A4 An electrical signal comprises a single triangular pulse, as shown in
Figure A4 as a function f(t) against time t.
Figure A4
(a) Derive the Fourier transform F(() of the pulse thus showing that:
(b) Sketch F(() giving the positions of the points at which F(()=0 and
the magnitude of F(0).
Mathematics Homework Solutions
#2296
Working with the Fourier Transform Derivation.
An electrical signal comprises a single triangular pulse, as shown in Figure A4 as a function f(t) against time t.
Derive the Fourier transform of the pulse.
Sketch F(w) giving the positions of the points at which F(w)=0 and the magnitude of F(0).
An electrical signal comprises a single triangular pulse, as shown in Figure A4 as a function f(t) against time t.
Derive the Fourier transform of the pulse.
Sketch F(w) giving the positions of the points at which F(w)=0 and the magnitude of F(0).
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