Help with looping problem
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Here I am defining x and y coordinates of rays vertically approaching a boundary (currently sin(x))
x = 0:0.1:pi
rx1 = [x(1) x(1)] % x-coordinates, incoming ray 1
ry1 = [y0 sin(x(1))] % y-coordinates, incoming ray 1
rx2 = [x(2) x(2)] % x-coordinates, incoming ray 2
ry2 = [y0 sin(x(2))] % y-coordinates, incoming ray 2
rx3 = [x(3) x(3)] % x-coordinates, incoming ray 3
ry3 = [y0 sin(x(3))] % y-coordinates, incoming ray 3
and so on for the length of vector (x) = 32
Clearly this isn't a good way to write the program. The alternative approach I have tried to use is the following:
i = 1
for i = 1:length(x)
rx(i) = [x(i) x(i)]
ry(i) = [y0 sin(x(i))]
end
Which returns the error:
In an assignment A(I) = B, the number of elements in B and I must be the same.
So clearly this isn't the way to achieve what I was trying to do. I would greatly appreciate if someone could help me resolve this, as I have been stuck on it for some time.
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Matt Fig
2012년 10월 23일
Why would you want to create 64 variables like that? What a mess it would be to deal with in further steps. Perhaps two cell arrays could get the job done:
for ii = 1:length(x)
rx{ii} = [x(ii) x(ii)]; % rx is a cell array.
ry{ii} = [y0 sin(x(ii))];
end
Now the really important question is why do you need to do this at all? What is your next step that requires you to have these arrays as individuals, rather than just using x and sin(x)?
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추가 답변 (3개)
Matt Kindig
2012년 10월 23일
편집: Matt Kindig
2012년 10월 23일
I'm not entirely clear what you want, but I think this will do the trick:
x = (0:0.1:pi)';
rx = [x, x];
ry = [ repmat(y0, size(x)), sin(x)];
This implements the vector as specified in the for loop you have shown, which is the preferred way to specify matrix data in Matlab (not creating variables for each line, as your rx1, rx2, etc. example shows).
Azzi Abdelmalek
2012년 10월 23일
y0=1
x = 0:0.1:pi
n=length(x);
eval(sprintf('rx%d=[x(%d) x(%d)],',repmat((1:n),3,1)))
eval(sprintf('ry%d=[y0 sin(x(%d))],',repmat((1:n),2,1)))
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