The results obtained here also simplify the results of the stationary bifurcation control theory.
该方法也可看作是静态分叉控制在某些情况下的一种简化。
As an emerging leading research field, bifurcation control of high dimensional systems has become more and more challenging.
作为一个新出现的前沿研究课题，高维系统的分岔控制极具挑战性。
Some fruits have been achieved in low dimensional systems and bifurcation control of high dimensional systems is quite difficult than that in low ones.
低维系统的分岔控制研究已经取得了一些成果，而高维系统的分岔控制比低维系统的难度要大得多。
It is the main topics in bifurcation control to either delay (or eliminate) bifurcations for avoiding bad affects or creat (or enhance) beneficial bifurcation behaviors on purpose of utilizing them.
延迟和消除分岔现象，避免不良后果，或有目的地创建或强化有益的分岔现象，使其为人们所利用，是分岔控制理论研究的主要内容。
The analysis indicated that SVC control could delay saddle-node bifurcation point and enhance voltage stability greatly.
研究表明SVC控制可以延迟系统鞍结分岔点，大大提高系统电压稳定性。
In this paper, based on the bifurcation behavior of the magnetic levitation control system, the range of the parameters of the controller's are achieved in the theory.
本文基于磁悬浮控制系统的分叉特性，提出了一种从理论上确定控制器参数范围的方法。
The open loop control is used to adjust the bifurcation parameter in order to obtain a desired equilibrium bifurcation diagram.
然后利用开环控制来改变非线性系统的分岔参数，使之获得理想的平衡点分岔方程。
It applied bifurcation approach of elementary catastrophe theory to find out control parameters' bifurcation values, which decide stability of power systems, further, stability region can be obtained.
它运用初等灾变理论中分岔的概念找出决定电力系统稳定的控制参数的分岔值，从而确定了系统的稳定区域，由稳定区域即可进行系统的稳定判断。
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.
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。
Presently, there is no book with systematic study on bifurcation and stability control of power system in and abroad, especially no special book on power system bifurcation in our country.
目前国内外还没有较系统的研究有关电力系统分岔与稳定控制的书籍，特别是国内尚未见到有关电力系统分岔方面内容的专业书籍。
The paper did a systematic and profound research in control of bifurcation and chaos based on mathematical theory, thus, set a theoretical foundation for its application in engineering projects.
论文运用数理理论对非线性动力系统的分岔和混沌的基础理论和控制进行了较为系统和深入的研究，为应用于工程实际奠定了理论基础。
The system could undergo the period-doubling bifurcation, saddle-note bifurcation, symmetry-breaking bifurcation and so forth to chaos, as the control parameter was set on some certain intervals.
在一定的参数区域内，系统历经倍周期分岔、鞍结分岔、对称性破缺分岔等形式通向混沌。
A new nonlinear variable structure control principle with equivalent control term is applied to control bifurcation of a nonlinear system.
提出了一种引入等效控制项的非线性变结构分岔控制方法。
A new nonlinear variable structure control principle with equivalent control term is applied to control bifurcation of a nonlinear system.
提出了一种引入等效控制项的非线性变结构分岔控制方法。
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