%Structure definition
% Case 1: Each element in the structure has same number of columns but different
% number of rows.
a(1).res = ones(4,2)*100;
a(2).res = ones(2,2)*2;
a(3).res = ones(3,2)*40;
a(4).res = ones(5,2)*253;
% For Case 1, [a.res] = horzcat will not work because it requires rows of
% all the elements in the structure to be equal. However, we can do
% vertical concatenation as columns of all the elements are equal.
vertCatAres = vertcat(a.res)
%Case 2: Each element in the structure has same number of rows but
%different number of columns
a(1).res = ones(2,4)*100;
a(2).res = ones(2,2)*2;
a(3).res = ones(2,3)*40;
a(4).res = ones(2,5)*253;
horzCatAres = [a.res] % horzcat(a.res)
%Results
vertCatAres =
100 100
100 100
100 100
100 100
2 2
2 2
40 40
40 40
40 40
253 253
253 253
253 253
253 253
253 253
horzCatAres =
100 100 100 100 2 2 40 40 40 253 253 253 253 253
100 100 100 100 2 2 40 40 40 253 253 253 253 253
% Case 1: Each element in the structure has same number of columns but different
% number of rows.
a(1).res = ones(4,2)*100;
a(2).res = ones(2,2)*2;
a(3).res = ones(3,2)*40;
a(4).res = ones(5,2)*253;
% For Case 1, [a.res] = horzcat will not work because it requires rows of
% all the elements in the structure to be equal. However, we can do
% vertical concatenation as columns of all the elements are equal.
vertCatAres = vertcat(a.res)
%Case 2: Each element in the structure has same number of rows but
%different number of columns
a(1).res = ones(2,4)*100;
a(2).res = ones(2,2)*2;
a(3).res = ones(2,3)*40;
a(4).res = ones(2,5)*253;
horzCatAres = [a.res] % horzcat(a.res)
%Results
vertCatAres =
100 100
100 100
100 100
100 100
2 2
2 2
40 40
40 40
40 40
253 253
253 253
253 253
253 253
253 253
horzCatAres =
100 100 100 100 2 2 40 40 40 253 253 253 253 253
100 100 100 100 2 2 40 40 40 253 253 253 253 253
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