考虑电动汽车扰动的LQR法和PSS改进电力系统稳定性

Q3 Computer Science
N. Agrawal, M. Gowda
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引用次数: 0

摘要

低频振荡是由于重载条件、线路故障、发电机输出的突然变化以及互联电力系统阻尼不良造成的。电力系统中存在不同类型的扰动,如负荷突变、发电、故障、线路切换等。在电动汽车充放电运行过程中,这对线路的输电能力和系统的稳定性有很大的影响。本文将电动汽车充电过程视为一种负载扰动。这些车辆的引入造成了系统的低频振荡问题,危及系统的稳定性和安全性。本文首次建立了考虑EV扰动的单机无限总线系统(SMIB)的数学模型。然后将最优控制理论中的LQR方法应用于系统中,以抑制系统的振荡,改善系统的特征值,提高系统的稳定性。从不同的图中可以看出LQR后系统的稳定性。在第二部分中,采用传递函数模型法、编码法和状态空间表示法三种不同的方法对系统的状态变量进行了变化图的绘制。通过在系统中加入电力系统稳定器(PSS)进一步扩展了工作范围,再次考虑了电动汽车的干扰。时域仿真结果表明,PSS器件提高了系统的稳定性。因此,在本工作中,由于引入电动汽车而产生的振荡问题通过两种方法来解决。一种是基于最优控制理论在系统中实现LQR方法,另一种是在同一系统中加入PSS装置。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Power System Stability Improvement by LQR Approach and PSS Considering Electric Vehicle as Disturbance
Low frequency oscillations result due to heavy loading conditions line faults, sudden change of generator output and also due to poor damping of interconnected power systems. There are different types of disturbances in the power system like sudden change of load, generation, faults, switching of lines. This hampers the power transmission capacity of the lines and the stability of the system There are significant impacts on the system stability during the charging and discharging operation of Electric Vehicle (EV). In the present work the charging operation of EV is considered as a load disturbance. The introduction of these vehicles in the system creates the problem of low frequency oscillation and endanger the system stability and security. In the present work the Single machine infinite bus system (SMIB) is first developed using mathematical modelling with consideration of EV disturbance. The LQR approach from optimal control theory is then applied in the system to damp the system oscillations, improving the system eigenvalues and enhancing the stability. The stability is seen in the system after LQR from various figures. In the second work the plotting of variation of different state variables is done using three different methods which are the transfer function model method, using code and then using state space representation of the system. The work is further extended by adding Power system stabilizer (PSS) to the system, again considering the EV disturbance. The time domain simulation results showed the improvement in stability using PSS device. Thus, in the present work the oscillations problems created due to the introduction of electric vehicles are solved by two methods. The first is implementing LQR approach from optimal control theory in the system and the second method is by adding PSS device in the same system.
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来源期刊
International Journal of Intelligent Systems and Applications in Engineering
International Journal of Intelligent Systems and Applications in Engineering Computer Science-Computer Graphics and Computer-Aided Design
CiteScore
1.30
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0.00%
发文量
18
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