function plot_joergensen2013(simSRTs, varargin)
%plot_joergensen2013 Plot SRTs in the style of Fig. 2 from Joergensen et al., (2013)
%
% Usage: plot_joergensen2013(SRT,flag)
%
% PLOT_JOERGENSEN2013(SRT) plots the output of
% JOERGENSEN2013 in the style of Fig. 2 of Joergensen et al., (2013).
%
% The flag may be one of:
% 'fig2' : plots the data in the style of figure 2 of Jørgensen, Ewert and Dau (2013)
%
%
%
% Please cite Joergensen et al. (2013) if you use this model
%
% See also: joergensen2013
%
% Url: http://amtoolbox.sourceforge.net/amt-0.10.0/doc/plot/plot_joergensen2013.php
% Copyright (C) 2009-2020 Piotr Majdak and the AMT team.
% This file is part of Auditory Modeling Toolbox (AMT) version 1.0.0
%
% This program 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.
%
% This program 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 this program. If not, see <http://www.gnu.org/licenses/>.
% Define input flags
definput.flags.type = {'fig2'};
[flags,kv] = ltfatarghelper({}, definput,varargin);
%%
if flags.do_fig2
% [SRT_data,STDs_data ] = data_joergensen2013('fig2');
%SRTs{1} = [SRT_data.SRTs_Jetal2013(1) SRT_data.SRTs_FP1990(1) SRT_data.SRTs_Kjems2009(1) SRT_data.SRTs_Kjems2009(3:4)];
%SRTs{2} = [SRT_data.SRTs_Kjems2009(2) SRT_data.SRTs_Jetal2013(2:3) SRT_data.SRTs_FP1990(2:3)];
%SRTs{3} = SRT_data.SRTs_reverbJandD2011;
%SRTs{4} = SRT_data.SRTs_specsubJandD2011;
%STDs{1} = [ STDs_data.SRTs_Jetal2013_std(1) STDs_data.SRTs_FP1990_std(1) 0 0 0];
%STDs{2} = [0 STDs_data.SRTs_Jetal2013_std(2:3) STDs_data.SRTs_FP1990_std(2:3)];
%STDs{3} = STDs_data.SRTs_reverbJandD2011_std;
%STDs{4} = STDs_data.SRTs_specsubJandD2011_std;
sim{1} = [simSRTs.simSRTs_Jetal2013(1) simSRTs.simSRTs_FP1990(1) simSRTs.simSRTs_Kjems2009(1) simSRTs.simSRTs_Kjems2009(3:4)];
sim{2} = [simSRTs.simSRTs_Kjems2009(2) simSRTs.simSRTs_Jetal2013(2:3) simSRTs.simSRTs_FP1990(2:3)];
sim{3} = simSRTs.simSRTs_reverb;
sim{4} = simSRTs.simSRTs_specsub;
fig=figure;
sh = 400;
set(fig,'Position',[.2*sh, 0.15*sh, 1.5*sh, 1.5*sh]);
xlabels = {'CLUE','PM','DAN','Car',' Bottle','Cafe','SAM','ISTS','SMN','RT'};
fnts =14;
fnts_txt =12;
fnts_le = 8;
line_sty = {'-','--','-.','-'};
mark_sty = {'s','>','d','d','d','d','s','s','>','>','v','v','d','v','v','v'};
mark_size = [8 7];
colors = {[1 1 1]*.001,[1 1 1]*.3,[1 1 1]*0.5, [1 1 1],[1 1 1]*.5, [1 1 1]*.4,[1 1 1]*.7};
subplots1 = subplot(2,1,1);
subplotPos1 = get(subplots1,'position');
xmin = 0.5;
xmax = 10.5;
ymin = -30.5;
ymax = 14;
ytickmax = 14;
ytickmin = -26;
x = 1:10;
%y = [SRTs{1} SRTs{2}];
%ystd = [STDs{1} STDs{2}];
% for k = 1:length(x)
% errorbar(x(k),y(k),-ystd(k),ystd(k),...
% 'linestyle', 'none',...
% 'linewidth', 1,...
% 'color', colors{1},...
% 'marker', mark_sty{k},...
% 'markerfacecolor', [1 1 1],...
% 'markersize', mark_size(1));hold on
% end
y2 = [sim{1} sim{2}];
offset = -0.2;
for k = 1:length(x)
plot(x(k)+offset,y2(k),...
'linestyle', 'none',...
'linewidth', 1,...
'color', colors{1},...
'marker', 'o',...
'markerfacecolor', colors{1},...
