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annotate m-toolbox/test/utils/test_psdzfit.m @ 29:54f14716c721 database-connection-manager

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Update Java code
author Daniele Nicolodi <nicolodi@science.unitn.it>
date Mon, 05 Dec 2011 16:20:06 +0100
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1 %%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%
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2 % TEST Fitting procedure in 1dim PSDZFIT
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3 %
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4 %%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%
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5 % HISTORY: 02-10-2008 L Ferraioli
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6 % Creation
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7 %%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%
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8 %% VERSION
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9
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10 '$Id: test_psdzfit.m,v 1.1 2009/05/08 13:48:02 luigi Exp $';
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11
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12 %% Clear
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13
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14 clear all
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15
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16 %% Loading spectra
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17
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18 load ..\m-toolbox\test\mpsd.mat % load mpsd.mat first column is f then psd1, csd and psd2
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19
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20 f = mpsd(:,1);
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21 psd = mpsd(:,2);
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22 % csd12 = mpsd(:,3);
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23 % csd21 = [];
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24 % csd22 = mpsd(:,4);
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25
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26 fs = 10;
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27
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28 %% PSDFIT
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29 tic;
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30
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31 clear mlr1 mlr2
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32
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33 N = 11; %Order of approximation
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34
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35
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36 % Max Iteration
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37 Nmaxiter = 40;
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38
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39 % mlr1 = zeros(Nmaxiter,1);
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40 % mlr2 = zeros(Nmaxiter,1);
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41
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42 % Fitting params
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43 fitin.plot = 1;
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44 fitin.fs = fs;
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45
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46 weight = utils.math.wfun(psd,2);
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47 % weight = 1./abs(f1);
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48
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49 clear res poles dterm mresp rdl sqe mlr
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50
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51 pparams = struct('spolesopt',2, 'type','DISC', 'pamp', 0.98);
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52 poles = utils.math.startpoles(N,f,pparams);
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53
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54 for hh = 1:Nmaxiter
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55 [res,poles,fullpoles,mresp,rdl,sqe] = utils.math.psdzfit(psd,f,poles,weight,fitin); % Fitting
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56 % disp(['Iter' num2str(hh)])
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57
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58 % Stop condition checking
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59 mlr(hh) = sqe(:,1);
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60 % [ext1,msg1] =utils.math.stopfit(f1(:,1),rdl1(:,1),mlr1,'lrsrmse',2,15);
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61
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62 % if ext1 && ext2
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63 % disp(msg1)
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64 % break
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65 % end
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66
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67 end
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68 elpstime = toc;
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69
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70 % remove NaN from mlr
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71 idnan = isnan(mlr);
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72 mlr(idnan) = 0;
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73
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74 % plotting squared error
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75 figure()
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76 semilogy(mlr,'-ok')
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77 legend('MSE')
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78
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79 % plotting squared error variation
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80 figure()
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81 semilogy(abs(diff(mlr)./mlr(1,end-1)),'-ok')
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82 legend('MSE Variation')
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83
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84
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85
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86 %%
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87
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88 [num,den] = residue(res,[poles;1./poles],0);
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89 zrs = roots(num);
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90