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Global Analysis of Synchronization Performance for Power Systems: Bridging the Theory-Practice Gap

机译:电力系统同步性能的全局分析:桥接理论实践差距

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The issue of synchronization in the power grid is receiving renewed attention, as new energy sources with different dynamics enter the picture. Global metrics have been proposed to evaluate performance and calculated under highly simplified assumptions. In this article, we extend this approach to more realistic network scenarios and more closely connect it with metrics used in power engineering practice. In particular, our analysis covers networks with generators of heterogeneous ratings and richer dynamic models of machines. Under a suitable proportionality assumption in the parameters, we show that the step response of bus frequencies can be decomposed in two components. The first component is a system-wide frequency that captures the aggregate grid behavior, and the residual component represents the individual bus frequency deviations from the aggregate. Using this decomposition, we define-and compute in closed form-several metrics that capture dynamic behaviors that are of relevance for power engineers. In particular, using the system frequency, we define industry-style metrics (Nadir, RoCoF) that are evaluated through a representative machine. We further use the norm of the residual component to define a synchronization cost that can appropriately quantify interarea oscillations. Finally, we employ robustness analysis tools to evaluate deviations from our proportionality assumption. We show that the system frequency still captures the grid steady-state deviation, and becomes an accurate reduced-order model of the grid as the network connectivity grows. Simulation studies with practically relevant data are included to validate the theory and further illustrate the impact of network structure and parameters on synchronization. Our analysis gives conclusions of practical interest, sometimes challenging the conventional wisdom in the field.
机译:电网中同步问题正在接收再次关注,因为具有不同动态的新能源进入图片。已提出全球指标来评估绩效并按高度简化的假设计算。在本文中,我们将这种方法扩展到更现实的网络场景,并将其与电力工程实践中使用的指标更紧密地连接。特别是,我们的分析涵盖了带有异质评级和更丰富的机器的发电机的网络。在参数中的合适比例假设下,我们示出了总线频率的阶跃响应可以在两个组件中分解。第一组件是一个捕获聚合网格行为的系统宽频率,并且剩余组件表示与聚合的各个总线频率偏差。使用这种分解,我们定义 - 并以封闭式的若干度量计算,捕获动态行为,这些行为与电力工程师有关。特别是,使用系统频率,我们定义通过代表性机器评估的行业风格度量(Nadir,Rocof)。我们进一步使用残差组件的规范来定义可以适当地量化交通振荡的同步成本。最后,我们采用了稳健性分析工具来评估与我们比例假设的偏差。我们表明系统频率仍然捕获网格稳态偏差,并且随着网络连接的增长,该网格的准确降低阶数模型。包括实际相关数据的模拟研究是为了验证理论,进一步说明了网络结构和参数对同步的影响。我们的分析提供了实际兴趣的结论,有时会挑战该领域的传统智慧。

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