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A New H-IRKA Approach for Model Reduction with Explicit Modal Preservation: Application on Grids with Renewable Penetration

机译:具有显式模态保留的模型简化的新H-IRKA方法:在可渗透性较高的网格上的应用

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摘要

Multi-input multi-output (MIMO) model reduction is essential for applying many modern control design methods in power systems. The challenges of MIMO model order reduction of the modern power grid increases with the inclusion of renewables such as inverter-interfaced wind farms, which introduces complexity in such power system models. The difficulty in reducing such models using gramian-based and modal truncation approaches is demonstrated, whereas a relatively new Interpolatory approach of the Iterative Rational Krylov Algorithm (IRKA) shows promising results. Next, a heuristic-based IRKA is proposed to improve the accuracy of model order reduction of modern grids with explicit preservation of the "critical modes" of the system. Tests on a 16-machine New England-New York system with two doubly-fed induction generator-based wind farms and a larger Brazilian system model demonstrate the effectiveness of the proposed approach.
机译:减少多输入多输出(MIMO)模型对于将许多现代控制设计方法应用于电力系统至关重要。随着包含逆变器接口风电场等可再生能源的出现,现代电网降低MIMO模型阶数的挑战不断增加,这在此类电力系统模型中引入了复杂性。演示了使用基于gramian和模态截断法来简化此类模型的困难,而迭代式有理Krylov算法(IRKA)的一种相对较新的插值法则显示了可喜的结果。接下来,提出了一种基于启发式的IRKA,通过显着保留系统的“临界模式”来提高现代网格模型降阶的准确性。在由两台双馈感应发电机为基础的风电场和更大的巴西系统模型的16机新英格兰-纽约系统上进行的测试证明了该方法的有效性。

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