Finding sum of for loop with if else statement

trangeF = 0:0.001:1.6; % Time range
init = 0;
for n = -2:2
if n == 0
s0 = 312.5.*((-0.08481.*1j.*exp(-0.08481.*1j.*n)/-7.8539.*1j.*n)-((-7.8539.*1j.*n)/(-61.6837.*(n^2)+400)).*(exp(-0.08481.*1j.*n)-1));
xt = (s0).*(exp(7.8539.*1j.*n.*trangeF));
else
s1 = 312.5.*(((exp(-0.08481.*1j.*n)-1)/-7.8539.*1j.*n)-(((-7.8539.*1j.*n)/(-61.6837.*(n^2)+400)).*(exp(-0.08481.*1j.*n)-1)));
xt = (s1).*(exp(7.8539.*1j.*n.*trangeF));
end
end
sums = init + xt;
plot(trangeF, sums,'b')
I am trying to find the sum of the loop. I know I am supposed to have a variable that initializes to 0, then each time I step thrpugh the loop, I add the term to the initialized variable. Am I setting this up correctly?

Respuestas (2)

You must
  1. move your sum inside the loop
  2. increment your summation variable
Note that your vector is complex and plot displays only the real part
trangeF = 0:0.001:1.6; % Time range
% initialization
sums = zeros(size(trangeF));
for n = -2:2
if n == 0
s0 = 312.5.*((-0.08481.*1j.*exp(-0.08481.*1j.*n)/-7.8539*1j)-((-7.8539.*1j.*n)/(-61.6837.*(n^2)+400)).*(exp(-0.08481.*1j.*n)-1));
xt = (s0).*(exp(7.8539.*1j.*n.*trangeF));
else
s1 = 312.5.*(((exp(-0.08481.*1j.*n)-1)/-7.8539.*1j.*n)-(((-7.8539.*1j.*n)/(-61.6837.*(n^2)+400)).*(exp(-0.08481.*1j.*n)-1)));
xt = (s1).*(exp(7.8539.*1j.*n.*trangeF));
end
% sum in the loop
sums = sums + xt;
end
figure
plot(trangeF, sums,'b')
Warning: Imaginary parts of complex X and/or Y arguments ignored.
You mean this ?
trangeF = 0:0.001:1.6; % Time range
xt = zeros(size(trangeF));
for n = -2:2
if n == 0
s0 = 312.5.*((-0.08481.*1j.*exp(-0.08481.*1j.*n)/-7.8539*1j)-((-7.8539.*1j.*n)/(-61.6837.*(n^2)+400)).*(exp(-0.08481.*1j.*n)-1));
xt = xt + (s0).*(exp(7.8539.*1j.*n.*trangeF));
else
s1 = 312.5.*(((exp(-0.08481.*1j.*n)-1)/-7.8539.*1j.*n)-(((-7.8539.*1j.*n)/(-61.6837.*(n^2)+400)).*(exp(-0.08481.*1j.*n)-1)));
xt = xt + (s1).*(exp(7.8539.*1j.*n.*trangeF));
end
end
plot(trangeF, [real(xt);imag(xt)],'b')

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Preguntada:

el 20 de Oct. de 2023

Respondida:

el 20 de Oct. de 2023

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