Combining 3 curves into 1 average

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H Lange
H Lange am 10 Jun. 2020
Kommentiert: Stephan am 10 Jun. 2020
Hi, I am trying to combine 3 curves into 1 average curve (by taking the mean of the 3 curves). As far as I understand (by reading other questions on this site) I need to use interp1, but I am not sure how to create the 'query points' (that I called n). So far my code looks like this:
n = linspace(???);
yyS = interp1(timeS(:),Y2S(:),n);
yyC = interp1(timeC(:),Y2C(:),n);
yyA = interp1(timeA(:),Y2A(:),n);
avg = mean([yyS, yyC, yyA],3);
figure(10);
plot(avg)
The data has the following dimensions:
timeS & Y2S: 345x1
timeC & Y2C: 336x1
timeA & Y2A: 335x1
Any help would be greatly appreciated!!

Akzeptierte Antwort

Ameer Hamza
Ameer Hamza am 10 Jun. 2020
Bearbeitet: Ameer Hamza am 10 Jun. 2020
Create 'n' like this
min_n = min([timeS; timeC; timeA])
max_n = max([timeS; timeC; timeA])
n = linspace(min_n, max_n, 300).'; % choose any appropriate number instead of 300
yyS = interp1(timeS(:),Y2S(:),n);
yyC = interp1(timeC(:),Y2C(:),n);
yyA = interp1(timeA(:),Y2A(:),n);
avg = mean([yyS, yyC, yyA], 2); % second input should be 2 (not 3)
figure(10);
plot(n, avg)
  6 Kommentare
H Lange
H Lange am 10 Jun. 2020
Thank you so much!!
Ameer Hamza
Ameer Hamza am 10 Jun. 2020
I am glad to be of help!

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Weitere Antworten (1)

Stephan
Stephan am 10 Jun. 2020
Here is a simple example:
% fantasy times
times1 = 1:10
times2 = 1:2:11
% fantasy values
y1 = 2 * (1:10)
y2 = 4 * (1:2:11)
% interpolate, query points should be longest time frame
y2_new = interp1(times2,y2,times1)
% Concatenate the vectors to calculate the mean for every pair
y_all = [y1; y2_new];
% get the mean
y_mean = mean(y_all)
  2 Kommentare
H Lange
H Lange am 10 Jun. 2020
I'm not sure I know how to apply this example to my code. I tried the following, but that doesn't seem to work..
yyS = interp1(timeS,Y2S,timeS);
yyC = interp1(timeC,Y2C,timeS);
yyA = interp1(timeA,Y2A,timeS);
yS = [Y2S; yyS];
yC = [Y2S; yyC];
yA = [Y2S; yyA];
avg = mean([yS,yC,yA]);
Stephan
Stephan am 10 Jun. 2020
It is a simple example that you can walk through to understand what happens. I think understanding the way it works and the transfer this knowledge on your problem is easier on the long term than just copy and paste something, that you do not understand.

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