Hi, there! I'm struggling a bit with Fourier series.
I've watched endless videos on the subject, but can't seem to grasp it and wondered if anyone would kindly take a look at the problem and try to explain it to me in the simplest of terms. Thanks in advance, Rick
1. Figure 1 below shows a Half-wave rectifier whose input is a sinusoidal AC signal, Vin(t)=sin(ωt). The output is defined in the following;
. . . . .\(\displaystyle V_{out}(t)\, =\, \begin{cases}\sin(\omega t)& \mbox{ for }\, 0\, <\, \omega t\, <\, \pi \\ 0& \mbox{ for }\, \pi\, <\, \omega t\, <\, 2\pi \end{cases}\)
express Vout(t) as a trigonometric Fourier series; assume w=1,
1. Figure 1 below shows a Half-wave rectifier whose input is a sinusoidal AC signal, Vin(t)=sin(ωt). The output is defined in the following;
. . . . .\(\displaystyle V_{out}(t)\, =\, \begin{cases}\sin(\omega t)& \mbox{ for }\, 0\, <\, \omega t\, <\, \pi \\ 0& \mbox{ for }\, \pi\, <\, \omega t\, <\, 2\pi \end{cases}\)
express Vout(t) as a trigonometric Fourier series; assume w=1,
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