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Fractional-order PI based STATCOM and UPFC controller to diminish subsynchronous resonance

机译:基于分数阶PI的STATCOM和UPFC控制器可减少次同步谐振

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摘要

This research article proposes a powerful fractional-order PI controller to mitigate the subsynchronous oscillations in turbine-generator shaft due to subsynchronous resonance (SSR) with flexible AC transmission system devices such as static synchronous compensator (STATCOM) and unified power flow controller (UPFC). The diminution of SSR is achieved by the raising of network damping at those frequencies which are proximate to the torsional mode frequency of the turbine-generator shaft. The increase of network damping is obtained with the injection of subsynchronous frequency component of current and both current and voltage into the line. The subsynchronous component of current and voltage are derived from the measured signal of the system and further the same amount of shunt current is injected with STATCOM and simultaneous injection of current and voltage with UPFC into the transmission line to make the subsynchronous current to zero which is the prime source of turbine shaft oscillations. The insertion and proper tuning of Fractional-order PI controller in the control scheme, the subsynchronous oscillations are reduced to 92 % in case of STATCOM and 98 % in case of UPFC as compared to without controller and 14 % as compared with the results of conventional PI controller. The IEEE first benchmark model has adopted for analyze the effectiveness and speed of the proposed control scheme using MATLAB-Simulink and the corresponding results illustrates the precision and robustness of the proposed controller.
机译:本文研究提出了一种功能强大的分数阶PI控制器,以减轻通过灵活的AC传输系统设备(例如静态同步补偿器(STATCOM)和统一潮流控制器(UPFC))导致的次同步共振(SSR)导致的涡轮发电机轴中的次同步振荡。 。 SSR的减小是通过在与涡轮发电机轴的扭转模式频率最接近的那些频率处提高网络阻尼来实现的。网络阻尼的增加是通过将电流的次同步频率分量以及电流和电压注入线路中来实现的。电流和电压的次同步分量是从系统的测量信号中得出的,此外,通过STATCOM注入相同量的并联电流,同时通过UPFC将电流和电压注入到传输线中,以使次同步电流为零,即涡轮轴振动的主要来源。在控制方案中插入和适当调整分数阶PI控制器后,与没有控制器相比,使用STATCOM时亚同步振荡降低到92%,使用UPFC时则降低到98%,与常规结果相比降低了14% PI控制器。 IEEE第一个基准模型已采用MATLAB-Simulink来分析所提出的控制方案的有效性和速度,相应的结果说明了所提出的控制器的精度和鲁棒性。

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