bifurcation theory

Analysis of power system voltage stability based on Bifurcation Theory

应用分叉理论研究电力系统临近电压失稳时的行为

Review on application of bifurcation theory in power system voltage stability

分岔理论在电力系统电压稳定研究中的应用述评

Using bifurcation theory to analysis power system voltage stability

应用分支理论研究电力系统电压稳定性

Voltage Stability Study Based on Local Bifurcation Theory

基于局部分岔理论的电压稳定性的研究

The Applications of the Bifurcation Theory in the Laser Systems

分支理论在激光系统中的应用

Bifurcation theory methods in the design of analog neural networks

神经网络的分叉理论设计方法

Effect of stochastic load disturbance on power system voltage stability based on bifurcation theory

负荷随机扰动对电力系统电压稳定性的影响

Hopf Bifurcation Theory and Its Application in Economic Cycle Theory

Hopf分叉理论及其在经济周期理论中的应用

Turn ratio of magnetic valve type controlled reactor based on bifurcation theory

基于分岔理论的磁阀式可控电抗器匝数比研究

Influences of generator models on the dynamic voltage stability based on bifurcation theory

发电机模型对分岔理论研究动态电压稳定性的影响分析

The influence of SVC on voltage stability of power system based on bifurcation theory

应用分岔理论分析SVC对电力系统电压稳定性的影响

Methods Using the decoupling and global bifurcation theory .

方法解耦和全局分歧理论等。

Bifurcation Theory and Its Application in the Study of Two Phase Flow Stability in Thermal Dynamic Systems

分岔理论及其在热工流体系统两相流动稳定性研究中的应用

Methods Using the theorem of center manifold and bifurcation theory of planar system .

方法利用中心流形定理并结合平面系统的分支理论。

A Research on the Voltage Stability of Tabei Power Grid Based on Bifurcation Theory

基于分叉理论的塔北电网电压稳定性研究

Stability at critical load levels is analysed through Hopf bifurcation theory .

本文利用Hopf分歧理论对临界负荷条件下系统的稳定性进行了分析。

A new method for studying the voltage dynamic stability of power system by using bifurcation theory part two case study

研究电力系统电压动态稳定性的一种新方法（下）&实例分析

Analysis voltage stability using Hopf bifurcation theory

电压稳定中的Hopf分歧分析

Applications of Bifurcation Theory in a Semilinear Partial Differential Equations

分歧理论在一类半线性偏微分方程中的应用

With the aid of bifurcation theory , the theoretical bifurcation condition is derived .

给出了分叉发生的临界条件。

By using the Hopf bifurcation theory , a competition diffusion model with delay is investigated .

利用霍普夫分歧理论讨论了一类含时滞竞争扩散系统。

The Generalized Lyapunov-Schmidt Process in the Bifurcation Theory of Nonlinear Operator Equation

非线性方程分歧理论中广义Lyapunov-Schmidt过程及应用

The rotor bearing system was investigated using the stability and bifurcation theory for nonlinear dynamic system and the database method .

应用精度高、速度快的非线性油膜力数据库方法及非线性动力系统的稳定性和分叉理论对转子-轴承系统进行了分析。

Moreover , the topological bifurcation theory of the thermal splitting is built up .

此外，本文还建立了热分裂的拓扑分岔理论。

It has been proved that bifurcation theory is one of effective tools for studying the structure stability of nonlinear dynamic system .

电力系统是一个大型的、复杂的非线性动态系统，分岔理论是研究非线性动态系统结构稳定性的有力工具。

The conventional calculation method of voltage stability and calculation method of voltage stability based on bifurcation theory was compared in this paper .

本文首先比较了常规电压稳定计算方法和基于分岔理论的电压稳定计算方法。

We generalize the perturbation method in bifurcation theory to study the initial bifurcation of Brown 's equation .

推广应用分歧理论的微扰法，求出了Brown方程的最小正分歧点和从此点发出的分歧解。

Based on the catastrophe theory , static bifurcation theory and singularity theory , to research the brittleness problems of complex system .

以突变理论、静态分叉理论、奇异性理论等为基础，对复杂系统的脆性问题进行了深入的研究。

The bifurcation theory of the plane polynomial vector fields is one important research domain of the theory of ordinary differential equation .

平面多项式向量场的分叉理论是常微分方程定性理论的重要研究领域之一，主要研究依赖于参数的向量场的全局轨线拓扑结构随参数变化的规律。

Thirdly , using Hopf bifurcation theory to discuss the existence of limit cycle when small changes in the parameter .

再次，利用Hopf分支理论讨论系统在奇点邻域内当参数发生微小变动时对系统极限环存在性的影响。