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1 % method of class @signal
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2 %
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3 % INPUT VALUES:
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4 %
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5 % RETURN VALUE:
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6 %
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7 %
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bleeck@3
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8 % This external file is included as part of the 'aim-mat' distribution package
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9 % (c) 2011, University of Southampton
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10 % Maintained by Stefan Bleeck (bleeck@gmail.com)
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11 % download of current version is on the soundsoftware site:
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12 % http://code.soundsoftware.ac.uk/projects/aimmat
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13 % documentation and everything is on http://www.acousticscale.org
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14
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15
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16 function fsig=powerspectrum(sig,nr_fft)
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17 % usage: sig=powerspectrum(a)
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18 % returns a fsignal class containing the powerspectrum of the signal class a
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19 % a should have a lenght of 2^n the result however, is one point longer!
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20 % in the first bin is additionally the zero value
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21 % the result is normed, so that the highest value is 0dB
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22 % berechnet das Power Spektrum aus dem Signal a.
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23 % die Phasen werden weggeworfen
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24
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25 if nargin < 2
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26 nr_fft=1024;
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27 end
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28
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29
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30
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31 Fs = getsr(sig);
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32 vals=getvalues(sig);
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33 y=fft(vals,nr_fft);
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34 py=y.*conj(y);
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35 %
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36 % % Verlängerung des Signals um einen Punkt, damit der Nullanteil noch dabei ist
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37 nr=round(size(py,1)/2+1); % eines mehr (der Nullanteil)
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38
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39
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40 % use the powerspectrum from the toolbox
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41 % [ppy,w]=periodogram(vals,[],'onesided',nr_fft,Fs); % only real values
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42
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43 % otherwise calculate it yourself:
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44 ppy=py(1:nr)/nr*2;
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45
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46
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47
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48 %normierung auf Energie
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49 %s=sum(abs(ppy));
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50 %energy=s*s;
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51 energy = sum(ppy.^2);
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52 if energy==0
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53 ppy=1;
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54 else
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55 ppy=ppy/energy;
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56 ppy=20*log(ppy);
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57 ppy=ppy-max(ppy);
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58 end
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59
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60 fsig=fsignal(ppy,nr); % Signal mit der richtigen Samplerate
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61 fsig=setdf(fsig,Fs/(nr-1)/2); % kleinester Frequenzabstand
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62
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63 fsig=setmaxfre(fsig,Fs/2);
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64
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65 % sig=setsr(sig,nr); %sr bedeutet für fsignals was anderes, nämlich die Zahl der Punkte
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66 fsig=setname(fsig,sprintf('Power Spectrum of Signal \n%s',sig.name));
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67 fsig=setunit_x(fsig,'Frequency (Hz)');
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68 fsig=setunit_y(fsig,'Power Spectral Density (dB/Hz)');
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