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题名: INTERACTION BETWEEN DISCONTINUITY AND NON-INVERTIBILITY IN A RELAXATION-OSCILLATOR
作者: HE, DR ;  WANG, BH ;  BAUER, M ;  HABIP, S ;  KRUEGER, U ;  MARTIENSSEN, W ;  CHRISTIANSEN, B
刊名: PHYSICA D
出版日期: 1994
卷号: 79, 期号:40943, 页码:335-347
关键词: COMPLETE PHASE LOCKING ;  CIRCLE MAPS ;  DISSIPATIVE SYSTEMS ;  V INTERMITTENCY ;  CHAOS ;  BEHAVIOR ;  QUASIPERIODICITY ;  TRANSITION
学科分类: Physics
通讯作者: HE, DR , NW UNIV XIAN,DEPT PHYS,XIAN 710069,PEOPLES R CHINA.
部门归属: CHINA CTR ADV SCI & TECHNOL,WORLD LAB,BEIJING 100080,PEOPLES R CHINA; ACAD SINICA,INST THEORET PHYS,BEIJING 100080,PEOPLES R CHINA; UNIV SCI & TECHNOL CHINA,DEPT MODERN PHYS,HEFEI 230026,PEOPLES R CHINA; UNIV FRANKFURT,INST PHYS,W-6000 FRANKFURT 1,GERMANY; UNIV COPENHAGEN,HC ORSTED INST,PHYS LAB,DK-2100 COPENHAGEN O,DENMARK
英文摘要: A sinusoidally driven relaxation oscillator is studied by investigating the underlying one dimensional phase dynamics. The map turns out to be a combination of conventional and ''inverse'' circle maps showing different types of supercritical behaviour. The critical lines in the parameter space that correspond to the parameter values where the map becomes non-invertible or discontinuous are obtained analytically. Between these critical lines the system shows either chaos (if the map is non-invertible) or complete phase locking (if the map is discontinuous). Above these two lines the mapping function is discontinuous as well as non-invertible. We report different mechanisms of the interaction between these two competing characteristics and the induced dynamical phenomena. The general idea of these descriptions should be common for a large group of relaxation oscillators and their corresponding combined circle maps.
收录类别: SCI
原文出处: 查看原文
内容类型: 期刊论文
URI标识: http://ir.itp.ac.cn/handle/311006/11827
Appears in Collections:理论物理所1978-2010年知识产出_期刊论文

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Recommended Citation:
HE, DR,WANG, BH,BAUER, M,et al. INTERACTION BETWEEN DISCONTINUITY AND NON-INVERTIBILITY IN A RELAXATION-OSCILLATOR[J]. PHYSICA D,1994,79(40943):335-347.
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