Journal of University of Chinese Academy of Sciences >
Characteristics of Quasi-Dissipative Systems
Received date: 2002-04-12
Online published: 2003-03-10
Introduces so-called "quasi-dissipative systems" and their main characteristics with two sample systems. In such systems regular or chaotic quasi-attractors may appear, which can attract the iterations outside. However, as soon as the iterations reach the quasi-attractors, they perform typical conservative motion. There can be "type V quasi-intermittency" in the systems. Also, when a suitable parameter changes the system can display a continuous transition from a typical conservative system to a system that is very similar to a dissipative one. More characteristic properties are being studied and will be reported soon.
Jiang Yumei , Lu Yunqing , Chao Xiaogang , Shen Ying , Wang Yingmei , Wang Wenxiu , Chen Hesheng , Ding Xiaoling , Wang Xuming , HE Da Ren , Wang Binghong . Characteristics of Quasi-Dissipative Systems[J]. Journal of University of Chinese Academy of Sciences, 2003 , 20(2) : 196 -199 . DOI: 10.7523/j.issn.2095-6134.2003.2.012
[1] 胡斑比,李保文,刘杰,顾雁.Quantum Chaos of a Kicked Particle in an Infinite Potential Well, Phys Rev Lett, 1999, 82: 4224~4227
[2] 陈贺胜,王矫,顾雁.Transport Properties of a Classical One-Dimensional Kicked Billiard Model. Chin Phys Lett, 2000, 17: 85~87; 陈贺胜.周期驱动的一维台球模型的量子扩散特性,物理学报,2000,49:844~848
[3] 王健,丁晓玲,胡斑比,汪秉宏,毛建珊,何大韧.Characteristics of a piecewise area-preserving map.Phys Rev E,2001, 64: 026202
[4] 王健,丁晓玲,汪秉宏,何大韧.Quasi-attractors in a Piecewise Smooth Area-preserving Map. Chin Phys Lett,2001, 18: 13~15
[5] 何大韧,汪秉宏,等.不可微不可逆映像中的V型阵发.物理学报,1993,42:711~720
[6] 王旭明,何大韧,等.边界碰撞分岔序列对应的锁相阶梯.中国学术期刊文摘(科技快报), 2001,7(5): 613~614
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