Control of Deterministic Chaotic Modes in Power Systems

Mamyrbek A. Beisenbi, Ainur K. Satpayeva, Shugla S. Mussabayeva va, Gulnara Mussina, Меруерт Тлеген

2023

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DOI 10.1109/sist58284.2023.10223493
Data confidence 70 medium
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Abstract

The paper examines a new approach to controlling deterministic dynamical chaotic mode of power system with two electric generate-sources. A control law is synthesized in the class of one-parameter structurally stable mappings from catastrophe theory. Analytical calculations and a numerical experiment in MatLab showed that the proposed system excludes the generation of a deterministic chaotic mode for any changes in the uncertain system parameters. The study of the control system is carried out by the gradient-velocity method Lyapunov vector functions