用于分析有耗传输线时域响应的精确时间积分法

Xiaoke Chen, Jie Zeng, Jin-quan Zhao, Zhuo Wang, Huanrui Liu
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引用次数: 2

摘要

精确积分法是偏微分方程法的一种半解析解法。有耗输电线路暂态响应分析方法是一种基于精确积分法的时域分析方法。有耗输电线路暂态响应分析方法可以很容易地处理非零初值法和非线性负荷频域法难以处理的输电线路问题,但处理输电线路的电抗负荷仍然比较困难。本文通过对精密积分法的始、终条件进行分离和积分,并引入各种负荷的时域伴随模型,解决了输电线路的负载电抗问题,同时也解决了输电线路的长时间过渡、短路和开路问题,大大提高了精密积分法对输电线路时域响应效果分析的准确性。最后通过应用实例说明了所提方法的正确性,为输电线路暂态响应的时域分析提供了理论依据。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
A precise time-integration for analysis of time-domain response to lossy transmission lines
The precise integration method is a semi analytical solution method of partial differential equation method. Based on the precise integration method, the lossy transmission line transient response analysis method is a time domain analysis method. The lossy transmission line transient response analysis method can easily deal with the transmission line problems, which is difficult for the nonzero initial value and nonlinear load frequency domain method to deal with, but it is still difficult to deal with the reactance load of transmission line. By separating and integrating the beginning and terminal conditions of the precise integration method, and introducing time domain adjoint model of the various kinds of load, this paper solves the problems of the load reactance of transmission line, also solves the transmission line problems of long time transition, short circuit and open circuit, which greatly improves the precise integration method for the analysis of the efficacy of transmission lines in time domain response. Finally, the correctness of the presented method is illustrated by the application examples, which provide a theoretical basis for the time domain analysis of the transient response of the transmission line.
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