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.
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.
该方法能有效控制铁磁谐振过电压从混沌状态转移到期望的周期轨道，实现系统状态在混沌和有序之间的转换。
The proposed method can effectively control the ferroresonance over voltage from the chaos to period orbit and implement the transformation of system status between chaotic and ordered situation.
转子转速与不平衡量被用来作为控制参数以研究进入和离开混沌区域的各种路径以及系统的各种形式的周期、拟周期与混沌运动。
Rotating speed and unbalance are used as control parameters to investigate routes to and out of chaos, and various forms of periodic, quasiperiodic and chaotic vibrations of the system.
这种方法以稳定流形理论为基础，通过设计合适的控制器将混沌系统引至目标轨道，使混沌得以控制和同步。
Based on the stable manifold theory, the chaotic system will be controlled and synchronized if it is guided to the desired target by designing a suitable controller.
本文在综述混沌控制和回顾束晕—混沌形成机制及其非线性控制的基础上，提出了应用延迟反馈控制束晕—混沌的方法。
In this paper, we give a summary of controlling chaos and a review of the mechanism of beam halo and its nonlinear control.
通过实时调控光的偏振方向，这两种混沌控制方法都能实时地、动态地、有效地控制激光混沌进入到稳定态和周期态上。
The methods can be real time dynamically effectively control chaotic lasing into stable states and periodic states by adjusting real time optical polarization Angle.
本文基于非线性系统控制理论，研究了整数阶混沌系统和分数阶混沌系统的同步控制方法及其应用。
Based on control theories of nonlinear systems, this dissertation studies the synchronization control methods and applications of integral-order and fractional-order chaotic systems.
用数值方法模拟一个拓扑结构简单、动力学行为复杂的新型混沌系统分岔过程，并用连续控制法研究该系统的混沌控制和同步特性。
A numerical method is used to simulate the forking process of a new chaotic system which is simple in topology structure but complicated in dynamics behavior.
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.
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.
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.
几个混沌系统的数值仿真表明了扩张状态观测器和自抗扰控制器可有效地用于混沌系统的观测和控制。
Several numerical simulations of chaotic systems show that the extended state observer and auto-disturbances-rejection controller can effectively be used to observe and control chaotic systems.
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.
本文综述了强流离子束中束晕-混沌的基本动力学行为及特性，束晕-混沌的控制研究进展现状和束晕-混沌控制后的规律的研究进展现状。
The essence of dynamical equations of high-intensity ion beams and theirs properties, the halo-chaos control methods, and the disciplinarian of halo-chaos after control are summarized in this paper.
应用该同步控制方案，可以在驱动系统结构和参数未知及不要求混沌参考信号连续可导的前提下，实现构造响应系统的输出渐近同步于任意标量混沌信号。
The output of the response system is controlled to asymptotically synchronize with any scalar chaotic signal without continuous derivatives of the driver system with unknown structure and parameters.
随着输入项的变化，混沌神经元状态有规律的在混沌态和周期态之间相互转化，利用这种特性可以控制混沌神经元的内部状态。
As the input item varying, chaotic neuron status transforms between chaos and periods, which should be used to control the interior status of chaotic neuron.
本文研究了电子和电路系统存在的混沌现象的神经网络控制问题，其中包括两个方面的内容：混沌系统的神经网络辨识技术和基于神经网络的混沌控制。
In this paper, research concentrates on the neural network control of chaotic systems in electronics and circuits systems, including two fields: chaotic systems identification and chaotic control.
仿真和实验结果证明了该算法的有效性，实现了混沌pcnn系统从混沌状态到稳定期望点的控制。
Simulation results demonstrate the effectiveness of the proposed method, and the chaotic PCNN systems can be controlled from chaotic state to stable expectation.
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.
本文研究了整数阶混沌系统和分数阶混沌系统的同步控制以及它们在保密通信中的应用。
This dissertation has researched on the synchronization control of chaotic system and the fractional-order chaotic system and its application in secure communication.
由于混沌系统具有复杂的动力学行为，人们开始研究混沌的控制和混沌同步的问题。
People begin to study the problems of chaos control, chaos synchronization, for its complex dynamics behavior.
通过添加一个时变的控制项可以使得发生混沌现象的区域减小，从而实现对系统混沌现象的控制和抑制。
The areas that the chaos occurred can be decreased through adding a time-varying control term, so the control or induce of chaos is feasible from the qualitative and quantitative points of view.
针对混沌系统，采用基于李雅普·诺夫指数和开闭环控制实现了连续和离散混沌系统的控制。
The control theory of chaotic dynamical systems mainly contain the Lyapunov Exponents-based control and open-plus-closed-loop control of discrete-time chaotic systems.
这一控制方法不需要获取时空混沌系统中不稳定周期轨道的任何信息 ，控制参数的选择与被控的时空混沌系统的参数和方程无关。
This method does not need to know any information about UPO embedded in strange STC attractor. The choice of control parameter is independent of parameter and equ…
这一控制方法不需要获取时空混沌系统中不稳定周期轨道的任何信息 ，控制参数的选择与被控的时空混沌系统的参数和方程无关。
This method does not need to know any information about UPO embedded in strange STC attractor. The choice of control parameter is independent of parameter and equ…
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