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Strange Quasi-Repeller in a Kicked Rotor
作者姓名:姜玉梅  何大韧
作者单位:[1]Instituteofplasmaphysics,ChineseAcademyofSciences,Hefei230031,China [2]CollegeofPhysicsScienceandTechnoogy,YangzhouUniversity,Yangzhou225002,China
基金项目:The project supported by the National Natural Science Foundation of China (No.10275053)
摘    要:A new kind of crisis was observed in a system where a transition from conservative to quasi-dissipative can be observed. The crisis signifies a sudden and intrinsic change of a stochastic web, which is formed by the end-results of the images of the discontinuous borderlines of the system function. In the crisis, a strange quasi-repeller can be defined. When changing the controlling parameter, the variation of the fractile dimension of the quasi-repeller obeys a logarithmic rule.

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Strange Quasi-Repeller in a Kicked Rotor
Jiang Yumei,He Daren Institute of plasma physics,Chinese Academy of Sciences,Hefei ,China College of Physics Science and Technoogy,Yangzhou University,Yangzhou ,China.Strange Quasi-Repeller in a Kicked Rotor[J].Plasma Science & Technology,2003,5(4):1855-1860.
Authors:Jiang Yumei  He Daren Institute of plasma physics  Chinese Academy of Sciences  Hefei  China College of Physics Science and Technoogy  Yangzhou University  Yangzhou  China
Affiliation:Jiang Yumei,He Daren Institute of plasma physics,Chinese Academy of Sciences,Hefei 230031,China College of Physics Science and Technoogy,Yangzhou University,Yangzhou 225002,China
Abstract:A new kind of crisis was observed in a system where a transition from conservative to quasi-dissipative can be observed. The crisis signifies a sudden and intrinsic change of a stochastic web, which is formed by the end-results of the images of the discontinuous borderlines of the system function. In the crisis, a strange quasi-repeller can be defined. When changing the controlling parameter, the variation of the fractile dimension of the quasi-repeller obeys a logarithmic rule.
Keywords:crisis  stochastic web  quasi-dissipative system
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