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Load flow problem formulation as a holomorphic embedding method

机译:潮流问题公式化的全同嵌入方法

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This paper presents the description and results of the computational implementation of the Holomorphic Embedding Load Flow Method (HELM) basic formulation. The approach is a non-iterative, but recursive technique proposed as an alternative method for solving the traditional power flow problem (PFP). The main task of the method is the computation of power series coefficients which are used to generate rational function obtained from Padé approximants. These approximants are employed to determine the PFP solution. The basic computational implementation of the method is carried out by exploiting the same input/output data structure of the well-known MATPOWER software. This software is an open source tool developed in Matlab and so adequate for implementation of new contributions related to the PFP. Experiments and results for eight power systems demonstrate the efficacy of the proposed PFP tool, when compared with the Newton-Raphson method.
机译:本文介绍了全同嵌入潮流法(HELM)基本公式的计算实现方法的描述和结果。该方法是一种非迭代但递归的技术,它是解决传统潮流问题(PFP)的替代方法。该方法的主要任务是计算幂级数系数,该幂级数系数用于生成从Padé近似值获得的有理函数。这些近似值用于确定PFP解决方案。该方法的基本计算实现是通过利用众所周知的MATPOWER软件的相同输入/输出数据结构进行的。该软件是在Matlab中开发的开源工具,因此足以实施与PFP相关的新贡献。与Newton-Raphson方法相比,八个电源系统的实验和结果证明了所提出的PFP工具的功效。

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