📄 sa_fig4_24.m
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%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%% %%%% ****************************************************** %%%% * Smart Antennas for Wireless Applications w/ Matlab * %%%% ****************************************************** %%%% %%%% Chapter 4: Fig 4.24 %%%% %%%% Author: Frank Gross %%%% McGraw-Hill, 2005 %%%% Date: 4/24/2005 %%%% %%%% This code creates Figure 4.24, a plot of the elevation %%%% pattern for a circular array directed to th0 = 30 deg %%%% and ph0 = 0. %%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%% %%------------------- Define Variables:----------------------%%% a - radius of circular array %% N - number of array elements %% pinc - phase increments between adjacent elements %% th - angle (rad) %% th0 - elevation angle (rad) %% ph0 - azimuthal angle (rad) %% AF - array factor of N element array %%%-----------------------------------------------------------%%%%----- Given Values -----%%a = 1; N = 10; pinc = 2*pi/N; th = -pi/2:.01:pi/2; th0 = pi/6; ph0 = 0;%%----- Determine Array Factor for Circular Array -----%%AF = 0;for n = 1:N AF = AF + exp(-1j*2*pi*a*(sin(th)*cos(ph0-(n-1)*pinc)-sin(th0)*cos(ph0-(n-1)*pinc)));end%%----- Plot Results -----%%figure(1), plot(th*180/pi,abs(AF/max(AF)),'k')xlabel('\theta (deg)'), ylabel('|AF|')title('\bfBeamsteered Circular Array of N = 10 elements & a = 1\lambda')axis([-90 90 0 1]), set(gca,'xTick',[-90:30:90])
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