I have to increase the number of Fourier frequencies by adding 500 zeros to the end of the 27-sample-long signal.
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fs = 250;
t = 0:1/fs:0.107;
L = length(t);
x1 = sin(2*pi*50*t)+0.3;
fftx1=fft(x1)
freqHz = (0:1:length(x1)-1)*fs/L;
plot(freqHz,fftx1,'-o')
I have to increase the number of Fourier frequencies by adding 500 zeros to the end of the 27-sample-long signal.
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Image Analyst
le 24 Oct 2021
This is a duplicate question. I answered it here:
where I said to just assign the 527'th element to zero.
x1(527) - 0;
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