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Commit 004eb62c authored by Marco Berzborn's avatar Marco Berzborn
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rewrite and rename of ita_sph_plot_coeffs_over_freq to ita_sph_plot_coefficients_freq

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applications/SphericalHarmonics/ita_sph_plot_coefficients_freq.m 0 → 100644
View file @ 004eb62c
function varargout = ita_sph_plot_coefficients_freq(varargin)
%ITA_SPH_PLOT_COEFFICIENTS_FREQ - Plot SH coefficients over frequency
% This function plot the spherical harmonic coefficients (y-axis) over frequency (x-axis).
% The frequency information can either be given as a vector containing all frequencies
% or the first and last frequency to be plotted.
% The dynamic range of the colorbar can be limited using the limits option following a
% 1x2 array containing the corresponding lower and upper limits.
%
% Syntax:
% ita_sph_plot_coefficients_freq(data, options)
%
% Options (default):
% 'freq' ([]) : frequency axis information
% 'kr' ([]) : give a kr vector instead of a freq vector
% 'db' (true) : logarithmic color scaling
% 'limits' ([]) : dynamic range of the color scaling
% 'shading' ('interp') : shading algorithm
% 'stepSize' (1) : step size for the sh order
% 'coefficients' ('nm') : choose whether to plot all degrees, only degree 0 ('n-n0') or
% the sum of all degrees for all order respectively ('n-nm')
%
% Example:
% audioObjOut = ita_sph_plot_coefficients_freq(data,'freq',freqVector,'limits',[-80,0])
%
% See also:
% ita_plot_freq, ita_sph_sampling, ita_sph_base, ita_sph_modal_strength
%
% Reference page in Help browser
% <a href="matlab:doc ita_sph_plot_coefficients_freq">doc ita_sph_plot_coefficients_freq</a>
% <ITA-Toolbox>
% This file is part of the ITA-Toolbox. Some rights reserved.
% You can find the license for this m-file in the license.txt file in the ITA-Toolbox folder.
% </ITA-Toolbox>
% Author: Marco Berzborn -- Email: marco.berzborn@akustik.rwth-aachen.de
% Created: 13-Jan-2017
%% Initialization and Input Parsing
sArgs = struct('pos1_data','double', ...
'freq',[],...
'kr',[],...
'db',true,...
'limits',[],...
'shading','interp',...
'stepSize',1,...
'coefficients','nm');
[data,sArgs] = ita_parse_arguments(sArgs,varargin);
if ~isempty(sArgs.freq) && ~isempty(sArgs.kr)
ita_verbose_info('You cannot choose kr and freqency x-axis at the same time');
return;
end
% number of coefficients and SH order
nCoeff = size(data,1);
Nmax = floor(sqrt(nCoeff)-1);
if ~isempty(sArgs.freq)
if numel(sArgs.freq > 2)
freqVec = sArgs.freq;
else
freqVec = linspace(sArgs.freq(1),sArgs.freq(end),size(data,2));
end
elseif ~isempty(sArgs.kr)
freqVec = linspace(sArgs.kr(1),sArgs.kr(2),size(data,2));
else
freqVec = 1:size(data,2);
end
fgh = figure;
% preprocess spherical harmonic degrees
if strcmp(sArgs.coefficients,'nm')
% do nothing
elseif strcmp(sArgs.coefficients,'n-n0')
data = ita_sph_eye(Nmax,sArgs.coefficients) * data;
elseif strcmp(sArgs.coefficients,'n-nm')
data = ita_sph_eye(Nmax,sArgs.coefficients) * abs(data);
end
% plot the actual data
y = 1:size(data,1);
if sArgs.db
pcolor(freqVec,y,20*log10(abs(data)));
else
pcolor(freqVec,y,(abs(data)));
end
% set shading method
shading(sArgs.shading);
cb = colorbar;
if sArgs.db
cb.Label.String = 'Magnitude dB';
else
cb.Label.String = 'Magnitude';
end
% if freqency vector is given, use logarithmic freq axis
if ~isempty(sArgs.freq)
axh = gca;
axh.Layer = 'top';
axh.XScale = 'log';
axh.XGrid = 'on';
[XTickVec_log, XTickLabel_val_log] = ita_plottools_ticks('log');
axh.XTick = XTickVec_log;
axh.XTickLabel = XTickLabel_val_log;
