一个T-S模型规则库也可以用来描述一个静态预测增益器或动态补偿器。
T-S fuzzy model's rules also can be used to describe a static forecast gainer or a dynamic compensator.
动态补偿器能够根据负载情况来调整自身的参数，始终保证最佳的补偿效果。
The dynamic compensating device can adjust its parameters by itself on the basis of the loading condition, and the best compensating effect is obtained all the time.
因而设计了易于物理实现的正常动态补偿器，使之与原系统构成的闭环系统渐近稳定且没有脉冲行为。
Normal dynamic compensators are designed so that the closed-loop systems consisting of the original systems and the compensators are asymptotically stable and have no impulse effect.
利用人工神经网络，讨论了线性定常控制系统关于状态反馈、输出反馈及动态补偿器的极点配置问题。
By Using an artificial neural network, the pole assignment problem of state feedback, output feedback and dynamic output feedback compensators in linear control system are discussed.
这类系统利用一个动态补偿器，保证了干扰作用下系统输出的稳态误差为零，且动态特性满足设计要求。
This system employs a dynamical compensator, which can ensures the steady-state output error under disturbances to be zero, satisfying the dynamic requirements.
依据该模型的全部动力特性和刚度特性，以最优控制为基础，采用动态补偿器方法，设计了两阶控制律。
Firstly, according to all dynamic characteristics and rigid characteristics of the model, a second order control law is designed using a dynamic compensator method based on the optimum control.
阐述了微机无功动态补偿器中tcr晶闸管控制线性电抗器的控制原理，并对其数学模型的建立进行了讨论。
The controlling principle of thyristor control linear reactor of TCR in the reactive power dynamic compensator of microcomputer was expounded, and establishment of its mathematics model was discussed.
分别为所论系统构造了输出反馈动态补偿器，该补偿器可以实现对所论非线性不确定系统的动态输出反馈指数的镇定。
The dynamic compensators by output feedback are constructed, which make the controlled plants be asymptotically stable in Lyapunov's sense.
本文提出了线性定常最优调节器的动态补偿器设计方法，为状态不可测但输出各阶导数存在的线性多变量系统提供了一条设计最优调节器的途径。
This paper considers the design method of a dynamic compensator for linear constant optimal regulators. The design employs feeback only from the available outputs of the system.
还就采用静止无功补偿器（SVC）提供动态无功支持，提高江苏系统电压稳定性进行了研究。
What's more, the enhancement of voltage stability of Jiangsu system, through static var compensator(SVC)providing dynamic reactive power support, was studied.
本文提出了能同时改善电力系统功角稳定和装设点电压动态特性的用于静止无功补偿器(svc)的变结构控制器设计方法。
A variable structure controller for Static var Compensator (SVC) which can improve power Angle stability of power system and local voltage characteristics of SVC is proposed.
推导出动态输出反馈补偿器存在的充分条件。
The sufficient conditions for the existence of the dynamic output feedback compensator are derived.
该文提出了基于线电压补偿的三相动态电压补偿器拓扑结构。
Dynamic Voltage Regulator (DVR) based on the line voltage compensating (LVC) is proposed in the present paper.
基于电力电子逆变技术的静止同步无功补偿器（STATCOM）具有动态响应速度快、调节范围广、装置体积小、补偿电流波形品质高等优点，成为无功补偿的发展趋势。
The STATCOM based on the multi-level converter technology becomes a trend with fast dynamic response, extensive range of regulation, smaller volume, and high quality waveform of compensating current.
文中概述了利用静止无功补偿器作为电力系统无功补偿及电压控制的主要手段在动态模型上的试验研究结果。
In this paper, test results on dynamic models of static var compensators as chief means to control the node-voltages and reactive power flows in power systems are described.
动态输出反馈补偿器厂二次稳定与范数有界的不确定性。
A dynamic output feedback compensator is presented to quadratically stabilize a plant with norm-bounded uncertainty.
对于现代电力电子装置的建模，本文提出了一种包含有TCR支路，SVC控制回路和滤波器支路的实用静止无功补偿器(svc)的动态相量模型。
As for the electronic device, the dissertation developed a new model of static var compensator (SVC), which includes TCR branch, SVC control circuit and filter branch.
基于TCR的动态相量模型提出了静止无功补偿器和晶闸管控制串联电容器的动态相量模型。
Based on the dynamic phasor models of TCR, the dynamic phasor model for static VAR compensator (SVC) and that for thyristor controlled series capacitor (TCSC) are put forward.
通过分析单相动态无功补偿系统结构，提出了一种新型的单相动态无功电流检测算法，并将其应用于静止同步补偿器。
Based on the analysis of its system structure, a detection algorithm of single-phase dynamic reactive current is presented and applied to STATCOM.
并通过静止无功补偿器（SVC）和可控串补（TCSC）动态相量模型仿真验证了TCR模型的有效性。
Then based on the TCR dynamic phasor model, static VAR compensator (SVC) and thyristor-controlled series capacitor (TCSC) dynamic phasor models are implemented to valuate the TCR model.
并通过静止无功补偿器（SVC）和可控串补（TCSC）动态相量模型仿真验证了TCR模型的有效性。
Then based on the TCR dynamic phasor model, static VAR compensator (SVC) and thyristor-controlled series capacitor (TCSC) dynamic phasor models are implemented to valuate the TCR model.
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