无功补偿

其中重点介绍了静止无功发生器的工作原理，分析了其相对于传统无功补偿装置的优势。

This paper highlights the principle of SVG and analyzes its advantages with respect to traditional devices .

基于DSP的不平衡负载的静止无功补偿研究

Study of static var compensator for unbalance load based on DSP

一种基于DSP的动态无功补偿装置

Design of Dynamic Reactive Power Compensator based on DSP

本文的撰写基于DSP的静止无功补偿系统硬件的设计。

The hardware of the DSP-based Static Var Compensator ( SVC ) is introduced in this paper .

GPRS无线通讯在无功补偿控制系统中的应用

The Application of GPRS Wireless Communication in VAR Compensation System

基于DSP的TSC型无功补偿装置研究与设计

The Study and Design of TSC-SVC Controller Based on DSP

LC无源滤波器（主要是高通滤波器）参数调节对阻抗特性和无功补偿的影响。

The influence of parameter adjuster upon the impedance and reactive power of LC passive filter .

SVC动态无功补偿和谐波滤波系统

Dynamic Reactive Compensation and Harmonic Filter System for SVC

TCR无功补偿系统仿真分析

The analysis and simulation of TCR reactive power compensation system

自动无功补偿装置中用GTO保护晶闸

To protect the thyristors with GTOs in auto - compensation devices

实验结果证明基于DSP的不平衡无功补偿控制算法，完全可以实现对负载不平衡与无功变化的跟踪、补偿，系统硬件电路可靠，程序运行良好。

The experimental results indicate the circuit is credible and the program runs well , and the feasibility of the compensation algorithm based on DSP is tested .

状态反馈非线性TCR无功补偿系统仿真研究

Research on simulation of TCR reactive power compensation based on exact linearization via state feedback

低压配网中TSC型动态无功补偿装置的设计与应用

Design and Application of TSC in Low Voltage Distributing Network

基于模糊控制的TSC无功补偿系统的研究

Reactive power compensation system of TSC based on fuzzy control

TSC无功补偿控制器的研究

Research on the TSC reactive power compensation Controller

文中采用配有自动电压调节器（AVR）的发电机励磁与系统母线装设SVC的方法，SVC采用闭环控制，研究其对电压稳定和无功补偿的效果。

This paper studies the effect of SVC or AVR in improving system voltage stability and reactive compensation .

安钢高线低压TSC动态无功补偿及谐波滤波系统

Low-Voltage TSC Dynamic Compensation and Harmonic Filter System for Fast Rod Mill at Anyang Steel

在深入分析了对称化补偿原理的基础上，推导出用于SVC的数字化无功补偿算式。

After groundwork of deep analysis of theory of symmetrical components the digital compensating algorithm used in SVC is reduced .

基于Visio的配电线路无功补偿优化配置软件的开发与应用

Distribution feeder optimal reactive power compensation software development based on Visio and its application

本文第二章阐述了APF的谐波消除和无功补偿的理论基础&瞬时无功功率理论。

Chapter 2 particular expounds the basic theory for elimination of harmonic and compensation of reactive power instantaneous reactive power theory .

TCR型动态无功补偿装置中触发控制角的计算精度直接影响无功补偿的效果。

Delay angle account precision of TCR dynamic reactive compensation device influences the effect of dynamic reactive compensation directly .

仿真结果说明，TSC无功补偿控制器准确、快速发出补偿指令。

Simulations results show that TSC reactive power compensation controller rapidly and correctly generates TSC reference .

提出了一种采用模糊-PID双模控制的SVC无功补偿控制器的设计方法。

A kind of design method using the fuzzy-PID double mode controlling SVC var compensation controller is suggested in this paper .

提出了一种利用潮流Jacobian矩阵的最小奇异值δmin选择无功补偿节点的方法。

A method to determine reactive-load compensation nodes by the minimum singular value δ _ ( min ) in Jacobian load current matrix is proposed .

研制出一种新型电力有源滤波及无功补偿装置，给出了基于DSP微处理器的数字控制算法。

A new active power filter and static var compensator is investigated , the digital control algorithm and its software flow chart are given in view of digital signal processor ( DSP ) .

10kV高压系统动态无功补偿研究

Study on 10 kV High Voltage Dynamic Reactive Power Compensation

随着电网互联的发展和负荷密度的增加，提高电力系统运行稳定性和电压质量的要求日益迫切。电力电子技术的发展使得静止无功补偿装置（SVC）在该领域发挥了巨大的作用。

To promote power system operational stability and voltage quality , the development of power electronic technology has played important role on Static Var Compensator .

ATSC型快速动态无功补偿装置

ATSC type fast dynamic var compensation device

在此无功补偿模型中，除了考虑变压器变比、补偿电容、发电机端电压之外，控制变量采用TCSC的输出变量。

In this reactive compensation model , besides considering transformer , compensation capacitor , generator bus voltages outside , The control variables using TCSC output variables .

利用非线性控制的道系统方法，将静止无功补偿装置（SVC）非线性控制问题变换为相应的线性化控制问题。

An inverse system method which is developed to design nonlinear control system has been used to convert a SVC nonlinear control problem to a linear optimal control problem .