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A Data-driven Situation Awareness Method Based on Random Matrix for Future Grids

机译:一种基于随机矩阵的数据驱动情境感知方法   未来的网格

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摘要

Data-driven methodologies are more suitable for a complex grid with readilyaccessible data when tasked with situation awareness. However, it is achallenge to turn the massive data, especially those with some spatial ortemporal errors, into the driving force within tolerable cost of resources suchas time and computation. This paper, based on random matrix theory (RMT),outlines a novel data-driven methodology. 1) Background information andprevious work are reviewed. 2) Related to the methodology, the technical routeand applied framework, data-proceeding and each procedure, evaluation systemand related indicator set, and the advantages over classical methodologies arestudied. Moreover, we make a comparison with the data-driven methodology basedon Principal Component Analysis (PCA). 3) Related functions, including anomalydetection, spectrum test, correlation analysis, fault diagnosis and location,statistical indicator system and its visualization (i.e. 3D power map), aredeveloped. This methodology gains insight into the large-scale interconnectedgrid in a more precise and natural way, it is model free requiring no knowledgeabout the physical model parameters. The methodology, in a flexible andholistic way, processes massive data in the form of large random matrix todepict a global but not a local picture of the system. Meanwhile, the largedata dimension $N$ and the large time span $T$, from the spatial aspect and thetemporal aspect respectively, benefit the engineering performance of theproposed methodology, for this paper, the robustness against unsynchronizeddata is highlighted.
机译:数据驱动方法更适合于具有态势感知任务的,具有易于访问数据的复杂网格。但是,将大量数据(尤其是那些具有某些时空误差的数据)转变为在可承受的资源成本(例如时间和计算)范围内的驱动力是一种挑战。本文基于随机矩阵理论(RMT),概述了一种新颖的数据驱动方法。 1)审查背景资料和以前的工作。 2)研究了方法论,技术路线和应用框架,数据处理及各程序,评价体系和相关指标集,以及与传统方法论相比的优势。此外,我们与基于主成分分析(PCA)的数据驱动方法进行了比较。 3)开发了相关功能,包括异常检测,频谱测试,相关分析,故障诊断和定位,统计指标系统及其可视化(即3D功率图)。这种方法以更精确和自然的方式获得了对大型互连网格的了解,它是无需模型的,不需要有关物理模型参数的知识。该方法以灵活的整体方式处理大型随机矩阵形式的海量数据,以描述系统的全局而非局部情况。同时,大数据维$ N $和大时间跨度$ T $分别从空间和时间两个方面受益,有利于所提出方法的工程性能,本文重点介绍了针对非同步数据的鲁棒性。

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