📄 sa_fig6_8.m
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%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%% %%%% ****************************************************** %%%% * Smart Antennas for Wireless Applications w/ Matlab * %%%% ****************************************************** %%%% %%%% Chapter 6: Fig 6.8 %%%% %%%% Author: Frank Gross %%%% McGraw-Hill, 2005 %%%% Date: 9/29/2004 %%%% %%%% This code creates Fig 6.8, a plot of an Exponential PDF %%%% equal to the power of the envelope for a Rayleigh %%%% distribution for two different average power values,%%%% po = 2 & 4 uW. %%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%% %%------------------- Define Variables:--------------------%%% po1, po2 - Average power of envelope %% p - Power of envelope %% p1, p2 - Exponential PDF for power in envelope %%%---------------------------------------------------------%%%%------------------ Given Values ------------------%%po1 = 2; po2 = 4;p = 0:.01:6;%%------- Determine Exponential Distributions ------%%p1 = exp(-p/po1)/po1; p2 = exp(-p/po2)/po2;%%------------------ Plot Results ------------------%%plot(p,p1,'k',p,p2,'k:')axis([0 6 0 .5])title('\bfFig 6.8 - Exponential PDF vs. Power for p_o_1 & p_o_2','Fontweight','bold')xlabel('Power (\muW)')ylabel('p(p)')legend('p_o_1 = 2\muW','p_o_2 = 4\muW')
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