1. Analysis of chaos in high-dimensional wind power system.
- Author
-
Wang, Cong, Zhang, Hongli, Fan, Wenhui, and Ma, Ping
- Subjects
WIND power ,QUANTUM chaos ,THERMODYNAMIC state variables ,LYAPUNOV exponents ,COMPUTER simulation - Abstract
A comprehensive analysis on the chaos of a high-dimensional wind power system is performed in this study. A high-dimensional wind power system is more complex than most power systems. An 11-dimensional wind power system proposed by Huang, which has not been analyzed in previous studies, is investigated. When the systems are affected by external disturbances including single parameter and periodic disturbance, or its parameters changed, chaotic dynamics of the wind power system is analyzed and chaotic parameters ranges are obtained. Chaos existence is confirmed by calculation and analysis of all state variables' Lyapunov exponents and the state variable sequence diagram. Theoretical analysis and numerical simulations show that the wind power system chaos will occur when parameter variations and external disturbances change to a certain degree. [ABSTRACT FROM AUTHOR]
- Published
- 2018
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