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?? emd_online.m

?? 經(jīng)驗模態(tài)分解(EMD)方法(平穩(wěn)化過程)是一種全新的處理非平穩(wěn)數(shù)據(jù)序列的方法
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	      else		if mps(k,LX,i) < mps(k,curindminps(end),i) 	rmax = fliplr(curindmaxps(max(end-NBSYM+1,1):end));	rmin = [LX,fliplr(curindminps(max(end-NBSYM+2,1):end))];	rsym = LX;		else         	rmax = fliplr(curindmaxps(max(end-NBSYM,1):end-1));	rmin = fliplr(curindminps(max(end-NBSYM+1,1):end));	rsym = curindmaxps(end);		end	      end	      	    trmin = 2*t(rsym)-t(rmin);	    trmax = 2*t(rsym)-t(rmax);    if trmin(end) < t(LX) | trmax(end) < t(LX)      if rsym == indmax(end)	rmax = fliplr(curindmaxps(max(end-NBSYM+1,1):end));      else	rmin = fliplr(curindminps(max(end-NBSYM+1,1):end));      end      if rsym == LX 	error('bug')      end      rsym = LX;      trmin = 2*t(rsym)-t(rmin);      trmax = 2*t(rsym)-t(rmax);    end        	  else % lafin(k,i) ~= 1	    	    rmin = curindminps(end - LARGTRANSPS + 1:end);	    rmax = curindmaxps(end - LARGTRANSPS + 1:end);	    trmin = t(rmin);	    trmax = t(rmax);	    margemr = length(rmin);	    margeMr = length(rmax);	        end	  	  mpslmax = mps(k,lmax,i);	  mpslmin = mps(k,lmin,i);	  mpsrmax = mps(k,rmax,i);	  mpsrmin = mps(k,rmin,i);	  	  	  envmax = interp1([tlmax t(curindmaxps((margeMl+1):(end-margeMr))) trmax],[mpslmax mps(k,curindmaxps((margeMl+1):(end-margeMr)),i) mpsrmax],t(startps(k,i):stopps(k,i)),'spline');	  envmin = interp1([tlmin t(curindminps((margeml+1):(end-margemr))) trmin],[mpslmin mps(k,curindminps((margeml+1):(end-margemr)),i) mpsrmin],t(startps(k,i):stopps(k,i)),'spline');	  	  envmoy = (envmax + envmin)/2;	  	  	  if i == NBPRESIFT	    m(k,startps(k,i):stopps(k,i)) = mps(k,startps(k,i):stopps(k,i),i) - envmoy;	    fin(k) = stopps(k,i);	    susp(k) = 0;	    if startps(k,i) == 1	      nbmodes_psdone = k;	    end	  else	    if nbstartedpresift(k) < i+1	      nbstartedpresift(k) = i+1;	    end	    mps(k,startps(k,i):stopps(k,i),i+1) = mps(k,startps(k,i):stopps(k,i),i) - envmoy;	    finps(k,i+1) = stopps(k,i);	    suspps(k,i+1) = 0;	  end	  	  limpsl(k,i) = min([curindminps(max(end - 15*LARGTRANSPS,1)),curindmaxps(max(end - 15*LARGTRANSPS,1))]);	  	  % display	  if tst	    figure(figures(3))	    subplot(2*NBPRESIFT,1,2*i-1)	    plot(t(stopps(k,i):finps(k,i)),mps(k,stopps(k,i):finps(k,i),i))	    hold on	    plot(t(1:startps(k,i)),mps(k,1:startps(k,i),i),'k')	    plot(t(startps(k,i):stopps(k,i)),mps(k,startps(k,i):stopps(k,i),i),'r')	    plot(t(startps(k,i):stopps(k,i)),envmax,'k--')	    plot(t(startps(k,i):stopps(k,i)),envmin,'k--')	    axis([1,LX,min(mps(k,1:finps(k,i),i)),max(mps(k,1:finps(k,i),i))])	    hold off	    title(['mode ',int2str(k),'. Presifting # ',int2str(i)])	    subplot(2*NBPRESIFT,1,2*i)	    if i == NBPRESIFT	      plot(t(startps(k,i):finps(k,i)),m(k,startps(k,i):finps(k,i)))	      hold on	      plot(t(1:startps(k,i)),m(k,1:startps(k,i)),'k')	      hold off	      