create a matrix with a for loop
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Adam Levschuk
el 18 de Jun. de 2020
Comentada: Adam Levschuk
el 18 de Jun. de 2020
Hello all, i am trying to calculate a bunch of matrices using a for loop. I have written the following code
T = 60;
for t = 60:60:12940
phi(:,t) = [(n1(1,t+T)-n2(1,t+T)) / (n1(1,t)-n2(1,t)), (n3(1,t+T)-n4(1,t+T)) / (n3(2,t)-n4(2,t)); (n1(2,t+T)-n2(2,t+T)) / (n1(1,t)-n2(1,t)), (n3(2,t+T)-n4(2,t+T)) / (n3(2,t)-n4(2,t))];
end
i am getting an error code that says the left side of the equation is a 2-by-1 and the right side is a 2-by-2. both sides of the equation are supposed to be a 2-by-2!
How would i go about writing the left side of the eqution so it would work with the for loop and result in a 2-by-2?
Thanks for any help!
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Respuesta aceptada
KSSV
el 18 de Jun. de 2020
Editada: KSSV
el 18 de Jun. de 2020
T = 60;
phi = cell([],1) ;
count = 0 ;
for t = 60:60:12940
count = count+1 ;
phi{count} = [(n1(1,t+T)-n2(1,t+T)) / (n1(1,t)-n2(1,t)), (n3(1,t+T)-n4(1,t+T)) / (n3(2,t)-n4(2,t)); (n1(2,t+T)-n2(2,t+T)) / (n1(1,t)-n2(1,t)), (n3(2,t+T)-n4(2,t+T)) / (n3(2,t)-n4(2,t))];
end
If you think that always the RHS is a 2x2 matrix, ot can be saved into matrix by initlaizing it into a 3D matrix.
5 comentarios
KSSV
el 18 de Jun. de 2020
Then you see...you are accessing 12940....it is clear....
You can access elements only upto index 12000....you need to change the loop indexing.
Más respuestas (1)
madhan ravi
el 18 de Jun. de 2020
T = 60;
phi = cell(numel(t),1);
t = 60:60:12940;
for k = 1:numel(t)
phi{k} = [(n1(1,t(k)+T)-n2(1,t(k)+T)) / ...
(n1(1,t(k))-n2(1,t(k))), (n3(1,t(k)+T)-n4(1,t(k)+T)) / ...
(n3(2,t(k))-n4(2,t(k))); (n1(2,t(k)+T)-n2(2,t(k)+T)) / ...
(n1(1,t(k))-n2(1,t(k))), (n3(2,t(k)+T)-n4(2,t(k)+T)) / (n3(2,t(k))-n4(2,t(k)))];
end
celldisp(phi)
phi = cat(3,phi{:})
3 comentarios
madhan ravi
el 18 de Jun. de 2020
Editada: madhan ravi
el 18 de Jun. de 2020
I don’t have time to get into details here but to illustrate with an example:
x = rand(2,2)% has two columns
x(1,3) % but you’re trying to access the third column, which doesn’t make sense
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