'markersize', mark_size(1));hold on
end
plot([5.5 5.5],[-40 20],'k-')
plot([3.5 3.5],[-40 20],'k--')
% RMSE(3) = sqrt(mean((y(10:end,1)-y(10:end,2)).^2));
%creating legend
markers = {'s','>','d','v','o'};
colors = {[1 1 1]*.001,[1 1 1]*.3,[1 1 1]*0.5, [1 1 1]*.001,[1 1 1]*.5, [1 1 1]*.7,[1 1 1]*.7,[1 1 1]};
for k = 1:4
hh1(k) = plot(100,100,'marker',markers{k},'color',colors{1}, 'markerfacecolor', colors{8},'markersize', 8,'linewidth', 1,'linestyle','none');
end
hh1(5) = plot(100,100,'marker',markers{5},'color',colors{1}, 'markerfacecolor', colors{1},'markersize', 8,'linewidth', 1,'linestyle','none');
le = legend(hh1,'New data', 'Kjems et al. (2009)','Festen and Plomp (1990)', 'Jørgensen and Dau (2011)','Simulation');
set(le,'box','on','fontsize',fnts_le);
lepos = get(le,'position');
set(le,'position',lepos + [0 0.07 0 0])
hold off
axis([xmin xmax ymin ymax]);
set(gca,'fontsize',fnts);
set(gca,'yTick',ytickmin:6:ytickmax,'yTickLabel',ytickmin:6:ytickmax,'fontsize',14,'fontname','times');
set(gca,'xtick',x,'xTickLabel',xlabels,'fontsize',14,'fontname','times');
ylabel1 = ylabel('SRT (dB)','Fontsize',fnts);
text(6.4,-37.5,'Fluctuating interferer','Fontsize',fnts,'FontName', 'times')
text(1.4,-37.5,'Stationary interferer','Fontsize',fnts,'FontName', 'times')
% RMSE(1) = sqrt(mean((y(3:4)-y2(3:4)).^2));
% RMSE(2) = sqrt(mean((y(5:9)-y2(5:9)).^2));
% text(4,5.5,{'RMSE = ',[num2str(RMSE(1),2), ' dB']},'fontsize',fnts_txt,'FontName', 'times');
% text(7.8,-25,{['RMSE = ',num2str(RMSE(2),2), ' dB']},'fontsize',fnts_txt,'FontName', 'times');
text(1.8,7.6,'SSN','fontsize',14,'FontName', 'times','fontweight','bold');
set(gca, 'FontName', 'times');
ah=axes('position',get(gca,'position'),...
'visible','off');
subplots2 = subplot(2,1,2);
subplotPos2 = get(subplots1,'position');
xlabels = {'0','0.4','0.7','1.3','2.3','UNP','0.5','1','2','4','8'};
markers = {'v','d'};
xmin = 0.5;
xmax = 11.5;
ymin = -7.5;
ymax = 9;
ytickmax = 8;
ytickmin = -6;
x = 1:11;
clear y;
%y = [SRTs{3} SRTs{4}];
%ystd = [STDs{3} STDs{4}];
% for k = 1:length(x)
% errorbar(x(k),y(k),-ystd(k),ystd(k),...
% 'linestyle', 'none',...
% 'linewidth', 1,...
% 'color', colors{1},...
% 'marker', markers{1},...
% 'markerfacecolor', [1 1 1],...
% 'markersize', mark_size(1));hold on
% end
y2 = [sim{3} sim{4}];
offset = -0.2;
for k = 1:length(x)
plot(x(k)+offset,y2(k),...
'linestyle', 'none',...
'linewidth', 1,...
'color', colors{1},...
'marker', 'o',...
'markerfacecolor', colors{1},...
'markersize', mark_size(1));hold on
end
plot([5.5 5.5],[-30 15],'k-')
colors = {[1 1 1],[1 1 1]*.3};
for k = 1:2
if k==1
hh(k) = plot(100,100,'k','marker',markers{k}, 'markerfacecolor', colors{k},'markersize', 8,'linewidth', 1,'linestyle','none');
else
hh(k) = plot(100,100,'marker',markers{k}, 'color', colors{k},'markerfacecolor', colors{k},'markersize', 8,'linewidth', 1,'linestyle','none');
end
end
hold off
axis([xmin xmax ymin ymax]);
set(gca,'fontsize',fnts);
set(gca,'yTick',ytickmin:2:ytickmax,'yTickLabel',ytickmin:2:ytickmax,'fontsize',14,'fontname','times');
set(gca,'xtick',x,'xTickLabel',xlabels,'fontsize',14,'fontname','times');
ylabel1 = ylabel('SRT (dB)','Fontsize',fnts);
text(1.2,-10,'Reverberation time (s)','Fontsize',fnts,'FontName', 'times')
text(6.1,-10,'Spectral subtraction factor \alpha','Fontsize',fnts,'FontName', 'times')
% RMSE(1) = sqrt(mean((y(2:5)-y2(2:5)).^2));
% RMSE(2) = sqrt(mean((y(7:11)-y2(7:11)).^2));
% text(2.5,-6,{['RMSE = ',num2str(RMSE(1),2), ' dB']},'fontsize',fnts_txt,'FontName', 'times');
% text(8.6,7.2,{['RMSE = ',num2str(RMSE(2),2), ' dB']},'fontsize',fnts_txt,'FontName', 'times');
set(gca, 'FontName', 'times');
end;