Escaping from Strange Sets in Discontinuous Circle Map
WANG Bing-hong1, HE Da-ren2, JI Xi-ping2, GUAN Shan2, SUN Jian-gang2, QU Shi-xian3
1Department of Modern Physics, University of Science and Technology of China, Hefei 230026
2Department of Physics, Northwestern University, Xian 710069
3Department of Basic Courses, Xian Petroleum Institute, Xian 710061
Escaping from Strange Sets in Discontinuous Circle Map
WANG Bing-hong1;HE Da-ren2;JI Xi-ping2;GUAN Shan2;SUN Jian-gang2;QU Shi-xian3
1Department of Modern Physics, University of Science and Technology of China, Hefei 230026
2Department of Physics, Northwestern University, Xian 710069
3Department of Basic Courses, Xian Petroleum Institute, Xian 710061
Abstract： The leakage of iterations from chaotic attractor near crisis due to dynamical interaction between discontinuity and noninvertibility has been studied. The scaling law of the mean life time is derived analytically. The numerical result shows very good agreement.
WANG Bing-hong;HE Da-ren;JI Xi-ping;GUAN Shan;SUN Jian-gang;QU Shi-xian. Escaping from Strange Sets in Discontinuous Circle Map[J]. 中国物理快报, 1996, 13(4): 249-252.
WANG Bing-hong, HE Da-ren, JI Xi-ping, GUAN Shan, SUN Jian-gang, QU Shi-xian. Escaping from Strange Sets in Discontinuous Circle Map. Chin. Phys. Lett., 1996, 13(4): 249-252.
1996, Vol. 13 
