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arXiv 1702.03477math.OCcs.SYeess.SY

去中心化负荷侧频率控制在随机环境中的脆弱性

Fragility of Decentralized Load-Side Frequency Control in Stochastic Environment

Iowa State University(爱荷华州立大学)

Sai Pushpak, Umesh Vaidya

AI总结:

本文研究了去中心化负荷侧频率控制算法在随机参数不确定性下的脆弱性,发现参数不确定性导致系统电压波动,从而引发随机不稳定。通过分析框架计算了临界方差值,并验证了可控负荷成本和可再生能源渗透率对临界方差的影响。

摘要:

本文展示了一种去中心化负荷侧频率算法在电力网络模型中随机参数不确定性下的脆弱性。随机参数不确定性源于电力系统模型中可再生能源资源的存在。我们证明,影响系统节点电压的参数不确定性方差相对较小会导致去中心化负荷侧频率调节算法随机不稳定。通过[2]、[3]中开发的分析框架计算了随机节点电压方差临界值,该临界值以上算法将变得均方不稳定。此外,临界方差值随着可控负荷成本的增加和可再生能源渗透率的增加而减小。最后,通过IEEE 68节点系统仿真验证了本文的主要发现。

英文摘要:

In this paper, we demonstrate the fragility of decentralized load-side frequency algorithms proposed in [1] against stochastic parametric uncertainty in power network model. The stochastic parametric uncertainty is motivated through the presence of renewable energy resources in power system model. We show that relatively small variance value of the parametric uncertainty affecting the system bus voltages cause the decentralized load-side frequency regulation algorithm to become stochastically unstable. The critical variance value of the stochastic bus voltages above which the decentralized control algorithm become mean square unstable is computed using an analytical framework developed in [2], [3]. Furthermore, the critical variance value is shown to decrease with the increase in the cost of the controllable loads and with the increase in penetration of renewable energy resources. Finally, simulation results on IEEE 68 bus system are presented to verify the main findings of the paper.

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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