axis([1,LX,min(m(k,1:finps(k,i))),max(m(k,1:finps(k,i)))])	    else	      plot(t(startps(k,i):stopps(k,i)),mps(k,startps(k,i):stopps(k,i),i+1))	      hold on	      plot(t(1:startps(k,i)),mps(k,1:startps(k,i),i+1),'k')	      plot(t(stopps(k,i):finps(k,i+1)),mps(k,stopps(k,i):finps(k,i+1),i+1))	      hold off	      axis([1,LX,min(mps(k,1:finps(k,i+1),i+1)),max(mps(k,1:finps(k,i+1),i+1))])	    end	    pause(0.01)	  end	    	    	  	  	  	end % petit while      end % for    end % grand while             % interrupts loop on a mode for processing to the next one        waittest = 0;                while ~stoptest(k) & ~waittest & ~susp(k)		      if needextr(k)	if fin(k) > 0	  stopr(k) = fin(k);	  [indm,indM] = extr(m(k,max([(startl(k)-1),1]):stopr(k)));	else	  indm = [];	  indM  = [];	  susp(k) = 1;	end    		if sum([(indm > stop(k)),(indM > stop(k))]) < 4*LARGTRANS & fin(k) < LX %stopr(k) >= fin(k) & fin(k) < LX	  susp(k) = 1;	else	  startr(k) = stopr(k) + 1;	  [indmintmp,indmaxtmp] = extr(m(k,max([(startl(k)-1),1]):stopr(k)));	  lmt = length(indmintmp);	  lMt = length(indmaxtmp);	  indmin(k,1:lmt) = indmintmp + max([(startl(k)-1),1])-1;	  indmax(k,1:lMt) = indmaxtmp + max([(startl(k)-1),1])-1;	  if lmt < size(indmin,2)	    indmin(k,length(indmintmp)+1:end) = 0;	  end	  if lMt < size(indmax,2)	    indmax(k,length(indmaxtmp)+1:end) = 0;	  end	  needextr(k) = 0;	  if k==2	  end	end		if stopr(k) >= LX	  lafin(k) = 1;	  stop(k) = LX;	  needextr(k) = 0;	end      end            if ~susp(k)	curindmin = indmin(k,find(indmin(k,:) >= startl(k)));	curindmax = indmax(k,find(indmax(k,:) >= startl(k)));	nem = length(curindmin) + length(curindmax);		lml(k) = sum(curindmin < start(k));	lMl(k) = sum(curindmax < start(k));      end      % loop of local on-line sifting      while (~needextr(k) | lafin(k)) & ~stoptest(k) & ~waittest & ~susp(k)			if nem < 3 & lafin(k) == 1	  stoptest(k) = 1;	  if nbit(k) > 1 	    m(k+1,:) = x - sum(m(1:k,:));	  end	  break	end		dm = diff(curindmin);	dM = diff(curindmax);			if lml(k)+lMl(k) < 4 | (start(k) < max([curindmin(min(LARGTRANS,end)),curindmax(min(LARGTRANS,end))]) + mean([dm(1:min([end,5])),dM(1:min([end,5]))]))	  margeml = 0;	  margeMl = 0;	    	    if curindmax(1) < curindmin(1)	      if m(k,1) > m(k,curindmin(1))	lmax = fliplr(curindmax(2:min(end,NBSYM+1)));	lmin = fliplr(curindmin(1:min(end,NBSYM)));	lsym = curindmax(1);	      else	lmax = fliplr(curindmax(1:min(end,NBSYM)));	lmin = [fliplr(curindmin(1:min(end,NBSYM-1))),1];	lsym = 1;	      end	    else	      if m(k,1) < m(k,curindmax(1))	lmax = fliplr(curindmax(1:min(end,NBSYM)));	lmin = fliplr(curindmin(2:min(end,NBSYM+1)));	lsym = curindmin(1);	      else	lmax = [fliplr(curindmax(1:min(end,NBSYM-1))),1];	lmin = fliplr(curindmin(1:min(end,NBSYM)));	lsym = 1;	      end	    end	    	  tlmin = 2*t(lsym)-t(lmin);	  tlmax = 2*t(lsym)-t(lmax);      % in case symmetrized parts do not extend enough    if tlmin(1) > t(1) | tlmax(1) > t(1)      if lsym == curindmax(1)	lmax = fliplr(curindmax(1:min(end,NBSYM)));      