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Modelling and numerical solution of ungrounded DC rail traction system load flow using ladder circuit – part II: solution method

机译:梯形电路对不接地直流轨道牵引系统潮流的建模和数值解–第二部分:求解方法

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摘要

Accurate solution of dc ungrounded rail power system load flow requires detailed modelling of negative path components, resulting in large numbers of circuit nodes and branches. Such modelling complexity incurs heavy computational burden and potential ill numerical conditions when solved by nodal voltage equations. Part I of this study presented a ladder-circuit model for traction network between substations and a power flow formulation adopted from ac distribution load flow. Part II presents the solution algorithm that harnesses the ladder circuit models to achieve efficient load flow computation and numerical robustness for the entire dc traction system by sequentially solving for power flows of individual substations and wayside ladder circuits. The proposed algorithm requires computational burden linearly proportional to the number of substations, much less than those by nodal voltage equations. The computation results from two transit lines in Taiwan illustrate that the proposed algorithm accomplishes the objectives of computational proficiency, numerical robustness and versatility to train load models and various traction circuit configurations such as branch lines.
机译:直流不接地轨道电力系统潮流的准确解决方案需要对负路径组件进行详细建模,从而导致大量电路节点和分支。当通过节点电压方程式求解时,这种建模复杂性导致沉重的计算负担和潜在的不良数值条件。本研究的第一部分介绍了变电站之间牵引网络的梯形电路模型,以及根据交流配电潮流计算的潮流公式。第二部分介绍解决方案算法,该算法利用梯形电路模型通过依次求解各个变电站和路旁梯形电路的功率流,来实现整个直流牵引系统的有效潮流计算和数值鲁棒性。提出的算法要求计算负荷与变电站的数量成线性比例,比节点电压方程式要少得多。来自台湾的两条公交线路的计算结果表明,该算法实现了计算能力,数值鲁棒性和通用性的目标,以训练负载模型和各种牵引电路配置(如支线)。

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