problem with frequency domain using fft on raw data
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I have a problem in my MATLAB program. I'm trying to find a cutoff frequency to create a low pass filter for compass data. I'm trying to go from the time domain to the frequency domain and find an Fc, so I used the FFT but it seems that's it's nor working.
This is what i have done:
if true
fs=1500;
dataset=xlsread('data.xlsx','Feuil1','A1:A363');
t=1:length(dataset);
L=length(dataset);
z=fft(dataset);
P2 = abs(z/L);
P1 = P2(1:L/2+1);
P1(2:end-1) = 2*P1(2:end-1);
f = fs*(0:(L/2))/L;
subplot(2,2,4)
plot(f,P1)
title('frequenciel')
xlabel('f(hz)');
ylabel('p1(f)');
end
but i have found something weird. wish is not what i was expencting
3 comentarios
dpb
el 22 de Ag. de 2018
Editada: dpb
el 22 de Ag. de 2018
You only sampled at 1500 Hz (fs=1500) according to your code so Nyquist frequency is 750 Hz.
The response of the sensor will depend on the frequency of the energy content of the input to it; "bandwidth" only means it is capable of responding up to that frequency (probably with some documented attenuation value) but you would have to sample at least 2X that frequency to see it and actually by 3-4X that to really reproduce the input well owing to Nyquist.
The FFT "knows nuthink!" about what the actual sampling frequency is; it is immaterial to the algorithm; the frequency for analysis/presentation is totally dependent upon what you say your sampling frequency was and there's absolutely no way to determine that from just the sampled data itself.
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