Given the Van der pol equation
+ 𝝁 ( – 1) x + kx =0
Where 𝝁 = k = -1
Obtain the non-linear stage space representation of the system
Find the Jacobian matrix at the equilibrium point
Use the Lyaponov direct method to check for the stability of the system
(Hint V(x)= Px : PA + P = -1)Given the Van der pol equation
+ 𝝁 ( – 1) x + kx =0
Where 𝝁 = k = -1
Obtain the non-linear stage space representation of the system
Find the Jacobian matrix at the equilibrium point
Use the Lyaponov direct method to check for the stability of the system
(Hint V(x)= Px : PA + P = -1) Given the Van der pol equation
+ 𝝁 ( – 1) x + kx =0
Where 𝝁 = k = -1
Obtain the non-linear stage space representation of the system
Find the Jacobian matrix at the equilibrium point
Use the Lyaponov direct method to check for the stability of the system
(Hint V(x)= Px : PA + P = -1) control theory ii MATLAB Answers — New Questions

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