Create new vector from 2 differnet cells
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Hello I have a two cells and I would like to save that data into one vector.
For example:
I have cell: Lok_max (3x2 cell)
and Lok_min(2x2 cell)
If I create vector by hand writing it will be like this:
SOC= [Lok_max{1,1},Lok_min{1,1},Lok_max{2,1},Lok_min{2,1},Lok_max{3,1}];
SOC_time=[Lok_max{1,2},Lok_min{1,2},Lok_max{2,2},Lok_min{2,2},Lok_max{3,2}];
I would like to automatize and I think that I can use for loop.
My idea is:
for interval_max=1:size(Lok_max)
for interval_min=1:size(Lok_min)
xxxxxxxxxxxxxxxxxxxxxxxxx
xxxxxxxxxxxxxxxxxxxxxxxxx
end
end
I think that I can use 2 for loops. I don't know how to create vector with for loop from cell.
Please help me.
Best regards
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dpb
il 19 Gen 2019
Modificato: dpb
il 19 Gen 2019
You could use loops, but that's not "the MATLAB way!"...
This also superfically seems like a place cell arrays may be in the way; and I'll use shorter names for brevity and legibility of not having similar-looking names to try to pick out visually --
>> A=reshape(1:6,3,2); % some easy-to make sample data that can still see
>> B=reshape(1:4,2,2)+10; % who's who in the zoo to see where values ended up
N=size(A,1)+size(B,1); % how many rows are in result is total number in each
C(1:2:N,:)=A; % place A in alternate rows from top
C(2:2:N-1,:)=B; % and B alternates but there's a missing row
>> C = % see what's we got...
1 4
11 13
2 5
12 14
3 6
>>
Your desired two vectors are columns 1, 2, respectively.
The above is generic as long as A has one more row than B
5 Commenti
dpb
il 25 Gen 2019
Modificato: dpb
il 25 Gen 2019
- Just adjust the indexing expression upper limit to match what size tells you.
- Probably...if the data sections are the sections between the min/max peaks/valleys in the previous plot, then inspecting the first/last section of those and comparing (say) average magnitudes should tell you what you want to know...the noise will dictate how complicated the comparison must be. If push comes to shove, a polyfit(x,y,1) over the whole section and testing the sign of the slope term should be pretty reliable.
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