The Appliction of Modified Gausse-Newton Method for Improving Accuracy of Regime Parameters State Estimation and Control Action Adjusment in The Centralized Emergancy Control System

N. Batseva, J. A. Foos
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Abstract

The key task of the operational dispatch control is providing the reliable energy supply and quality of electrical energy. The centralized emergency control system (CECS) plays an important role for solving this task, since the main target of the CECS is minimization of the emergency control volume by control actions (CA) identified in real time according to the current regime [1] . Information about the current scheme, regime and location, and, also, type, operational incident severity in the area of emergency control is collected in the central unit. Based on this information, the central unit identifies the required control actions, and then, these CA are transferred to control objects for implementation, increased accuracy of the CA and reduced redundancy of them. The mandatory component of the CECS is the state estimation (SE) module [2] . The power system regime, defined as the result of the SE, is the basic regime for stability problem solving and calculation of control-action adjustments, in cases if the required margin of stability in the post-accident regimes is not achieved.
改进高斯-牛顿法在集中应急控制系统中提高状态参数估计和控制动作调整精度的应用
运行调度控制的关键任务是提供可靠的电能供应和电能质量。集中应急控制系统(CECS)在解决这一任务中发挥着重要作用,因为CECS的主要目标是根据当前状态实时识别控制动作(CA),使应急控制量最小化[1]。中央单位收集有关当前方案、制度和地点的信息,以及紧急控制领域的业务事件类型和严重程度的信息。根据这些信息,中央单元确定所需的控制操作,然后将这些CA转移到控制对象中进行实现,从而提高了CA的准确性并减少了它们的冗余。CECS的必备组件是状态估计(SE)模块[2]。电力系统状态,被定义为SE的结果,是解决稳定性问题和计算控制作用调整的基本状态,如果在事故后状态中没有达到所需的稳定裕度。
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