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arXiv 1703.04491eess.SYcs.SY
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逆稳定性问题及其在可再生能源整合中的应用

Inverse Stability Problem and Applications to Renewables Integration

Massachusetts Institute of Technology(麻省理工学院)

Thanh Long Vu, Hung Dinh Nguyen, Alexandre Megretski, Jean-Jacques Slotine, Konstantin Turitsyn

AI总结:

本文提出逆稳定性概念,用于分析电力系统在不同初始状态下的收敛条件,探讨其在可再生能源整合中的应用,包括鲁棒稳定性评估、约束最优潮流和稳定性保障的校正措施。

摘要:

在现代电力系统中,由于负载和可再生能源发电水平的变化,平衡点可能取不同值。理解具有不同平衡点的应力电力系统的动态对于确保其可靠运行至关重要,并可能允许更高的可再生能源整合。本文介绍了一种非传统方法来思考电力系统的稳定性评估问题。而不是估计导致给定运行条件的初始状态集,我们表征了从给定初始状态出发,在功率注入和线路变化下电力电网收敛到的运行条件集。我们称此问题为“逆稳定性”,这是控制和系统文献中很少涉及的问题,因此了解有限。利用系统能量函数的二次近似,我们引入了逆稳定性的估计。此外,我们简要描述了逆稳定性概念的三个重要应用:(i) 电力系统对不同可再生能源发电水平的鲁棒稳定性评估,(ii) 约束最优潮流(sOPF),(iii) 稳定性保障的校正措施设计。

英文摘要:

In modern power systems, the operating point, at which the demand and supply are balanced, may take different values due to changes in loads and renewable generation levels. Understanding the dynamics of stressed power systems with a range of operating points would be essential to assuring their reliable operation, and possibly allow higher integration of renewable resources. This letter introduces a non-traditional way to think about the stability assessment problem of power systems. Instead of estimating the set of initial states leading to a given operating condition, we characterize the set of operating conditions that a power grid converges to from a given initial state under changes in power injections and lines. We term this problem as "inverse stability", a problem which is rarely addressed in the control and systems literature, and hence, poorly understood. Exploiting quadratic approximations of the system's energy function, we introduce an estimate of the inverse stability region. Also, we briefly describe three important applications of the inverse stability notion: (i) robust stability assessment of power systems w.r.t. different renewable generation levels, (ii) stability-constrained optimal power flow (sOPF), and (iii) stability-guaranteed corrective action design.

机构、总结、中文摘要均由AI分析而来,可能存在错误,请以论文正文为准。

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