Mercurial > hg > human-echolocation
diff private/EDB1plotstackedTFs.m @ 0:90220f7249fc
Initial commit
author | Timos Papadopoulos <tp@isvr.soton.ac.uk> |
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date | Sat, 16 Nov 2013 18:25:24 +0000 |
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--- /dev/null Thu Jan 01 00:00:00 1970 +0000 +++ b/private/EDB1plotstackedTFs.m Sat Nov 16 18:25:24 2013 +0000 @@ -0,0 +1,126 @@ +function Bigtf = EDB1plotstackedTFs(firstirfile,nfiles,offset,nfft,typeofir,startsample,endsample) +% EDB1plotstackedTFs - Plots a number of TFs in a stacked way. +% +% Input parameters: +% firstirfile The data file containing the first IR file +% nfiles The number of files +% offset The numerical offset for each file [in dB] +% nfft The fft size +% typeofir 't' (default), 'g' (geom), 'f' (direct sound), 'd' +% (diffracted) +% startsample (optional) The first sample number that should be +% plotted for each IR (after filtering). Default: 1. +% endsample (optional) The last sample number that should be +% plotted for each IR (after filtering). Default: the +% last sample for the longest of all IRs. +% +% Output parameters: +% Bigtf Matrix, [nfiles,nlength], of the TFs in the files, one +% per row. +% +% Uses functions EDB1strpend +% +% ---------------------------------------------------------------------------------------------- +% This file is part of the Edge Diffraction Toolbox by Peter Svensson. +% +% The Edge Diffraction Toolbox is free software: you can redistribute it and/or modify +% it under the terms of the GNU General Public License as published by the Free Software +% Foundation, either version 3 of the License, or (at your option) any later version. +% +% The Edge Diffraction Toolbox is distributed in the hope that it will be useful, +% but WITHOUT ANY WARRANTY; without even the implied warranty of MERCHANTABILITY or FITNESS +% FOR A PARTICULAR PURPOSE. See the GNU General Public License for more details. +% +% You should have received a copy of the GNU General Public License along with the +% Edge Diffraction Toolbox. If not, see <http://www.gnu.org/licenses/>. +% ---------------------------------------------------------------------------------------------- +% Peter Svensson (svensson@iet.ntnu.no) 20050116 +% +% EDB1plotstackedTFs(firstirfile,nfiles,offset,nfft,typeofirs,startsample,endsample); + +%-------------------------------------------------------------- +% Extract the filename stem + +if nargin == 0 + [firstirfile,irfilepath] = uigetfile('*ir.mat','Please select the first irfile'); + [irfilepath,temp1,temp2] = fileparts(irfilepath); + if ~isstr(firstirfile) | isempty(firstirfile) + return + end +else + [irfilepath,firstirfile,fileext] = fileparts(firstirfile); + irfilepath = [irfilepath,filesep]; + firstirfile = [firstirfile,fileext]; +end + +if nargin < 5 + typeofir = 't'; +else + typeofir = lower(typeofir(1)); +end + +if nargin < 6 + startsample = 1; +end +if nargin < 7 + endsample = -1; +end + +filestem = EDB1strpend(firstirfile,'_ir'); +iv = find(filestem=='_'); +iv = iv(length(iv)); +firstnumber = str2num(filestem(iv+1:length(filestem))); +filestem = filestem(1:iv) + +%-------------------------------------------------------------- +% Read the files + +offsetvec = ([1:nfiles].'-1)*offset; + +disp(' Loading files') +for ii = nfiles:-1:1 + irfile = [filestem,int2str(ii+firstnumber-1),'_ir.mat']; + eval(['load ',irfilepath,irfile]) + irtot = real(irtot); + if typeofir == 'f' + irtot = irdirect; + elseif typeofir == 'g' + irtot = irgeom + irdirect; + elseif typeofir == 's' + irtot = irgeom; + elseif typeofir == 'd' + irtot = real(irdiff); + end + + if isempty(irtot) + irtot = [0 0].'; + end + + if endsample == -1 + irtot = irtot(startsample:end); + else + if endsample <= length(irtot) + irtot = irtot(startsample:endsample); + else + irtot = irtot(startsample:end); + end + end + F = fft(full(irtot),nfft); + L = 20*log10(abs(F(1:nfft/2))); + + if ii == nfiles + Bigtf = zeros(nfiles,nfft/2); + BigL = zeros(nfiles,nfft/2); + [slask,nbigtf] = size(Bigtf); + BigL = BigL + offsetvec(:,ones(1,nbigtf)); + Bigtf(ii,:) = (F(1:nfft/2)).'; + BigL(ii,:) = BigL(ii,:) + (L).'; + else + Bigtf(ii,:) = (F(1:nfft/2)).'; + BigL(ii,:) = BigL(ii,:) + (L).'; + end + +end + +fvec = FSAMP/nfft*[0:nfft/2-1]; +semilogx(fvec,BigL.','r')