Hi,
I need to know how to resolve EDO System with MATLAB. The system has this structure:

A*x̄’ + B*x̄ + C = 0

A, B are square matrix with constant coefficients. Example: A = [a b; c d]; and B = [e f; g h];
C is the constant vector transposed. Example: C = [i j]’;
x̄ is the vector transposed of the variables/functions I need to find. Example: x̄ = [x1 x2]’;
x̄’ is the vector transposed of the derivative of the variables/functions I need to find. Example: x̄’ = [dx1/dt dx2/dt]’;

The example is made for a EDO System of 2 differential equations. But It would be interesting if MATLAB could resolve a n x n matrix.

Any suggestion?Hi,
I need to know how to resolve EDO System with MATLAB. The system has this structure:

A*x̄’ + B*x̄ + C = 0

A, B are square matrix with constant coefficients. Example: A = [a b; c d]; and B = [e f; g h];
C is the constant vector transposed. Example: C = [i j]’;
x̄ is the vector transposed of the variables/functions I need to find. Example: x̄ = [x1 x2]’;
x̄’ is the vector transposed of the derivative of the variables/functions I need to find. Example: x̄’ = [dx1/dt dx2/dt]’;

The example is made for a EDO System of 2 differential equations. But It would be interesting if MATLAB could resolve a n x n matrix.

Any suggestion? Hi,
I need to know how to resolve EDO System with MATLAB. The system has this structure:

A*x̄’ + B*x̄ + C = 0

A, B are square matrix with constant coefficients. Example: A = [a b; c d]; and B = [e f; g h];
C is the constant vector transposed. Example: C = [i j]’;
x̄ is the vector transposed of the variables/functions I need to find. Example: x̄ = [x1 x2]’;
x̄’ is the vector transposed of the derivative of the variables/functions I need to find. Example: x̄’ = [dx1/dt dx2/dt]’;

The example is made for a EDO System of 2 differential equations. But It would be interesting if MATLAB could resolve a n x n matrix.

Any suggestion? second order edo system MATLAB Answers — New Questions

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