Help needed in solving a matrix equation
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clear all;
A= [0,1;1,1];
B= [0,1;1,1];
Q= [2,0;0,4];
R= [0.5,0;0,0.25];
syms p11 p12 p21 p22
P = [p11,p12; p21, p22];
eqn = P*A + transpose(A)*P + Q - (P/2)*B*inv(R)*transpose(B)*P - (P/4)*B*inv(R)*transpose(B)*transpose(P) - (transpose(P)/4)*B*inv(R)*transpose(B)*P ==0;
S = solve(eqn);
disp(P);
I want to find the solution of P matrix, I am kind of new to MATLAB. Any kind of help is appreciated.
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Jan
am 12 Jun. 2021
Bearbeitet: Jan
am 15 Jun. 2021
A= [0,1;1,1];
B= [0,1;1,1];
Q= [2,0;0,4];
R= [0.5,0;0,0.25];
syms p11 p12 p21 p22
P = [p11, p12; p21, p22];
eqn = P * A + A.' * P + Q - (P/2) * B * inv(R) * B.' * P - ...
(P/4) * B * inv(R) * B.' * P.' - (P.' / 4) * B * inv(R) * B.' *P == 0;
S = solve(eqn);
S.p11
The same for the other components. So you did calculate your solution already, but display the input P instead of the output S.
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