2016Proceeding Series of the Brazilian Society of Computational and Applied MathematicsOpen access

Analysis and comparison of two oscillatory feedback control schemes for stabilizing equilibrium points.

Verónica Pastor, Graciela Adriana González

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Abstract

Two methods based on oscillatory delayed feedback control schemes for the continuous time case are dealt with. For both of them, stabilization of an equilibrium point in the general non-linear scalar case is rigorously proven. Additionally, their control performance and stability parameters region are respectively studied.

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Two methods based on oscillatory delayed feedback control schemes for the continuous time case are dealt with. For both of them, stabilization of an equilibrium point in the general non-linear scalar case is rigorously proven. Additionally, their control performance and stability parameters region are respectively studied.

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Available abstract

Two methods based on oscillatory delayed feedback control schemes for the continuous time case are dealt with. For both of them, stabilization of an equilibrium point in the general non-linear scalar case is rigorously proven. Additionally, their control performance and stability parameters region are respectively studied.

Key concepts: Control theory (sociology), Equilibrium point, Feedback control, Scalar (mathematics), Stability (learning theory), Control (management), Mathematics, Computer science

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