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压缩映射-参数微扰控制混沌 被引量:13
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作者 于洪洁 吕和祥 《振动工程学报》 EI CSCD 北大核心 2003年第2期212-218,共7页
提出一个压缩映射 -参数微扰控制混沌动力特性的新方法 ,通过对系统可调参数的瞬态小干扰反馈 ,将非线性动力系统中出现的混沌运动 ,引导到嵌入在混沌吸引子内无数不稳定周期轨中预期的一个轨 ,并使之稳定。本方法用于控制非线性转子系... 提出一个压缩映射 -参数微扰控制混沌动力特性的新方法 ,通过对系统可调参数的瞬态小干扰反馈 ,将非线性动力系统中出现的混沌运动 ,引导到嵌入在混沌吸引子内无数不稳定周期轨中预期的一个轨 ,并使之稳定。本方法用于控制非线性转子系统和 Duffing振子系统的混沌运动 ,数值结果表明该方法有效。 展开更多
关键词 非线性振动 压缩映射 混沌振动 周期轨 振动控制 参数微扰控制混沌
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基于COBP模型的城市短期需水量预测研究 被引量:3
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作者 叶强强 王景成 +2 位作者 陈超波 王召 涂吉昌 《计算机与数字工程》 2020年第1期198-205,共8页
针对城市需水量预测中时间序列的非线性特性及传统BP网络预测收敛速度慢易陷入局部极小值等问题,将Chaos理论和BP神经网络理论相结合,提出了一种基于Chaos-BP理论的城市短期需水量COBP(ChaosBackPropagtion)预测模型。利用重构相空间的... 针对城市需水量预测中时间序列的非线性特性及传统BP网络预测收敛速度慢易陷入局部极小值等问题,将Chaos理论和BP神经网络理论相结合,提出了一种基于Chaos-BP理论的城市短期需水量COBP(ChaosBackPropagtion)预测模型。利用重构相空间的嵌入维数确定COBP网络的结构,通过混沌优化搜索,找到BP神经网络权值的全局最优值,并对其输出的“尖点”预测值进行混沌参数控制,实现城市短期需水量的预测。仿真分析表明,与传统预测模型相比,COBP预测模型所需训练数据样本少,收敛速度快、易达到全局最小值,预测结果整体误差的指标良好,呈现良好的综合预测性能。 展开更多
关键词 城市需水量预测 COBP模型 重构相空间 混沌优化搜索 混沌参数控制
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Application of chaotic theory to parameter estimation 被引量:1
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作者 童勤业 范影乐 李轶 《Journal of Zhejiang University Science》 CSCD 2002年第1期42-46,共5页
High precision parameter estimation is very important for control system design and compensation. This paper utilizes the properties of chaotic system for parameter estimation. Theoretical analysis and experimental re... High precision parameter estimation is very important for control system design and compensation. This paper utilizes the properties of chaotic system for parameter estimation. Theoretical analysis and experimental results indicated that this method has extremely high sensitivity and resolving power. The most important contribution of this paper is apart from the traditional engineering viewpoint and actualizing parameter estimation just based on unstable chaotic systems. 展开更多
关键词 control system CHAOS parameter estimation NONLINEARITY existing engineering method
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Fuzzy controller based on chaos optimal design and its application
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作者 邹恩 李祥飞 张泰山 《Journal of Central South University of Technology》 EI 2004年第1期98-101,共4页
In order to overcome difficulty of tuning parameters of fuzzy controller, a chaos optimal design method based on annealing strategy is proposed. First, apply the chaotic variables to search for parameters of fuzzy con... In order to overcome difficulty of tuning parameters of fuzzy controller, a chaos optimal design method based on annealing strategy is proposed. First, apply the chaotic variables to search for parameters of fuzzy contro-(ller,) and transform the optimal variables into chaotic variables by carrier-wave method. Making use of the intrinsic stochastic property and ergodicity of chaos movement to escape from the local minimum and direct optimization searching within global range, an approximate global optimal solution is obtained. Then, the chaos local searching and optimization based on annealing strategy are cited, the parameters are optimized again within the limits of the approximate global optimal solution, the optimization is realized by means of combination of global and partial chaos searching, which can converge quickly to global optimal value. Finally, the third order system and discrete nonlinear system are simulated and compared with traditional method of fuzzy control. The results show that the new chaos optimal design method is superior to fuzzy control method, and that the control results are of high precision, with no overshoot and fast response. 展开更多
关键词 fuzzy controller chaos algorithm PARAMETER optimal control
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Research on adaptive control Lorenz chaotic system synchronization
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作者 齐冬莲 马国进 赵光宙 《Journal of Coal Science & Engineering(China)》 2003年第1期104-108,共5页
With the help of adaptive control theory to chaos synchronization, this paper provides a kind of controlling strategy that is adaptive control by which we can synchronize the Lorenz chaotic dynamical system. The theor... With the help of adaptive control theory to chaos synchronization, this paper provides a kind of controlling strategy that is adaptive control by which we can synchronize the Lorenz chaotic dynamical system. The theoretical analysis and simulation show using this controlling strategy, we can synchronize chaotic systems with the unknown parameters and the different initial conditions. 展开更多
关键词 adptive control chaotic system synchronous control
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