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Chimera states in Gaussian coupled map lattices

Chimera states in Gaussian coupled map lattices
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摘要 We study chimera states in one-dimensional and two-dimensional Gaussian coupled map lattices through simulations and experiments. Similar to the case of global coupling oscillators, individual lattices can be regarded as being controlled by a common mean field. A space-dependent order pa- rameter is derived from a self-consistency condition in order to represent the collective state. We study chimera states in one-dimensional and two-dimensional Gaussian coupled map lattices through simulations and experiments. Similar to the case of global coupling oscillators, individual lattices can be regarded as being controlled by a common mean field. A space-dependent order pa- rameter is derived from a self-consistency condition in order to represent the collective state.
作者 Xiao-Wen Li Ran Bi Yue-Xiang Sun Shuo Zhang Qian-Qian Song
机构地区 Department of Physics
出处 《Frontiers of physics》 SCIE CSCD 2018年第2期39-42,共4页 物理学前沿（英文版）
关键词 chimera state coupled map lattices nonlocal coupling chimera state, coupled map lattices, nonlocal coupling
分类号 O641.121 [理学—物理化学] O35 [理学—流体力学]
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Frontiers of physics
2018年 第2期

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