具有通信网络诱导时滞和EV聚合器的负荷频率控制系统Lyapunov稳定性分析

B. S. Sharini Rithigaa, Kalavagunta Vamshi, A. Jawahar, K. Ramakrishnan
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引用次数: 2

摘要

本文提出了一种改进的稳定性分析方法,用于计算一类包含通信信道和电动汽车聚合器的联网负载频率控制系统的稳定延迟裕度。在具有集中控制框架的网络控制系统中,使用通信链路在各个子系统之间进行信息交换,在反馈回路中引入了不可避免的时滞。这些通信延迟总是对系统的动态性能和稳定性产生负面影响。如果网络引起的时滞超过临界延迟裕度,即稳定延迟裕度,则闭环系统失去稳定性。近年来,为了改善频率补偿,一组称为聚合器的插电式电动汽车单元被集成为负载频率控制系统中的分布式发电源。在这种系统中,除了改进频率补偿外,电动汽车的集成也为提高时滞系统的稳定裕度铺平了道路。本文利用Lyapunov-Krasovskii泛函方法和Wirtinger不等式,提出了一种确定电动汽车集成器网络负载频率控制系统时滞相关稳定性的新方法。此外,为了提供一个真实的运行条件,考虑了网络集中控制回路和电动汽车聚合器回路的时滞不相同,并在系统框架中加入了适当的参与因子以实现有效的负载共享。其次,通过广泛的仿真研究证实了解析延迟界。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Lyapunov Stability Analysis of Load Frequency Control Systems with Communication Network Induced Time-Delays and EV Aggregator
In this paper, an improved stability analysis is presented to compute the stable delay margin of a class of networked load frequency control systems involving communication channels and electric vehicle aggregator. In networked control systems with a centralized control framework, the use of communication links for information exchange among various sub-systems introduces inevitable time-delays in the feedback loop. These communication delays invariably exert a negative influence on the dynamic performance and stability of the system. If the network-induced time-delay escalates beyond a critical delay margin, called stable delay margin, the stability of the closed-loop system is lost. In recent times, for improved frequency compensation, a fleet of plug-in-electric vehicle units called aggregators are integrated as a distributed generation source in the load frequency control system. In such systems, in addition to improved frequency compensation, the integration of electric vehicles also paves way to enhancement in stability margin of the time-delayed system. In this paper, using Lyapunov-Krasovskii functional approach coupled with Wirtinger inequality, a new stability analysis is presented for determining delay-dependent stability of networked load frequency control systems integrated with electric vehicle aggregator. Furthermore, to impart a realistic operating condition, time-delays in the networked centralized control loop and electric vehicle aggregator loops are considered to be non-identical, and appropriate participation factors for effective load sharing are incorporated in the system framework. In the sequel, the analytical delay bounds are corroborated through extensive simulation studies.
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