📄 combine_n.m
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%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%
% combine_N.m - Combining two N-point real FFT into
% one N-point Complex FFT
%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%
clear all;
x1 = [1 2 3 4 4 3 2 1];
x2 = [-2 -4 -6 -8 8 6 4 2];
% Conventional 2 N-point FFT approach
X1 = fft(x1,8);
X2 = fft(x2,8);
% N-point FFT approach
x = x1+i*x2;
X = fft(x,8);
X_conj = [conj(X(1)) conj(X(8-(0:6)))];
X1_N = (X+X_conj)*0.5;
X2_N = (X-X_conj)*(-i*0.5);
figure;
subplot(221); stem(abs(X1)); title('FFT[x1(n)]');
subplot(222); stem(abs(X2)); title('FFT[x2(n)]');
subplot(223); stem(abs(X1_N)); title('X1 = 0.5(X+conj(X))');
subplot(224); stem(abs(X2_N)); title('X2 = -0.5j(X-conj(X))');
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