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How to find the Fourier transform X(ω)

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RoBoTBoY
RoBoTBoY on 3 Dec 2020
Commented: RoBoTBoY on 3 Dec 2020
Hello world!
I want to find the fourier transform X(ω) of these continuous signals x(t).
Also I want to find the inverse fourier transform of these signal X(ω).
In addition, for each of the above questions, draw the signals x(t) and the spectrums Χ(ω) respectively.
I run this code for first questions but it doesn't work. Can anyone help me?
t =(-1:0.01:1)';
u == unitstep = t>=0;
x = (t.*exp(-3*t)*sin(8*t))*u;
f = fourier(x);
plot(f)

Accepted Answer

Ameer Hamza
Ameer Hamza on 3 Dec 2020
fourier() works with symbolic inputs
syms t
x(t) = (t*exp(-3*t)*sin(8*t))*heaviside(t);
fourier(x)
  5 Comments
RoBoTBoY
RoBoTBoY on 3 Dec 2020
How to perform the second question with code?

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