else	lmin = fliplr(curindmin(1:min(end,NBSYM)));      end      if lsym == 1	error('bug')      end      lsym = 1;      tlmin = 2*t(lsym)-t(lmin);      tlmax = 2*t(lsym)-t(lmax);    end      debfen = startl(k);	  	else	  lmin = curindmin(1:LARGTRANS);	  margeml = LARGTRANS;	  lmax = curindmax(1:LARGTRANS);	  margeMl = LARGTRANS;	  debfen = max([lmin,lmax]);	  tlmin = t(lmin);	  tlmax = t(lmax);	end		if lafin(k) == 1	  margemr = 0;	  margeMr = 0;        if curindmax(end) < curindmin(end)	      if m(k,LX) > m(k,curindmax(end))	rmax = [LX,fliplr(curindmax(max(end-NBSYM+2,1):end))];	rmin = fliplr(curindmin(max(end-NBSYM+1,1):end));	rsym = LX;	      else	rmax = fliplr(curindmax(max(end-NBSYM+1,1):end));	rmin = fliplr(curindmin(max(end-NBSYM,1):end-1));	rsym = curindmin(end);	      end	    else	      if m(k,LX) < m(k,curindmin(end))	rmax = fliplr(curindmax(max(end-NBSYM+1,1):end));	rmin = [LX,fliplr(curindmin(max(end-NBSYM+2,1):end))];	rsym = LX;	      else         	rmax = fliplr(curindmax(max(end-NBSYM,1):end-1));	rmin = fliplr(curindmin(max(end-NBSYM+1,1):end));	rsym = curindmax(end);	      end	    end	  trmin = 2*t(rsym)-t(rmin);	  trmax = 2*t(rsym)-t(rmax);    if trmin(end) < t(LX) | trmax(end) < t(LX)      if rsym == curindmax(end)	rmax = fliplr(curindmax(max(end-NBSYM+1,1):end));      else	rmin = fliplr(curindmin(max(end-NBSYM+1,1):end));      end      if rsym == LX 	error('bug')      end      rsym = LX;      trmin = 2*t(rsym)-t(rmin);      trmax = 2*t(rsym)-t(rmax);    end          finfen(k) = LX;	  	else	  rmin = curindmin((end - LARGTRANS + 1):end);	  rmax = curindmax((end - LARGTRANS + 1):end);	  margemr = LARGTRANS;	  margeMr = LARGTRANS;	  finfen(k) = min([rmin,rmax]);	  trmin = t(rmin);	  trmax = t(rmax);	end	    	mlmin = m(k,lmin);	mlmax = m(k,lmax);	mrmin = m(k,rmin);	mrmax = m(k,rmax);    	lcur = finfen(k) - debfen + 1;			envmax = interp1([tlmax t(curindmax(margeMl+1:(end-margeMr))) trmax],[mlmax m(k,curindmax(margeMl+1:(end-margeMr))) mrmax],t(debfen:finfen(k)),'spline');	envmin = interp1([tlmin t(curindmin(margeml+1:(end-margemr))) trmin],[mlmin m(k,curindmin(margeml+1:(end-margemr))) mrmin],t(debfen:finfen(k)),'spline');		      	envmoy = (envmax + envmin)/2;		amp = abs(envmax-envmin)/2;	mamp = max(amp);	sx = abs(envmoy)./amp;	s = mean(sx);			    % definition of f equal to 1 where sifting is needed and decays     % fast to 0 in the neighbourhood	badsx = (sx > sd & amp > mamp/tol) | (sx > sd2 & amp > mamp/tol2);	d = diff([0 badsx 0]);	debs = find(d==1);	fins = find(d==-1)-1;	if length(debs)~=length(fins)	  error('pb avec les composantes connexes')	end	indextr = sort([curindmin curindmax]);	d = diff(indextr);	connexe = [];	lc = length(debs);	f = [];	if lc > 0	  connexe(lc,lcur) = 0;	  for i = 1:lc	    connexe(i,debs(i):fins(i)) = 1;	    indp = min([lc-1,length(find(indextr < debs(i)))]);	    inds = max([2,length(find(indextr <= fins(i)))+1]);	    llarg = mean(d(min([max([nem-1,1]),max([1,indp])]):max([1,min([nem-1,indp + 2])])));	    