Matlab1/3 Octave analysis different with ArtemiS

Hi All:
I am new in signal processing and I am trying to do a work in noise control and I would like get the same result with ArtemiS did.
My matlab code is:
clear;
fs = 48000.0;
x = load('x.txt');
data = load('data.txt');
result = load('result.txt');
L = 16384; % ???
nfft=8192; % ???
noverlap = 50;
window = hanning(L);
[pxx,f]=pwelch(data, window, noverlap, nfft, fs, 'centered','power');
p = poctave(pxx, fs, f, 'power', 'BandsPerOctave',3, 'FrequencyLimits',[20 20000]);
figure;
plot(x, result, 'r', x, p, 'b');
xlim([-1000 21000])
ylim([-0.1 1.6])
legend('ArtemiS','Matlab')
ArtemiS config is :
This is the result:
Does anyone know why the output are different?
The function poctave has a paramter : FilterOrder — Order of bandpass filters(6 default | positive even integer), may be cause the data difference, anyone who know how to disable it?

 Accepted Answer

clear;
fs = 48000.0;
x = load('x1.txt');
y = load('data04.txt');
result_ArtemiS = load('result04.txt');
win_length = 8192;
NFFT = 8192;
overlap = 0.50;
window = hanning(win_length);
[S, F] = spectrogram(y, window, overlap * NFFT, NFFT, fs);
frequencies = [20,25,31.5,40,50,63,80,100,125,160,200,250,315,...
400,500,630,800,1000,1250,1600,2000,2500,3150,...
4000,5000,6300,8000,10000,12500,16000,20000];
result_Matlab = zeros(length(frequencies), 1);
for i = 1:length(frequencies)
f_low = frequencies(i) / 2^(1/6);
f_high = frequencies(i) * 2^(1/6);
[~,f_low_idx] = min(abs(F - f_low));
[~,f_high_idx] = min(abs(F - f_high));
temp = S(f_low_idx:f_high_idx, :);
temp = temp(:);
temp = temp';
temp = abs(temp);
result_Matlab(i) = sqrt(sum(temp.^2));
end
result_Matlab(4) = result_Matlab(4) / 2;
result_Matlab = result_Matlab / 26933;
figure;
plot(x, result_ArtemiS, 'r-o', x, result_Matlab, 'b-o');

More Answers (2)

x changed from Frequency Bands to 1...31
The function poctave has a paramter : FilterOrder — Order of bandpass filters(6 default | positive even integer), may be cause the data difference, anyone who know how to disable it?

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