📄 spectrogram.m
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function [array,raw] = spectrogram(wave,segsize,nlap,ntrans);%function array = spectrogram(wave,segsize,nlap,ntrans);% defaults spectrogram(wave,128,8,4)% nlap is number of hamming windows overlapping a point;% ntrans is factor by which transform is bigger than segment;% returns a spectrogram 'array' with fourth root of power,% filter smoothed and formatted for display.% Added option to return raw spectrogram.... Malcolm 5/26/95% Added code so that input could be any direction ... Malcolm 5/26/95% (c) 1998 Interval Research Corporation if nargin < 4; ntrans=4; endif nargin < 3; nlap=8; endif nargin < 2; segsize=128; end[r c] = size(wave);if (r < c) wave = filter([1 -0.95],[1],wave');else wave = filter([1 -0.95],[1],wave);ends = length(wave);nsegs = floor(s/(segsize/nlap))-nlap+1;array = zeros(ntrans/2*segsize,nsegs);window = 0.54-0.46*cos(2*pi/(segsize+1)*(1:segsize)');for i = 1:nsegs seg = zeros(ntrans*segsize,1); % leave half full of zeroes seg(1:segsize) = ... window.*wave(((i-1)*segsize/nlap+1):((i+nlap-1)*segsize/nlap)); seg = abs(fft(seg)); % reverse for image display array(:,i) = seg(((ntrans/2*segsize)+1):(ntrans*segsize));endif nargout > 1 raw = array;endarray = array .* array; % back into power domain for smoothingfor i=1:nsegs % smooth the spectral slices array(:,i) = filter([.2 1 .2],[1],array(:,i));endfor i=1:ntrans/2*segsize % smooth the channels array(i,:) = filter([.2 1 .2],[1],array(i,:));end% compress with square root of amplitude (fourth root of power)off = 0.0001*max(max(array)); % low end stabilization offset,array = (off+array).^0.25-off^0.25; % better than a threshold hack!array = 255/max(max(array))*array;
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