Reduced-order antisynchronization of chaotic systems via adaptive sliding mode control (Q2015523)
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scientific article; zbMATH DE number 6306817
| Language | Label | Description | Also known as |
|---|---|---|---|
| English | Reduced-order antisynchronization of chaotic systems via adaptive sliding mode control |
scientific article; zbMATH DE number 6306817 |
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Reduced-order antisynchronization of chaotic systems via adaptive sliding mode control (English)
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23 June 2014
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Summary: A novel reduced-order adaptive sliding mode controller is developed and experimented in this paper to antisynchronize two different chaotic systems with different order. Based upon the parameters modulation and the adaptive sliding mode control techniques, we show that dynamical evolution of third-order chaotic system can be antisynchronized with the projection of a fourth-order chaotic system even though their parameters are unknown. The techniques are successfully applied to two examples: firstly Lorenz (4th-order) and Lorenz (3rd-order) and secondly the hyperchaotic Lü (4th-order) and Chen (3rd-order). Theoretical analysis and numerical simulations are shown to verify the results.
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reduced-order adaptive sliding mode controller
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antisynchronization of two different chaotic systems
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0.869426965713501
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0.8518020510673523
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0.817960262298584
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0.812845766544342
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