基于dfig的风力发电机组广域鲁棒集中式功率振荡阻尼器设计

Tossaporn Surinkaew, I. Ngamroo
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引用次数: 8

摘要

区域间振荡与系统某一部分的机器与系统其他部分的机器相互振荡有关。它们是由两组或两组以上通过弱连接相互连接的机器引起的。为了抑制区域间振荡,本文提出了广域稳定控制在双馈感应发电机(DFIG)风力发电机组集中功率振荡阻尼器(pod)设计中的新应用。每台DFIG风力机的二阶超前滞后补偿器结构POD位于控制中心。为了有效稳定目标区域间模态,采用可控性和可观测性的几何度量来选择稳定目标振荡模态的合适DFIG风力机、POD的合适输入信号以及相量测量单元(pmu)的位置。各POD的输入信号由PMU获取,输出信号传输到DFIG的转子侧变换器电压控制器。因此,DFIG的无功输出可以被调制以抑制区域间的振荡。在POD参数优化中,考虑了DFIGs和同步发电机的大范围输出功率、广域通信的时延以及系统的非结构化不确定性模型,从而保证了区域间模式的阻尼和系统对不确定性的鲁棒稳定裕度。通过萤火虫算法自动求解,可以得到pod的最优参数。通过特征值分析和非线性仿真,在IEEE新英格兰39母线系统中评估了所提出的鲁棒集中式POD在严重短路、N-1停电事故、大潮流和线路跳闸等情况下的稳定性能和鲁棒性。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Wide area robust centralized power oscillation dampers design for DFIG-based wind turbines
Inter-area oscillations are associated with machines in one part of the system oscillating against machines in other parts of the system. They are caused by two or more groups of machines that are interconnected by weak ties. To damp out the inter-area oscillations, this paper proposes the new application of wide area stability control for robust centralized power oscillation dampers (PODs) design of doubly-fed induction generator (DFIG) wind turbines. The POD with 2nd-order lead/lag compensator structure for each DFIG wind turbine is located at the control center. To stabilize the target inter-area mode effectively, the geometric measures of controllability and observability are used to choose the suitable DFIG wind turbine for stabilizing the target oscillation mode, the proper input signal of POD, and the location of phasor measurement units (PMUs). The input signal of each POD is obtained from PMU while the output signal is transmitted to the rotor side converter voltage controller of DFIG. As a result, the reactive power output of DFIG can be modulated to damp out inter-area oscillations. In the POD parameters optimization, the wide range of power output levels of DFIGs and synchronous generators, time delays due to wide area communication, and unstructured system uncertainties model are taken into account so that the damping of inter-area modes and the system robust stability margin against uncertainties can be guaranteed. Solving the problem by the firefly algorithm automatically, the optimal parameters of PODs can be achieved. The stabilizing performance and robustness of the proposed robust centralized POD are evaluated in the IEEE New England 39 bus system by eigenvalue analyses and nonlinear simulation in scenarios with severe short circuits, N-1 outage contingencies, heavy power flows, and line tripping.
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