How can I change the title of a figure through each iteration of the loop?

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I have the following Matlab code that gives me four figures.
close all;
clear variables;
clc;
% % For Phi/Psi = +/-10
CoverageArea_mean_10 = {[84.4735,21.1779,6.4247,2.1416],[45.2112,8.8043,1.1898,0]};
CoverageArea_min_10 = {[98.5128,21.1779,6.9007,2.1416],[58.7745,10.7079,2.1416,0]};
CoverageArea_max_10 = {[70.1963,19.0363,5.9488,2.1416],[38.5485,8.3284,0,0]};
% For Phi/Psi = +/-40
CoverageArea_mean_40 = {[0,4.5211,2.3795,0],[0,0,0,0]};
CoverageArea_min_40 = {[92.5640,21.1779,6.9007,2.1416],[53.7775,10.4700,1.4277,0]};
CoverageArea_max_40 = {[0,0.4759,0.2380,0],[0,0,0,0]};
for i=1:2
x = [15,30,45,60];
figure
% For Phi/Psi = +/-10
COVERAGE = [CoverageArea_min_10{i};CoverageArea_mean_10{i};CoverageArea_max_10{i}];
COVERAGEAREA = [COVERAGE(:,1)';COVERAGE(:,2)';COVERAGE(:,3)';COVERAGE(:,4)'];
bar(x,COVERAGEAREA);
title({ 'The coverage area' ;[ '\phi = \pm10' , '\psi = \pm10' , 'FEC = 3.8\times10^{-3}' ]});
xlabel( 'Semi-angle at half power, \Phi_1_/_2 (°)' );
ylabel( 'Coverage area (m²)' );
BarNames = { 'min' , 'mean' , 'max' };
legend(BarNames, 'Location' , 'best' );
grid on ;
figure
% For Phi/Psi = +/-40
COVERAGE1 = [CoverageArea_min_40{i};CoverageArea_mean_40{i};CoverageArea_max_40{i}];
COVERAGEAREA1 = [COVERAGE1(:,1)';COVERAGE1(:,2)';COVERAGE1(:,3)';COVERAGE1(:,4)'];
bar(x,COVERAGEAREA1);
title({ 'The coverage area' ;[ '\phi = \pm40' , '\psi = \pm40' , 'FEC = 3.8\times10^{-3}' ]});
xlabel( 'Semi-angle at half power, \Phi_1_/_2 (°)' );
ylabel( 'Coverage area (m²)' );
BarNames = { 'min' , 'mean' , 'max' };
legend(BarNames, 'Location' , 'best' );
grid on ;
end
The problem is all four figures will have the same title. In the above code, each iteration gives me 2 figures. So I need to change the title of every two figures at each new iteration:
Therefore, for the first iteration, I need the following title
title({ 'The coverage area' ;[ '\phi = \pm10' , '\psi = \pm10' , 'FEC = 3.8\times10^{-3}' ]});
For the second iteration, I need the following title
title({ 'The coverage area' ;[ '\phi = \pm10' , '\psi = \pm10' , 'FEC =10^{-5}' ]});

Answers (1)

VBBV
VBBV on 27 Nov 2022
Edited: VBBV on 27 Nov 2022
close all;
clear variables;
clc;
% % For Phi/Psi = +/-10
CoverageArea_mean_10 = {[84.4735,21.1779,6.4247,2.1416],[45.2112,8.8043,1.1898,0]};
CoverageArea_min_10 = {[98.5128,21.1779,6.9007,2.1416],[58.7745,10.7079,2.1416,0]};
CoverageArea_max_10 = {[70.1963,19.0363,5.9488,2.1416],[38.5485,8.3284,0,0]};
% For Phi/Psi = +/-40
CoverageArea_mean_40 = {[0,4.5211,2.3795,0],[0,0,0,0]};
CoverageArea_min_40 = {[92.5640,21.1779,6.9007,2.1416],[53.7775,10.4700,1.4277,0]};
CoverageArea_max_40 = {[0,0.4759,0.2380,0],[0,0,0,0]};
for i=1:2
x = [15,30,45,60];
figure(i) % use iterator index
subplot(211)
% For Phi/Psi = +/-10
COVERAGE = [CoverageArea_min_10{i};CoverageArea_mean_10{i};CoverageArea_max_10{i}];
COVERAGEAREA = [COVERAGE(:,1)';COVERAGE(:,2)';COVERAGE(:,3)';COVERAGE(:,4)'];
bar(x,COVERAGEAREA);
title({ 'The coverage area' ;[ '\phi = \pm10' , '\psi = \pm10' , 'FEC = 3.8\times10^{-3}' ]});
xlabel( 'Semi-angle at half power, \Phi_1_/_2 (°)' );
ylabel( 'Coverage area (m²)' );
BarNames = { 'min' , 'mean' , 'max' };
legend(BarNames, 'Location' , 'best' );
grid on ;
subplot(212)
% For Phi/Psi = +/-40
COVERAGE1 = [CoverageArea_min_40{i};CoverageArea_mean_40{i};CoverageArea_max_40{i}];
COVERAGEAREA1 = [COVERAGE1(:,1)';COVERAGE1(:,2)';COVERAGE1(:,3)';COVERAGE1(:,4)'];
bar(x,COVERAGEAREA1);
title({ 'The coverage area' ;[ '\phi = \pm40' , '\psi = \pm40' , 'FEC = 3.8\times10^{-3}' ]});
xlabel( 'Semi-angle at half power, \Phi_1_/_2 (°)' );
ylabel( 'Coverage area (m²)' );
BarNames = { 'min' , 'mean' , 'max' };
legend(BarNames, 'Location' , 'best' );
grid on ;
end
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