annotate toolboxes/MIRtoolbox1.3.2/MIRToolbox/@mirpattern/mirpattern.m @ 0:e9a9cd732c1e tip

first hg version after svn
author wolffd
date Tue, 10 Feb 2015 15:05:51 +0000
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wolffd@0 1 function varargout = mirpattern(orig,varargin)
wolffd@0 2 % p = mirpattern(a)
wolffd@0 3
wolffd@0 4 period.key = 'Period';
wolffd@0 5 period.type = 'Boolean';
wolffd@0 6 period.when = 'After';
wolffd@0 7 period.default = 0;
wolffd@0 8 option.period = period;
wolffd@0 9
wolffd@0 10 specif.option = option;
wolffd@0 11
wolffd@0 12 varargout = mirfunction(@mirpattern,orig,varargin,nargout,specif,@init,@main);
wolffd@0 13
wolffd@0 14
wolffd@0 15 function [x type] = init(x,option)
wolffd@0 16 if not(isamir(x,'mirpattern'))
wolffd@0 17 x = mirsimatrix(x);
wolffd@0 18 end
wolffd@0 19 type = 'mirpattern';
wolffd@0 20
wolffd@0 21
wolffd@0 22 function p = main(orig,option,postoption)
wolffd@0 23 if not(isamir(orig,'mirpattern'))
wolffd@0 24 b = get(orig,'Branch');
wolffd@0 25 fp = get(orig,'FramePos');
wolffd@0 26 pp = get(orig,'PeakPos');
wolffd@0 27 for i = 1:length(b)
wolffd@0 28 bi = b{i}{1}{1};
wolffd@0 29 pi1 = sort(pp{i}{1}{bi(1,1)});
wolffd@0 30 pi2 = sort(pp{i}{1}{bi(end,1)});
wolffd@0 31 p.pattern{1}.occurrence{1}.start = ...
wolffd@0 32 fp{i}{1}(1,bi(1,1)) - mean(fp{i}{1}(1:2,pi1(bi(1,2))));
wolffd@0 33 p.pattern{end}.occurrence{2}.start = ...
wolffd@0 34 fp{i}{1}(1,bi(1,1));
wolffd@0 35 p.pattern{end}.occurrence{1}.end = ...
wolffd@0 36 fp{i}{1}(1,bi(end,1)) - mean(fp{i}{1}(1:2,pi2(bi(end,2))));
wolffd@0 37 p.pattern{end}.occurrence{2}.end = ...
wolffd@0 38 fp{i}{1}(1,bi(end,1));
wolffd@0 39 end
wolffd@0 40 p = class(p,'mirpattern',mirdata(orig));
wolffd@0 41 end
wolffd@0 42 if postoption.period
wolffd@0 43 for i = 1:length(p.pattern)
wolffd@0 44 poi = p.pattern{i}.occurrence;
wolffd@0 45 if poi{1}.end > poi{2}.start
wolffd@0 46 poi{1}.end = poi{2}.start;
wolffd@0 47 cycle = poi{1}.end - poi{1}.start;
wolffd@0 48 ncycles = floor((poi{2}.end-poi{2}.start)/cycle)+2;
wolffd@0 49 poi{ncycles}.end = poi{2}.end;
wolffd@0 50 poi{2}.end = poi{2}.start + cycle;
wolffd@0 51 for j = 2:ncycles-1
wolffd@0 52 poi{j}.end = poi{j}.start + cycle;
wolffd@0 53 poi{j+1}.start = poi{j}.end;
wolffd@0 54 end
wolffd@0 55 end
wolffd@0 56 p.pattern{i}.occurrence = poi;
wolffd@0 57 end
wolffd@0 58 end