haydez98
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Confusion with Fourier Transform and Step Function...clarification needed please :)
I am required to find the Fourier Transform of (without integration):
s(t) = 1 for 0 < t < 4; -t/2 for 4 < t < 6.
I understand that for:
s(t) = t for 0 < t < 1; 1 for t > 1
that this is the same as
s(t) = \int{\prod1(t-\frac{1}{2})}dt<br /> <br />
(integral of the gate function)
but what happens if t is -ve? does that mean that the gate function would be II(-t-x)?
after that, i believe that i can figure out the FT of s(t)
thanks in advance!
I am required to find the Fourier Transform of (without integration):
s(t) = 1 for 0 < t < 4; -t/2 for 4 < t < 6.
I understand that for:
s(t) = t for 0 < t < 1; 1 for t > 1
that this is the same as
s(t) = \int{\prod1(t-\frac{1}{2})}dt<br /> <br />
(integral of the gate function)
but what happens if t is -ve? does that mean that the gate function would be II(-t-x)?
after that, i believe that i can figure out the FT of s(t)
thanks in advance!