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OpenStudy (anonymous):
This is more Computer Science, but you could use series to solve this, if you can try a for loop Global = zeros(nodos) Global(1,1)= K(1,1,1) Global(1,2)= K(1,2,1) Global(2,1)= K(2,1,1) Global(2,2)= K(2,2,1)+ K(1,1,2) Global(2,3)= K(1,2,2) Global(3,2)= K(2,1,2) Global(3,3)= K(2,2,2)+ K(1,1,3) Global(3,4)= K(1,2,3) Global(4,3)= K(2,1,3) Global(4,4)= K(2,2,3)+ K(1,1,4) Global(4,5)= K(1,2,4) Global(5,4)= K(2,1,4) Global(5,5)= K(2,2,4)+ K(1,1,5) Global(5,6)= K(1,2,5) Global(6,5)= K(2,1,5) Global(6,6)= .... Note K(i,j,p) ; p = nodos-1
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