📄 ex5_8.m
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% EX5_8.M Check the calculations of Example 5_8
%
A=[1 1;4 1] % Matrix for system
fprintf('Eigenvectors (U) and eigenvalues diag(D) \n')
[U,D]=eig(A) % U has eigenvectors, diag(D) is eigenvalues
fprintf(' U has eigenvectors, diag(D) is eigenvalues \n')
pause
% Solve for constants
x0=[1 1]' % Initial conditions
c=inv(U)*x0 % Coefficients [c1 c2]'
fprintf(' Coefficients of exp(3t) and exp(-t)\n')
format rat % Rational fractions
C=[c(1)*U(:,1) c(2)*U(:,2)] % Coefficient vector
format % Default
%
% Note: The eigenvectors and coefficient for exp(-t) and exp(3t)
% are reversed in the MATLAB solution
%
% Try the exponential matrix solution and compute the solution
% at values such as t=1
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