Effacer les filtres
Effacer les filtres

Hi! can someone help me with this code? I want filter a noise in a wav file using moving average filters

1 vue (au cours des 30 derniers jours)
This what I have done so far
clear all;
clc;
%%=== Reading the file ===
[signal, Fs] = audioread('testSignal.wav');
subplot(211)
plot(signal(1:350));
title('Original Signal')
xlabel('Samples')
ylabel('Amplitude')
grid on;
sound(signal)
% ========================
%%=== Filter ===
order =10000;
h = ones(1,order)/order;
count = 0;
for n = 1:length(signal)-(order-1)
for j = n:n+(order-1)
count = count+1;
x(count) = signal(j);
end
count = 0;
FiltSig(n) = sum(h.*x);
end
% ==============
%%=== Writing the file ===
audiowrite('FiltSignal.wav',FiltSig,Fs)
subplot(212)
plot(FiltSig(1:350));
title('Filtered Signal')
xlabel('Samples')
ylabel('Amplitude')
grid on;
sound(FiltSig)
% ========================

Réponses (1)

Image Analyst
Image Analyst le 7 Avr 2016
Instead of doing the moving average yourself, simply use conv() or lowess().
windowWidth = 100; % Whatever.
kernel = ones(1, windowWidth)/windowWidth;
smoothedSignal = conv(signal, kernel, 'same');
  2 commentaires
Anisio Gomes
Anisio Gomes le 8 Avr 2016
Hi Image! How would it be with Lowess() and what is the difference
Image Analyst
Image Analyst le 8 Avr 2016
I don't have that toolbox so you'll just have to read the help. conv() is simply the sum of the products, though you can weight them if you want. You can also use sgolayfilt() which is a Savitzky-Golay filter in the Signal Processing Toolbox. That is a sliding filter too but it fits the data in a sliding window to a polynomial, like a line, quadratic, cubic, or whatever. You might try that if you want. I think there are others like butter() and filtfilt() and filter() but I don't use any of those. I only use conv() and sgolayfilt().

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