电网SCES集成:abc、αβ0和dq0参系下的PBC方法

O. Montoya, W. Gil-González, A. Garcés
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引用次数: 3

摘要

本文利用基于无源控制(PBC)理论,提出了在不同参考系下将三相超级电容器储能系统集成到电网中的方法。该系统具有在超级电容器和变换器之间交换有功和无功功率到电网的可能性。有功功率与储存在超级电容器上的能量直接相关,而无功功率通过电压源转换器(VSC)中的强制整流开关重新分配,用于将ses系统集成到电网中。PBC理论允许通过端口-哈密顿(pH)表示设计自主和非自主动态系统的李雅普诺夫稳定控制器。采用平均建模理论在abc坐标系、$\alpha\beta$坐标系和$dq$坐标系下开发控制器。仿真结果表明,在所有运行象限内,利用ses器件动态补偿电网有功和无功功率是可行的。所有仿真均通过MATLAB/SIMULINK软件进行。
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SCES Integration in Power Grids: a PBC Approach under abc, αβ0 and dq0 Reference Frames
This paper presents an integration of three-phase supercapacitor energy storage (SCES) in power grids via passivity- based control (PBC) theory under different reference frames. The SCES systems have the possibility to interchange active and reactive power between the supercapacitor and converter to the electrical power network. The active power is directly related to the energy stored on the supercapacitor, while the reactive power is redistributed by the forced commutated switches present in the voltage source converter (VSC) used to integrate the SCES system to the power grid. PBC theory allows designing Lyapunov stable controllers for autonomous and non-autonomous dynamical sys- tems via port-Hamiltonian (pH) representations. The averaging modeling theory employs to develop the controllers under abc, $\alpha\beta$ and $dq$ reference frames. Simulation results show the possibility of using the SCES devices to compensate active and reactive power in power grids dynamically in all operating quadrants. All simulations are conducted via MATLAB/SIMULINK software.
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