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Voltage Stability Assessment by Holomorphically Estimating the Bifurcation Point of Electric Grids

机译:全态估计电网分叉点的电压稳定性评估

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摘要

Modernization of the grid, inclusive of high renewable energy penetration and the consequent power variability, requires fast power-flow computations for useful management of power in new network configurations. Voltage stability of an electrical grid is a big challenge to solve in power system operation, so as to avoid voltage collapse and subsequent black outs. This paper presents a novel means of voltage stability assessment by estimating the bifurcation point within the context of a non-iterative power-flow method known as Holomorphic Embedded Power Flow (HEPF). HEPF is computationally fast and guarantees solution to the power flow problem through constructing the mathematical solution for the power-flow problem, provided the solution exists. A 3-bus system is first used to explain the holomorphic matrix formulations and then demonstrated on a 4-bus system and a 9-bus test-case to evaluate proximity to a critical point with respect to load change.
机译:电网的现代化(包括高可再生能源渗透率和随之而来的功率可变性)要求快速的潮流计算,以有效管理新网络配置中的功率。为了避免电压崩溃和随后的停电,电网的电压稳定性是解决电力系统运行中的一大挑战。本文提出了一种新的电压稳定性评估方法,该方法通过在称为全同嵌入功率流(HEPF)的非迭代功率流方法的背景下估算分叉点来实现。 HEPF计算速度快,只要存在解决方案,就可以通过构建潮流问题的数学解决方案来确保解决潮流问题。首先使用3总线系统来解释全同矩阵矩阵公式,然后在4总线系统和9总线测试用例上进行演示,以评估与负载变化有关的临界点附近。

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