How to plot trend lines of 2 FFT graphs which have very large data points?
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Dear Guys!!
I got the problem on plotting FFT graph by Matlab. I need to compare FFT of 2 signals in the same graph.

From the attached pictured, those two signals were sampled from 600kHz, 10 sec. When I plot them on graph, it look like the filled pattern which is very hard to compared. I need to plot by 2 trend lines (unfilled like example in the middle graph).
I have tried several days to find the way to plot them like the graph in the middle of picture.
Nae = length(ae);
fs1 = 600000; % sampling rate of signal
t = [0:Nae-1]/fs1;
ff = (0:Nae/2)*fs1/Nae;
AE = fft(ae); AE(1)= [];
power = abs(AE(1:length(ff))*2/Nae).^2;
AE2 = fft(ae2); AE2(1)= [];
power2 = abs(AE2(1:length(ff))*2/Nae).^2;
h = figure(2);
plot(ff,power,'b',ff,power2,'r');
legend('Signal 1','Signal 2');
Any suggestion ???
Thank you very much
1 Commento
Omar Alngar
il 10 Giu 2016
Hi do you find the solution for this it is my problem too
Risposte (1)
Youssef Khmou
il 15 Set 2014
One temporary solution is to downsample the two power spectra, this proposition is based on time-frequency uncertainty principle, since the physical resolution will not improve unless you have more samples in time domain, so you can truncate elements :
f=20;
Power=power(1:f:end);
Power2=power2(1:f:end);
% try with different values of gap f, or use downsample(power,c) function .
3 Commenti
Nopparat Seemuang
il 15 Set 2014
Youssef Khmou
il 15 Set 2014
can you use correlation function between the two signals? (xcorr(power,power2)) ?
Nopparat Seemuang
il 22 Set 2014
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