Quasi-stationary Modeling of Unregulated Electric Power System Components

V. O. Kostiuk, Taras O. Kostyuk
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Abstract

The modeling approach based on Equations for Quasi-Stationary Modes (EQSM) has been further developed for the fragment of the unregulated electric power system (EPS) to demonstrate the effectiveness of the proposed reduction technique. Generalized problem consideration based on Park equations set, written for the simple grid fragment with a nodal interconnection and complex load, has been appended with reduced EQSM model, representing the low frequency electromechanical oscillations in the case. The applicability of the approach is demonstrated in terms of comparative analysis and perceptual advantages of the reduced model proved: EPS stability assessment problem would be substantially softened due to the lower order of differential system. The model is applicable for tackling stability problem of wide area systems in a real-time basis, providing the MicroGrid concept deployment.
无调电力系统部件的准平稳建模
在此基础上,进一步发展了基于准平稳模态方程(EQSM)的非调节电力系统碎片建模方法,验证了该方法的有效性。针对具有节点互联和复杂负荷的简单电网碎片,在基于Park方程组的广义问题考虑中,加入了简化的EQSM模型,代表了该情况下的低频机电振荡。通过对比分析证明了该方法的适用性,并证明了简化模型的感知优势:由于微分系统阶数较低,EPS稳定性评估问题将得到实质性软化。该模型适用于实时解决广域系统的稳定性问题,为微电网概念部署提供依据。
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