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Domain of attraction of hysteresis-series based chaotic attractors
conference contributionposted on 2017-12-06, 00:00 authored by Xinghuo YuXinghuo Yu, Fengling HanFengling Han, Y Feng, G Chen
This paper discusses the domain of attraction and its sensitivity for a class of chaotic attractors generated by using second-order linear systems with hysteresis-series. It is found that the domain of attraction of the chaotic attractors is determined by an unstable limit cycle. The chaotic dynamical behaviors are demonstrated by using the Poincaré map. The sensitivity of the domain of attraction with respect to the system parameters is studied and some simulation results are presented.
Category 1 - Australian Competitive Grants (this includes ARC, NHMRC)
Parent TitleComplex 2004 : Proceedings of the 7th Asia-Pacific Complex Systems Conference, Cairns Convention Centre, Cairns, Australia, 6-10 December 2004.
Number of Pages10
PublisherCentral Queensland University
Place of PublicationRockhampton, Qld.
External Author AffiliationsCity University of Hong Kong; Faculty of Informatics and Communication; Ha'erbin gong ye da xue; Royal Melbourne Institute of Technology (Australia); TBA Research Institute;