包含发电机动力学的电力系统的非线性可观测性公式

C. Dafis, C. Nwankpa
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引用次数: 2

摘要

传统上采用电力系统的非线性代数模型来确定系统的可观测性。特别是,系统测量值(例如实功率和无功功率)对系统状态(母线电压和角度)变化的灵敏度被用作可观测性的度量,它来源于电力系统状态估计问题。然而,它忽略了与发电机性能、非线性部件等相关的系统非线性动力学。提出的可观测性公式解释了这些非线性,并提供了更全面的可观测性确定。该公式来源于电力系统的DAE模型,并结合了系统中存在的发电机的动力学。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
A nonlinear observability formulation for power systems incorporating generator dynamics
Traditionally, a nonlinear algebraic model of the power system is used to determine the system observability. In particular, the sensitivity of the system measurements (real and reactive power for example) to the change in the system states (bus voltages and angles) is used as a measure of observability, derived from the power system state-estimation problem. It ignores, however, the nonlinear dynamics of the system related to generator performance, nonlinear components, etc. The proposed observability formulation accounts for these nonlinearities and provides a more comprehensive observability determination. The formulation is derived from a DAE model of the power system, and incorporates the dynamics of the generators present in the system.
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