大型电力系统在线动态安全控制

E. De Tuglie, M. Dicorato, M. La Scala, P. Scarpellini
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引用次数: 1

摘要

只提供摘要形式。本文的目的是介绍一种基于动态优化的新方法来评估保证电力系统动态安全的预防性控制措施。为了减轻突发事件的影响,在稳态或瞬态违规方面,如过载、不可接受的瞬态电压下降、系统不稳定,一旦在突发事件筛选过程中检测到潜在的危险违规行为,就会采取预防措施。所建议的方法需要在一系列严重但可信的突发事件下迫使系统轨迹进入可接受的状态空间域的能力,并在必要时提供有关预防行动的指示。该方法具有足够的通用性,可以改善电力系统的暂态行为,涉及不同的目标,例如:加强系统的角度稳定性,约束转子角度偏差并最小化整个轨迹上的瞬态动能积分;并采用基于系统各母线电压幅值的积分形式的信号能量来避免暂态电压稳定。该方法包括一个优化过程,其中:目标函数旨在使控制动作努力最小化;不等式约束将系统的轨迹限制在状态空间的实际域内,保证了系统的可行行为、电能质量等;不等式约束来源于电力系统稀疏表示的微分代数方程的离散化。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Online dynamic security control in a large scale power system
Summary form only given. The aim of this paper is to introduce a new methodology, based on dynamic optimization, for assessing preventive control actions to guarantee dynamic security of power systems. In order to mitigate the effect of a contingency, in terms of steady-state or transient violation such as overloads, unacceptable transient voltage dips, system instability, preventive actions are applied as soon as a potentially dangerous violation is detected during a contingency screening. The proposed approach entails the ability to force the system trajectories in an acceptable state space domain under a set of severe but credible contingencies and gives indications about preventive actions when necessary. The approach is sufficiently general to improve the transient behavior of a power system with regard to different objectives such as: to enforce angle stability of the system constraining rotor angle deviations and minimizing the integral of transient kinetic energy across the whole trajectory; and to avoid transient voltage stability using a signal energy based on an integral form of the voltage magnitude at each bus of the system. This methodology consists of an optimization procedure where: the objective function is aimed at minimizing control action efforts; inequality constraints confine the trajectory of the system in a practical domain of the state space ensuring a feasible behavior of the system, power quality, etc.; and equality constraints derive from the discretization of the differential-algebraic equations of the power system sparse representation.
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