syms Km Zm Ym [2 2]
syms Z R S L
Z=R+S*L
Km=[1 Z; 0 1]
Zm
% Relation between Km and Zm
Zm1_1=(Km1_1/Km2_1)
Zm1_2=(det(Km)/Km2_1)
Zm2_1=(1/Km2_1)
Zm2_2=(Km2_2/Km2_1)

1 Comment

ravi teja
ravi teja on 12 Oct 2021
Zm result in matrix form. which command should be used?

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 Accepted Answer

syms Km Zm Ym [2 2]
syms Z R S L
Z=R+S*L ;
Km=[1 Z; 0 1] ;
Zm = sym('Zm',[2 2]) ;
% Relation between Km and Zm
Zm(1,1)=(Km1_1/Km2_1) ;
Zm(1,2)=(det(Km)/Km2_1) ;
Zm(2,1)=(1/Km2_1) ;
Zm(2,2)=(Km2_2/Km2_1) ;
Zm
Zm = 

2 Comments

ravi teja
ravi teja on 12 Oct 2021
thankyou for the answer but i need the Zm matrix with final result performing the calculations. that is Zm is infinite matrix
syms Km Zm Ym [2 2]
syms Z R S L
Z=R+S*L ;
Km=[1 Z; 0 1] ;
Zm = sym('Zm',[2 2]) ;
% Relation between Km and Zm
for i = 1:2
for j = 1:2
Zm(i,j) = Km(i,j)/Km(2,1) ;
end
end

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