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Convergence measures for contingency screening in continuation power flow

机译:连续潮流中应急筛选的收敛措施

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In continuation power flow (CPF), the power flow equations are reformulated to make the problem well-conditioned at all possible loading conditions including the voltage collapse point. Due to this, CPF has become the computational engine for voltage stability analysis (VSA) studies. In studies for calculating the available transfer capability (ATC) to transfer power across different regions of the power system, VSA is used to analyze base case conditions as well as contingency cases. To improve the computational performance, contingency screening has been proposed by various authors. Due to the nonlinear nature of the voltage stability problem, the performance of a screening method depends on the load level at which the screening is performed. The load level considered needs to be sufficiently close enough to the collapse point that it provides correct ranking as well as far away to ensure solvability of contingency cases. This paper addresses the issue of defining convergence measures that would help in selecting a load level in the base case curve for performing contingency screening.
机译:在连续潮流(CPF)中,潮流方程被重新构造,以使问题在包括电压崩溃点在内的所有可能的负载条件下都得到很好的解决。因此,CPF已成为电压稳定性分析(VSA)研究的计算引擎。在计算可用于在电力系统的不同区域之间转移电力的可用转移能力(ATC)的研究中,VSA用于分析基本情况和意外情况。为了提高计算性能,各种作者已经提出了权变筛选。由于电压稳定性问题的非线性性质,屏蔽方法的性能取决于进行屏蔽的负载水平。所考虑的负载水平必须足够接近崩溃点,以提供正确的排名,并且距离足够远,以确保应急情况的可解决性。本文解决了定义收敛措施的问题,这些措施将有助于在基本案例曲线中选择负荷水平以进行应急筛选。

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