A Data-driven Approach to Grid Impedance Identification for Impedance-based Stability Analysis under Different Frequency Ranges

Chendan Li, M. Molinas, O. Fosso, Nan Qin, Lin Zhu
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引用次数: 5

Abstract

The instability caused by inappropriate damping design of grid-connected converters under specific grid impedance makes the grid impedance estimation a crucial issue. To guide the system controller design toward a stable and adaptive system under various operating conditions, a three-stage data-driven approach for grid impedance identification with three different frequency ranges is proposed by taking advantage of massive data coming from measurement and/or simulation. In the case study, Monte-Carlo simulation is adopted for obtaining the grid impedance data under different operating conditions. K-means clustering is used to partition the processed impedance data, and a high order grid impedance model is generated for each frequency range, in accordance with the practice of resonance mitigation design. The estimation results show that with this approach, the grid model in different frequency ranges can be reduced without losing accuracy while having the potential of being more accurate for impedance-based stability analysis.
一种数据驱动的网格阻抗识别方法,用于不同频率范围下基于阻抗的稳定性分析
并网变流器在特定电网阻抗下由于阻尼设计不当而产生的不稳定性,使得电网阻抗估计成为一个关键问题。为了指导系统控制器设计在各种运行条件下的稳定和自适应系统,利用来自测量和/或仿真的大量数据,提出了一种三阶段数据驱动方法,用于三种不同频率范围的网格阻抗识别。在案例研究中,采用蒙特卡罗模拟方法获取不同工况下的栅极阻抗数据。采用K-means聚类方法对处理后的阻抗数据进行划分,并根据共振减缓设计的实践,在每个频率范围内生成高阶网格阻抗模型。结果表明,该方法可以在不损失精度的情况下简化不同频率范围内的网格模型,同时具有提高基于阻抗的稳定性分析精度的潜力。
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