井、病和不可解条件下非发散潮流法的比较研究

A. Shahriari, A. Bakar, H. Mokhlis
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引用次数: 10

摘要

本文描述了在井、病和不可解条件系统中非发散负荷流方法的临界评价。对比研究了极坐标下基于多重潮流解的二阶潮流解和连续潮流解。这些方法将电力系统运行从不可解状态恢复到可解区域状态的分析依据和能力考虑。重点讨论了基于电力系统不等式约束的非发散潮流法中引入可解区域的参数优化建议问题和方法。作为调查的一部分,本文还比较了不同类型的负荷流方法对正常和病态系统的数值结果。在此基础上,利用c++编程实现了负荷流仿真。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Comparative studies on Non-Divergent Load flow methods in well, ill and unsolvable condition
This paper describes a critical evaluation of Non-Divergent Load flow methods in well, ill and unsolvable conditioned systems. The comparison studies deals Multiple Load Flow Solution (MLFS) based Second-Order Load-Flow (SOLF) in polar coordinate and Continuation Load Flow (CLF). The analytical bases, ability consideration of theses methods to return operation of power system from unsolvable to solvable region solution. Attention is given to the problems and techniques of to provide optimal recommendations of the parameters, that using in these Non-Divergent Load flow methods to lead to solvable region, based on inequality constraints of power system. A part of the survey, this paper also presents the comparison of numerical result using different type of aforesaid load flow methods for well and ill- conditioned systems. Accordingly, load flow simulation has been solved using the C++ programming.
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