一类非自治系统混沌细胞模型研究
Study on chaotic cell model in a kind of nonautonomous systems
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摘要: 该文研究非自治系统混沌吸引子,通过对Genesio系统深入的数学分析和数字仿真,得出一类非自治系统的混沌细胞模型。Abstract: This paper studies chaotic attractors in nonautonomous nonlinear systems. Based on the mathematical analysis and digital simulation of the Genesio system in detail, a cell model of chaotic attractor in a kind of nonautonomous systems is obtained.
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C. Silva. Shilnikov theorem-a tutorial, IEEE Trans. on Circuits Syst.-I, 1993, 40(10), 675 682.[2]Shui-Sheng Qiu.[J].A cell model of chaotic attractor, IEEE ISCAS97, Hong Kong.1997,:-[3]丘水生,混沌吸引子细胞模型研究的新结果,中国第十四届电路与系统学术年会论文集,福州,1998,37-41.[4]Shui-Sheng Qiu, Calculation of steady-state oscillations in non-linear circuits, Int. J. Electronics,1989, 67(3), 403-414.[5]Shui-Sheng Qiu, On verification of limit cycle stability in autonomous nonlinear systems, IEEE Trans. on Circuits Syst., 1988, 35(8), 1062-1064.[6]钟晓旭,三阶混沌系统的仿真与分析,[硕士论文],广州,华南理工大学,1998. -
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