end
% create labels for sh order
grid on
if strcmp(sArgs.coefficients,'nm')
coeffVec = zeros(1,floor((Nmax+1)/sArgs.stepSize));
orderVec = zeros(1,floor((Nmax+1)/sArgs.stepSize));
idxSave=1;
for idx=0:sArgs.stepSize:Nmax
coeffVec(idxSave) = (idx+1)^2;
orderVec(idxSave) = idx;
idxSave=idxSave+1;
end
else
orderVec = 0:sArgs.stepSize:Nmax;
coeffVec = orderVec;
end
axh.YTick = coeffVec+1;
axh.YTickLabel = orderVec;
axh.GridAlpha = .3;
axh.LineWidth = 1;
axh.XColor = 'k';
axh.YColor = 'k';
if ~isempty(sArgs.limits)
caxis(sArgs.limits);
end
% X and Y labels
axh.YLabel.String = 'SH-Order';
axh.XLabel.String = 'Frequency in Hz';
% return figure and axis handle if wanted
if nargout > 1
varargout{1} = fgh;
if nargout > 2
varargout{2} = axh;
end
end
%end function
end
applications/SphericalHarmonics/ita_sph_plot_coefs_over_freq.m deleted 100644 → 0
View file @ a23c05bf
function ita_sph_plot_coefs_over_freq(coefs, freq, varargin)
% function ita_sph_plot_coefs_over_freq(coefs, freq, varargin)
% creates a contour plot:
% - y-axis: order of spherical harmonic coefficient
% - x-axis: frequency (freq)
% - color : absolute value of coefficients [dB(default) / linear]
%
% options:
% - unit : 'dB'(default) / 'linear'
% - 'type' : 'mean' : energetic average of all coefficients of same order
% 'max' : maximum value of coefficients of same order
% 'min' : minimum value of coefficients of same order
% 'none' : every single coefficient will be plotted
% all the coefficients of same order.
%
% Martin Kunkemller, 09.02.2011
% <ITA-Toolbox>
% This file is part of the application SphericalHarmonics for the ITA-Toolbox. All rights reserved.
% You can find the license for this m-file in the application folder.
% </ITA-Toolbox>
%% initialize
sArgs = struct('unit','dB','type','mean');
if nargin > 2
sArgs = ita_parse_arguments(sArgs, varargin);
end
coefs = squeeze(coefs);
if size(coefs, 1) == length(freq)
coefs = coefs.';
end
if size(coefs, 2) ~= length(freq)
error('size of coefs and frequency vector does not match');
end
nmax = sqrt(size(coefs,1))-1;
if mod(nmax,1)
error('size of coefs does is no good');
end
%% proceed
val = zeros(nmax+1, length(freq));
if strcmpi(sArgs.type, 'mean')
for idxN = 0:nmax
val(idxN+1,:) = sqrt(mean(abs(coefs(ita_sph_degreeorder2linear(idxN,-idxN:idxN),:)).^2,1));
end
elseif strcmpi(sArgs.type, 'max')
for idxN = 0:nmax
val(idxN+1,:) = max(abs(coefs(ita_sph_degreeorder2linear(idxN,-idxN:idxN), :)).^2,[],1);
end
elseif strcmpi(sArgs.type, 'min')
for idxN = 0:nmax
val(idxN+1,:) = min(abs(coefs(ita_sph_degreeorder2linear(idxN,-idxN:idxN), :)).^2,[],1);
end
elseif strcmpi(sArgs.type, 'none')
val = abs(coefs);
else
error('unknown type');
end
if strcmpi(sArgs.unit, 'db')
val = 20*log10(val/max(max(val)));
unit = ' dB';
ca = [-80 0];
else
unit = ' linear';
ca = [1e-4 1]*max(max(val));
end
%% plot
val = val(end:-1:1,:);
imagesc(1:length(freq), 1:size(val,1), val);
if ~strcmpi(sArgs.type, 'none')
ystep = 2;
ytick = nmax:-ystep:0;
set(gca,'ytick',(nmax+1)-ytick, 'yticklabel',int2str(ytick'));
else
lNmax = (nmax+1)^2;
ystep = round(lNmax/20);
ytick = lNmax:-ystep:0;
set(gca,'ytick',(lNmax+1)-ytick, 'yticklabel',int2str(ytick'));
end
xstep = 2;
xtick = 1:xstep:length(freq);
set(gca,'xtick', xtick, 'xTickLabel',int2str(freq(xtick).'));
title(['coefficients over frequency (absolute, ' unit ') averaging: ' sArgs.type]);
xlabel('Frequency in Hz');
if ~strcmpi(sArgs.type, 'none')
ylabel('Order of Spherical Harmonics');
else
ylabel('Linear Order of Spherical Harmonics');
end
colorbar; caxis(ca);
\ No newline at end of file
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