摘要
为减少电力系统中频率变化导致数据采集和测量的误差,一般采样同时要不断修正采样频率。在常用的硬、软件频率测量或跟踪方法中,从软件方面提出了电力系统基波交流采样频率修正的“三点”算法。在对该算法进行了数学推导、静态仿真、优缺点分析并介绍了奇异点和随机数据的舍弃后给出了工程中应用实例。分析表明,该算法可提高电力系统基波电压和电流的测量精度,配合滤波器使用,能够满足实时性高的要求。
In modern power System, digital real time measurement is widely used in electric measurement, terminal end of distribution power automation; relay protection; fault oscilloscope and other automatic equipments. Conse- quently, the precision of system voltage, current and other electric parameters" accurate measurement is very important to the automatic operation of power system. The variation of frequency in power system would bring some errors both in data acquisition and measurement; so, the sampling frequency must be amended during the process of data sampling. There are two methods of hardware and software common used in frequency measuring and tracing, while, each method has its advantages and disadvantages respectively. On the side of hardware, "Three-Point" arithmetic is proposed to amend AC sampling of fundamental wave frequency in power system. Principle of this arithmetic is deduced, static simulation is made, its merits and faults are analyzed too. The precision of frequency measurement is analyzed, and the comparison is made with hardware method and other software methods, conclusion can be drawn that this method is very effective in amending fundamental wave frecluency. Singular points and random datgs elimination of the function is pointed out too, which is related to the frequency emendation. Finally, a simple example in practical engineering project is produced and analyzed, and engineering need can be satisfied. Analysis results show that this arithmetic can improve the measurement accuracy of system fundamental wave voltage and current. Working with suitable wave filters, it can be used at some places where data measurement strictly need in real time.
出处
《高电压技术》
EI
CAS
CSCD
北大核心
2006年第11期139-141,共3页
High Voltage Engineering
关键词
基波
频率测量
同步交流采样
“三点”算法
频率修正
fundamental wave
frequency measurement
synchronized AC sampling
"three-point" arithmetic
frequency emendation