Ayres Nishio, Milton B. Do Coutto Filho, Julio C. Stachinni de Souza, Esteban W. G. Clua
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引用次数: 0
Abstract
Power system monitoring relies on the reliability of state estimation (SE) results. SE plays a dominant role in data debugging if sufficient data is available. Criticality analysis (CA) integrates SE as a module in which measurements—taken one-by-one or in groups (tuples) of minimal cardinality—are designated crucial. The combinatorial nature of extensive CA (not restricted to identifying low-cardinality critical tuples) characterizes its computational complexity and imposes challenging limits to go beyond. In simple terms, these limits are established by the number of measurements to be combined, the cardinality of tuples, and the computing time required to check the criticality condition. This paper proposes an innovative computational solution to expand CA limits found to date in the literature. A framework with multi-threads designed cleverly on a graphics processing unit (GPU) parallel processing environment is built. The conceived architecture favors evaluating massive measurement combinations of diverse cardinality in extensive CA. Numerical results reveal significant speed-ups with the proposed approach, contrasting with those reported in research efforts published so far.
电力系统监控依赖于状态估计(SE)结果的可靠性。如果有足够的数据,SE 在数据调试中发挥着主导作用。临界值分析(CA)将 SE 作为一个模块进行整合,将逐个或以最小卡数分组(元组)的测量结果指定为临界值。广泛 CA 的组合性质(不局限于识别低卡位临界元组)决定了其计算复杂性,并提出了极具挑战性的限制。简单地说,这些限制是由需要组合的测量数量、元组的卡方性以及检查临界条件所需的计算时间决定的。本文提出了一种创新的计算解决方案,以扩大迄今为止在文献中发现的 CA 限制。本文在图形处理器(GPU)并行处理环境上巧妙地设计了一个具有多线程的框架。所构想的架构有利于在广泛的 CA 中评估不同心率的大量测量组合。数值结果表明,与迄今为止发表的研究成果相比,所提出的方法大大提高了速度。
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