连续混沌动力学系统的远程学习控制研究。
Research on Learning Control with distal teacher of chaotic dynamical system.
不确定连续混沌动力学系统的同步控制理论研究。
Research on synchronous control theory of uncertain chaotic dynamical system.
文章研究了混沌动力学系统的神经网络内模控制策略。
This paper proposes a new control method of chaotic dynamical systems.
讨论了一类新型混沌动力学系统的自适应控制及同步问题。
The adaptive control and synchronization problems for a kind of new chaotic dynamical system are explored.
储层孔隙度和电阻率曲线间微差形态波形的复杂程度隐含着储层含油气性的信息，可以用混沌动力学系统加以刻划。
Differential waveform complexity between resistivity and porosity curves of reservoir often contains information of petroliferous reservoir, which can be described by the chaotic dynamics.
而混沌时间序列分析为动力学系统的非线性信号分析、检测及诊断提供了一条全新的途径，着眼于从混沌动力学系统的本质去解决问题。
Chaotic time series analysis provides a new approach to analyzing, examining and diagnosing dynamics system, and resolves problem according to the essence of chaos dynamics signals.
尽管混沌表明动力学系统的障碍，但是定位混沌起源和观察它的发生可能允许研究人员去预测，也许甚至抵消某些结果。
Although chaos marks the disorder of a dynamical system, locating the origin of chaos and watching it develop might allow researchers to predict, and maybe even counteract, certain outcomes.
混沌是非线性动力学系统的一种运动形式。
Chaos is one of the kinetic forms of nonlinear dynamic system.
为了研究动力学系统和混沌中产生的跳跃随机性，利用能量平衡原理分析了二阶非线性电路的退化方程。
Chaos related discontinuity jumps in nonlinear dynamic systems were analyzed using a second order nonlinear circuit model and degenerative equations based on the energy balance principle.
混沌是发生在确定性非线性动力学系统中的一种内在随机运动。
Chaos is an inner stochastic motion happening in fixed non-linear dynamics system.
非线性动力学系统中由拟周期运动走向混沌的道路在理论上已为人们所公认。
The route of transition from quasi-periodicity to chaotic motion in nonlinear dynamical systems has been well accepted theoretically.
动力学系统中分岔与混沌现象产生的必要条件之一，就是该系统必须是非线性的。
The necessary condition of presenting bifurcation and chaos phenomena in dynamic systems is that the systems are nonlinear ones.
全文的研究分为三大部分：时空动力学系统复杂行为的演化、时空混沌的控制、时空混沌的同步与应用。
The research work can be classified into three parts: evolution of the spatiotemporal dynamical behavior, control of STC, synchronization of STC and its application.
混沌是某些非线性动力学系统特有的内在属性，它与机械振动理论相结合而形成的新学科——混沌振动，正在成为一个日趋活跃的研究领域。
Chaos is the attribute of some nonlinear dynamic system. Chaotic vibration formed from the combining of chaos and mechanical vibration is becoming an active field.
本课程主要内容包括：动力学系统的定性理论，混沌及其数值识别，分岔理论，混沌的同步与控制。
The main contents in this course includes: qualitative theory in dynamical system, chaos and its numerical recognition, bifurcation theory, the synchronization and control of chaos.
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.
通过对单模激光混沌系统增加一个周期扰动，构造一种具有外部周期扰动的新动力学系统，基于数值法研究了系统的混沌态在周期扰动下的动力学行为。
Based on single mode laser system, a new dynamical system under external periodic perturbation modulation is constructed and investigated by using of the numerical analysis method.
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.
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.
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