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A System Reference Frame Approach for Stability Analysis and Control of Power Grids

机译:电网稳定性分析与控制的系统参考框架方法

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摘要

During the last decades, significant advances have been made in the area of power system stability and control. Nevertheless, when this analysis is carried out by means of decentralized conditions in a general network, it has been based on conservative assumptions such as the adoption of lossless networks. In this paper, we present a novel approach for decentralized stability analysis and control of power grids through the transformation of both the network and the bus dynamics into the system reference frame. In particular, the aforementioned transformation allows us to formulate the network model as an input-output system that is shown to be passive even if the network's lossy nature is taken into account. We then introduce a broad class of bus dynamics that are viewed as multivariable input/output systems compatible with the network formulation, and appropriate passivity conditions are imposed on those that guarantee stability of the power network. We discuss the opportunities and advantages offered by this approach while explaining how this allows the inclusion of advanced models for both generation and power flows. Our analysis is verified through applications to the two area Kundur and the IEEE 68-bus test systems with both primary frequency and voltage regulation mechanisms included.
机译:在过去的几十年中,电力系统的稳定性和控制领域取得了重大进展。但是,当通过通用网络中的分散条件进行此分析时,它是基于保守的假设,例如采用无损网络。在本文中,我们提出了一种通过将网络和总线动力学转换为系统参考框架来进行电网分散稳定性分析和控制的新方法。特别是,上述转换使我们可以将网络模型公式化为输入输出系统,即使考虑到网络的有损特性,该模型也显示为无源的。然后,我们介绍一类广泛的总线动力学,将其视为与网络公式兼容的多变量输入/输出系统,并在保证电力网络稳定性的条件上施加适当的无源条件。我们讨论了这种方法提供的机会和优势,同时解释了这种方法如何允许包括用于发电和潮流的先进模型。我们的分析通过在两个区域的Kundur和IEEE 68总线测试系统中的应用进行了验证,其中包括主频率和电压调节机制。

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