w)));
lef=c./(2.*fr.*sqrt(ef));
delL=0.412.*h.*((ef+0.3)./(ef-0.258)).*(((w./h)+0.264)./((w./h)+0.8));
l=lef-2*delL;


% F=(acos(pi.*yo./l))^2;
% C=((er.*eo.*lef.*w)./2.*h).*F;
% L=(((2.*pi.*fr).^2).^-1)./C;
%
F=(acos(pi*yo/l))^2;
C=ef*eo*lef*w*F/(2*h);
L=1/((2*pi*fr)^2*C);


%The resonance resistances of the two resonators
th=0:1:180; t=th.*pi./180;
ARG=cos(t).*(ko.*w./2);
res1=sum(sinc(ARG./pi).^2.*sin(t).^2.*sin(t).*((pi./180)*(ko.*w./2).^2));
res12=sum(sinc(ARG./pi).^2.*sin(t).^2.*besselj(0,sin(t).*(ko.*l)).*sin(t).*((pi./180)*(ko.*w./2).^2));
G1=res1./(120.*pi.^2); G12=res12./(120.*pi.^2);
Rin0P=(2.*(G1+G12)).^-1;
Rin=Rin0P.*cos(pi.*yo./l).^2;

% Input Impedance calculation calculation
W=2*pi*f;
z1=1i*W*L*Rin./(Rin-W.^2*L*C*Rin+1i*W*L);
Lp=60*(h/c)*log(c/(0.2886*fr*pi));
zp=1i*W*Lp;
zin=(z1+zp);

% Return loss calculation
ref=(zin-50)./(zin+50);
returnloss=20*log10(abs(ref));
plot(f,returnloss)
title('Return loss characteristics');
xlabel('frequency');
ylabel('Return loss(dB)');
grid on
figure
%
% %VSWR
% vswr=(1+abs(ref))./(1-abs(ref));
%   plot(f,vswr)
% title('VSWR');
% xlabel('frequency');
% ylabel('VSWR');
% grid on
% figure

%radiation pattern

phi1=0:3600;
theta1=0:180;
phi=phi1./180.*pi;
theta=theta1./180.*pi;

Etheta=sin(ko*h/2.*cos(theta)).*cos(ko*l/2.*cos(theta))/ko/h*2./cos(theta);
Ethetamax=max(Etheta);
Ethetanor=Etheta./Ethetamax;


Ephi=sin(ko*w/2.*cos(phi)).*sin(phi)/ko/w*2./cos(phi);
Ephimax=max(Ephi);
Ephinor=Ephi./Ephimax;

figure
polar(theta,Ethetanor,'-r')
hold on;
polar(phi,Ephinor,'-b')
title('Radiation plot of E and H plane patterns');
legend('E plane','H plane');


disp(w)
disp(l)
disp(F)
disp(C)
disp(L)
disp(Rin0P)
disp(Lp)
disp(z1)


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