📄 comp_exam7_1.m
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% Fig. 3-5; Bit error probabilities for binary signaling;
% a vector of correlation coefficients between signals is allowed
%
clf
R12 = input('Enter vector of desired R_1_2 values; maximum of 4 ');
A = char('-','-.',':','--');
k=1;
LR = length(R12);
z_dB = 0:.3:15; % Vector of desired values of Eb/N0 in dB
z = 10.^(z_dB/10);
for k = 1:LR % Loop for various values of R12
P_E=qfn(sqrt(z*(1-R12(k))));
semilogy(z_dB,P_E,A(k,:)),axis([0 15 10^(-6) 1]),xlabel('E_b/N_0, dB'),ylabel('P_b'),...
title('Bit error probability for binary signaling with correlation R_1_2 between signals')
if k==1
hold on
grid
end
end
% Put appropriate legend on graph, depending on number of R12 values chosen
if LR == 1
legend(['R_1_2 = ',num2str(R12(1))],1)
elseif LR == 2
legend(['R_1_2 = ',num2str(R12(1))],['R_1_2 = ',num2str(R12(2))],1)
elseif LR == 3
legend(['R_1_2 = ',num2str(R12(1))],['R_1_2 = ',num2str(R12(2))],['R_1_2 = ',num2str(R12(3))],1)
elseif LR == 4
legend(['R_1_2 = ',num2str(R12(1))],['R_1_2 = ',num2str(R12(2))],['R_1_2 = ',num2str(R12(3))],['R_1_2 = ',num2str(R12(4))],1)
end
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