rlarg = mean(d(min([max([nem-1,1]),max([1,inds - 1])]):max([1,min([nem-1,inds + 1])])));	    larg = mean([rlarg,llarg]);	    if indp == 0	      if inds ~= (nem+1)		larg = (indextr(inds)-indextr(inds-1));	      else		larg = round(lcur/2);	      end	    else	      if  inds ~= (nem+1)		larg = max([(indextr(inds)-indextr(inds-1)),(indextr(indp+1)-indextr(indp))]);	      else		larg =(indextr(indp+1)-indextr(indp));	      end	    end	    larg = 2 * max([round((fins(i)-debs(i))/4),larg,LARGMIN]);	    w(1:round(larg/2)) = [1:round(larg/2)]/round(larg/2);	    w((2*larg+2-round(larg/2)):(2*larg+1)) = fliplr(w(1:round(larg/2)));	    w(round(larg/2):(2*larg+2-round(larg/2))) = 1;	    indd = max(1,debs(i)-larg);	    indf = min(lcur,fins(i)+larg);	    connexe(i,indd:debs(i)) = w((larg+1-debs(i)+indd):(larg+1));	    connexe(i,fins(i):indf) = w((larg+1):(larg+1+indf-fins(i)));	  end	  	  f = max(connexe,[],1);	  	else	  f(lcur) = 0;	end	        %                                   ___    % definition of f2, window of form /   \ used as a multiplier on f	f2 = [];	f2((start(k)-debfen+1):(stop(k)-debfen+1)) = 1;	if debfen == 1	  dl = round(max([mean([dm(1:min([end,3])),dM(1:min([end,3]))]),start(k)/2]));	  f2(1:start(k)) = max([dl-start(k)+1:dl]/dl,0);	else	  f2(1:(start(k)-debfen+1)) = [0:(start(k)-debfen)]/(start(k)-debfen);	end	if lafin(k) == 1	  f2(stop(k)-debfen+1:LX-debfen+1) = 1;	else	  f2((stop(k)-debfen+1):(finfen(k)-debfen+1)) = fliplr([0:(finfen(k)-stop(k))])/(finfen(k)-stop(k));	end		f1 = f;	f = f.*f2;	    	        mp = m(k,:);	m(k,debfen:finfen(k)) = m(k,debfen:finfen(k)) - f.*envmoy;	    	% display	    	if tst == 1	  figure(figures(1))	  subplot(4,1,1)	  plot(t(1:fin(k)),mp(1:fin(k)));hold on;	  axis([t(1),t(end),-max(abs(mp)),max(abs(mp))])	  title(['IMF ',int2str(k),';   iteration ', int2str(nbit(k)),' before sifting']);	  plot(t(debfen:finfen(k)),envmax,'--k');plot(t(debfen:finfen(k)),envmin,'--k');plot(t(debfen:finfen(k)),envmoy,'r');	  hold  off      set(gca,'XTick',[])	  subplot(4,1,2)	  plot(t(debfen:finfen(k)),sx);      hold on      plot(t,sdt,'--r')      plot(t,sd2t,':k')      title('stop parameter')      set(gca,'XTick',[])	  axis([t(1),t(end),0,max(sx)])	  hold off	  subplot(4,1,3);	  plot(t(debfen:finfen(k)),f);	  hold on;	  plot(t(debfen:finfen(k)),f2,'--k');	  hold off	  axis([t(1),t(end),0,1.1])	  hold off      title('window')      subplot(4,1,4);	  plot(t,m(k,:));	  axis([t(1),t(end),-max(abs(m(k,:))),max(abs(m(k,:)))])	  title(['IMF ',int2str(k),';   iteration ', int2str(nbit(k)),' after sifting']);      set(gca,'XTick',[])      pause(0.01)	  % clf	end				% if start change	if sum(badsx(round((start(k)-debfen+1)/2):min([(start(k)+5*PAS-debfen+1),(stop(k) - debfen +1)])))==0	  if start(k) >= LX	    stoptest(k) = 1;	    startl(k) = LX;	    suspps(k+1,1) = 0;	    disp(['mode ',int2str(k),' termin

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亚洲欧美第一页_禁久久精品乱码_粉嫩av一区二区三区免费野_久草精品视频
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