Harmonics of Fourier series
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How do I Plot the 1st, 3rd and 5th harmonic of the Fourier series,
z(t)= 3/2 + 6/pi sin(t) + 6/3pi sin(3t) + 6/5pi sin(5t) + ...
individually overlapped on one plot.
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Answers (1)
Jyothis Gireesh
on 18 Nov 2019
The following code may help you to plot the first, 3rd and fifth harmonics of the signal
t = 0:0.1:4*pi;
numTerms = 3;
fourierExpansion = zeros(numTerms, numel(t));
for i=1:numTerms
fourierExpansion(i,:) = (6/((2*i - 1)*pi))*sin((2*i - 1)*t);
end
z = sum(fourierExpansion) + 3/2;
plot(t,[z;fourierExpansion]);
legend('z','b1','b2','b3');
1 Comment
Alex Walton
on 23 Nov 2020
Hi Jyothis, would it be the same for the first 5 harmics of the fourier cosi
n series for

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