On State Feedback Control of Chaotic System
Min Fu-Hong · 2002
A Linear state feedback control technique is used to guide the typical chaotic trajectories to a fixed point or periodic solution. Stability of unstable fixed point and unstable periodic solution in the controlled system is determined by the Routh-Hurwitz criterion and Melnikov's method in generalized Hamiltonian systems' theory, respectively. Numerical simulation results in Lorenz and Rossler systems fully show the usefulness of the control technique.