O437 99031632非线性多层膜结构中的光学双稳及光学多稳=Opticalbistability and multistability in nonlinear multilayeredstructures[刊,中]/陆兴华,李师群(清华大学现代应用物理系.北京(100084))//中国学术期刊文摘(科技快报).—199...O437 99031632非线性多层膜结构中的光学双稳及光学多稳=Opticalbistability and multistability in nonlinear multilayeredstructures[刊,中]/陆兴华,李师群(清华大学现代应用物理系.北京(100084))//中国学术期刊文摘(科技快报).—1998,4(6).-739-740在考虑入射光强变化过程的基础上。展开更多
O437 97010277Twyman-Green型电光双稳系统的非稳边界、混沌区窗口及输出振荡=Unstable boundaries,windows in chaotic domains and output oscillationin a Twyman-Green electro-opticalbistable system[刊,中]/郑植仁,张英,高锦岳(...O437 97010277Twyman-Green型电光双稳系统的非稳边界、混沌区窗口及输出振荡=Unstable boundaries,windows in chaotic domains and output oscillationin a Twyman-Green electro-opticalbistable system[刊,中]/郑植仁,张英,高锦岳(吉林大学物理系.吉林,长春(130023))展开更多
We study different types of projective synchronization （projective-anticipating, projective, and projectivelag synchronization） in a class of time-delayed chaotic systems related to optical bistable or hybrid optica...We study different types of projective synchronization （projective-anticipating, projective, and projectivelag synchronization） in a class of time-delayed chaotic systems related to optical bistable or hybrid optical bistable devices. We relax some limitations of previous work, where the scaling factor a can not be any desired value. In this paper, we achieve projective-anticipating, projective, and projective-lag synchronization without the limitation of a. A suitable controller is chosen using active control approach. Based on the Lyapunov stability theory, we derive the sufficient stability condition through theoretical analysis. The analytical results are validated by the numerical simulations using Ikeda model and Mackey-Glass model.展开更多
文摘O437 99031632非线性多层膜结构中的光学双稳及光学多稳=Opticalbistability and multistability in nonlinear multilayeredstructures[刊,中]/陆兴华,李师群(清华大学现代应用物理系.北京(100084))//中国学术期刊文摘(科技快报).—1998,4(6).-739-740在考虑入射光强变化过程的基础上。
文摘O437 97010277Twyman-Green型电光双稳系统的非稳边界、混沌区窗口及输出振荡=Unstable boundaries,windows in chaotic domains and output oscillationin a Twyman-Green electro-opticalbistable system[刊,中]/郑植仁,张英,高锦岳(吉林大学物理系.吉林,长春(130023))
基金Supported by Research Project of Hubei Provincial Department of Education under Grant No.Q20101609Foundation of Wuhan Textile University under Grant No.105040
文摘We study different types of projective synchronization （projective-anticipating, projective, and projectivelag synchronization） in a class of time-delayed chaotic systems related to optical bistable or hybrid optical bistable devices. We relax some limitations of previous work, where the scaling factor a can not be any desired value. In this paper, we achieve projective-anticipating, projective, and projective-lag synchronization without the limitation of a. A suitable controller is chosen using active control approach. Based on the Lyapunov stability theory, we derive the sufficient stability condition through theoretical analysis. The analytical results are validated by the numerical simulations using Ikeda model and Mackey-Glass model.
