📄 nspz.m
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function [h,xs,w] = nspz(data,nyy,t0,t1)
% The function NSPZ generates the spectrum using zero-crossing method
% in time-frequency space for data(n,k), where
% n specifies the length of time series, and
% k is the number of IMF components.
% ZFAPANLS function is used to calculate the frequency and amplitude of the data.
%
% Non MATLAB Library function used: ZFAPANLS.
%
% Example, [h,xs,w] = nspz(lod78_p',200,1,3224).
%
% Functions CONTOUR and IMG can be used to view the spectrum,
% for example contour(xs,w,h) or img(xs,w,h).
%
% Calling sequence-
% [h,xs,w] = nspz(data,nyy,t0,t1)
%
% Input-
% data - 2-D matrix data(n,k) of IMF components
% nyy - the frequency resolution
% t0 - the start time
% t1 - the end time
% Output-
% h - 2-D matrix of the spectrum, where
% the 1st dimension specifies the number of frequencies,
% the 2nd dimension specifies the number of time values
% xs - vector that specifies the time-axis values
% w - vector that specifies the frequency-axis values
% Z. Shen (JHU) July 2, 1995 Initial
% D. Xiang (JHU) March 25, 2002 Modified
% J. Marshak (NASA GSFC) Feb. 11, 2004 Modified
% (replaced 'zfam()' by 'zfapanls()')
%----- Get dimensions
[npt,knb] = size(data);
%----- Get time interval
dt=(t1-t0)/(npt-1);
%----- Calculate frequency and amplitude
[per,stdp,omg,stdo,a,stda]=zfapanls(data,dt);
clear data
%----- Get local frequency
wmx=max(max(omg))
wmn=min(min(omg))
dw=wmx-wmn;
if wmn<0.
error('Error: negative frequency appears!');
end
%----- Construct the ploting matrix
clear p;
h1=zeros(npt,nyy+1);
p=round(nyy*(omg-wmn)/dw)+1;
for j1=1:npt
for i1=1:knb
ii1=p(j1,i1);
h1(j1,ii1)=h1(j1,ii1)+a(j1,i1);
end
end
%----- Define the results
w=linspace(wmn,wmx,nyy+1)';
xs=linspace(t0,t1,npt)';
h=flipud(rot90(abs(h1)));
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