📄 dtft_idtft.m
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%==========================================================================
% Name:example5_4.m
% The program compute the DTFT of discrete-time sequence x(n),
% and plot the curves.
%==========================================================================
clear;close all;
n=-20:20;
x=input('Type in the time sequence x[n]=');%u(n)-u(n-1);
w1=2*pi;N=512;k=-N:N;
dw=w1/N;
w=k*w1/(N);
X=x*exp(-j*n'*w); % Compute the Fourier transform of x[n]
X1=abs(X);
phi=57.3*angle(X);
k=0.5;
X2=X.*(u(w+pi*k)-u(w-pi*k));
x1=X2*dw*exp(j*w'*n)/(2*pi); % Compute the inverse Fourier transform
subplot(221);stem(n,x,'.');
grid on;
title('The sequence x[n]');
axis([-20,20,-0.2,1.2])
subplot(222);plot(w/(pi),X1);grid on;
title('The DTFT of sequence x[n]');
%axis([-2,2,-0.2,1.2])
subplot(223);stem(n,x1,'.');
xlabel('Index n');grid on;
axis([-20,20,-0.2,1.2])
subplot(224);
plot(w/(pi),abs(X2),'r');grid on;
xlabel('w[*pi]');
%axis([-2,2,-0.2,1.2])
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