采用开闭环方法研究了混沌控制方法。
混沌系统的建模与辨识是混沌控制的基础。
Modeling and identifying chaotic system is the basis of chaos control.
把输入—状态线性化的方法用于混沌控制。
Input - state linearization method is used for controlling chaos.
混沌控制是非线性科学应用的新研究领域。
Controlling chaos is a new research field focusing on the application of nonlinear science.
提出了一种使用限制器实现混沌控制的方法。
提出了一种使用限制(器)实现混沌控制的方法。
混沌控制和同步一直以来都是学术研究的热点和前沿。
Control and synchronization of the chaotic systems are always the focuses and forefront projects in academic research.
混沌和混沌控制的研究具有重要的理论和工程实用价值。
There are great theoretic and practical values in researching chaos and chaos controlling.
混沌和混沌控制是非线性动力学的新理论和新的研究领域。
Chaos and control of chaos are new theory and new research field of nonlinear dynamic system.
提出了混沌控制的两种新途径，并提出了混沌制导的建议。
Two new approaches to chaos control are suggested and the proposal on chaos guidance is presented.
计算结果表明，该方法对高维微分动力系统中的混沌控制是有效的。
The numerical calculation shows that it is effective to use the method in the control of a high dimensional differential dynamical system.
非线性动力学系统中混沌控制与同步的研究近年来引起了人们极大的关注。
This thesis is devoted to the study of chaos control and synchronization of forced Brusselators.
基于混沌控制理论，用外部噪声法控制混沌，表明了噪声具有二重性的观点。
Noise used to be considered only harmful. Based on control theory of chaos, the author puts forward a new point of view that noise bears dual property by expounding that external noise controls chaos.
针对机械振动系统混沌运动的自身特点，提出了一种等效无源的混沌控制策略。
Aiming at the characters of nonlinearity chaos of mechanical vibration systems, a kind of strategy on passive equivalence controlling chaos is put forward.
提出了分别利用时间和空间的周期脉冲扰动，实现开流系统时空混沌控制的方法。
The paper presents a method of controlling the open flow that works by applying spatial and temporal periodic pulses to the system variables.
首先，介绍了计算金融学和混沌理论，并分析了传统建模方法和混沌控制方法的缺陷。
Firstly, we introduce computational finance and chaos theories, and analyze limitations of traditional modeling and controlling methods.
但是，目前混沌控制和混沌同步理论并不成熟，还有很多理论和技术上的问题需要解决。
However, the theory of chaotic control and synchronization is still very unripe presently, and until now there are a lot of problems on theory and technology unsolved.
设计和构造了易于工程实施的混沌控制策略，用于水下机器人永磁推进电机系统混沌控制。
Designed and constructs the chaos control strategy used in chaos control of underwater robot permanent magnet propulsion motor system.
混沌和混沌控制是非线性动力系统的新理论、新方法和新概念，是智能控制的重要组成部分。
Chaos and control of chaos are new theory and new methodology and new concept of nonlinear dynamic system, which has become an important part of intelligent control.
研究了一类同时含有平方项和立方项，且带有不确定性参数的受迫非线性振子混沌控制问题。
In this paper, we consider the problem of cha OS control in a class of forced vibration system with both square and cubic nonlinear terms and uncertain parameters.
从能量角度提出了有界阻尼反馈控制方法，通过减少系统能量实现一类非线性系统的混沌控制。
From energy point of view, a bounded damping feedback control method is proposed to achieve chaos control by reducing system energy for a class of nonlinear system.
该方法成功地进行了多参数混沌控制，并通过两例具体的经济混沌模型，对所提出的方法进行验证。
This method solves chaotic control with many parameters successfully, and is validated by two economic chaotic models.
该混沌控制方法对于非线性混沌系统的控制具有简单、实用的特点，且广泛适用于多种动力学系统。
This method has simple and practical advantages in controlling nonlinear chaotic systems, and extensively suits for many dynamic systems.
由于混沌运动具有初值敏感性和长时间发展趋势的不可预见性，混沌控制就成为混沌应用的关键环节。
Because chaos is characterized by "supersensitivity" to the initial conditions and long term non-forecasts of trajectories, control of chaos is of much importance for the application.
利用非线性的小信号对反馈系统的控制，以实现一个具有混沌和超混沌特性的反馈系统的混沌控制和同步。
Control of feedback system by small nonlinear signals realizes chaotic control and synchronization of the system with chaos and hyper-chaos.
根据混沌控制的思想，提出一种针对于离散映象混沌系统的十分方便的控制方法—脉冲控制法(PCM)。
According to the idea of controlling chaos, a convenient method of controlling chaos which is governed by discrete mapping-pulse control method (PCM) is given.
针对多目标不确定环境下移动机器人路径规划算法复杂的问题，提出了一种新的规划算法——混沌控制算法。
A new path planning algorithm, namely chaos control method, is introduced to solved the complexity of multi-target under uncertainty environment.
把对有限维离散化系统混沌控制的方法应用于高维微分动力系统，讨论了双光子光学双稳系统中的混沌控制。
Applying the method of controlling chaos presented by documents to a high dimensional differential dynamical system, the control of two photon optical bistable system's chaos is discussed.
把对有限维离散化系统混沌控制的方法应用于高维微分动力系统，讨论了双光子光学双稳系统中的混沌控制。
Applying the method of controlling chaos presented by documents to a high dimensional differential dynamical system, the control of two photon optical bistable system's chaos is discussed.
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