How to store an interpolated data to get the mean for each new point in X?

4 vues (au cours des 30 derniers jours)
Pedro Oliveira
Pedro Oliveira le 13 Nov 2019
I am trying to find the mean for each point in a series of 16 profiles. The code is as following
a= table2array (DataTot);
b= standardizeMissing(a,nan);
b = reshape(a,[181,4,16]);
for i=1:16
xx= b(:,1,i);
yy=b(:,4,i);
yyc = yy;
[maxHValue, indexAtMaxH] = findpeaks(yyc);
xshift=xx(yyc==max(maxHValue));
xxs=xx - xshift;
xxs = rmmissing(xxs);
yyc = rmmissing(yy);
XYint = interp1(xxs,yyc,-100:1:200);
L(i)= XYint %ERROR
end
When I try to store in L it doesn't allow me to do so(ERROR="unable to perform assignment because the indices on the left side are not compatible with the size of the right side"). Is there a way to find the mean while inside the loop for the interpolated values or should I store it to use the data after the loop?
Thanks for the help.
  2 commentaires
David Hill
David Hill le 13 Nov 2019
if the size of XYint changes, you could use a cell array.
L{i}= XYint;
Pedro Oliveira
Pedro Oliveira le 13 Nov 2019
Modifié(e) : Pedro Oliveira le 14 Nov 2019
It did work, thank you!
but the problem now is how the data from x keep stored. It only store a 1x301 cell. And I lose how to plot the x to y later on with the mean value.

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Réponses (1)

Prabhan Purwar
Prabhan Purwar le 21 Jan 2020
Modifié(e) : Prabhan Purwar le 21 Jan 2020
Hey,
The mean of the interpolated values could be found out using the mean() function in the loop.
You may make use of Cell arrays to store variable size datasets as shown in the following code:
L{1,i}=XYint; %y data
L{2,i}=xxs; %x data
L{3,i}=xshift; %x shift
For more information refer to the following links:

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