沙戈荒大基地弱电网场景下的多场站统一网架阻抗建模与动态辨识

Dynamic Unified Grid-impedance Modeling for Multi-station Systems under Weak-grid Conditions in the Desert-gobi-barren Land Large-scale Renewable Energy Base

  • 摘要: 沙戈荒风光储大基地作为我国新能源高比例并网的重要示范工程,其系统结构复杂、场站耦合显著,电网强度与阻抗特性动态变化,对系统稳定性评估与运行安全构成挑战。传统阻抗辨识方法依赖局部扰动注入或单点测量,无法准确反映大基地统一网架下多场站间的相互影响。为此,提出一种基于统一网架结构的系统等值阻抗监测方法。该方法通过构建新能源发电单元的等值阻抗辨识模型,将电网及场站间交互效应统一等效为系统阻抗参数,采用改进的带遗忘因子的递归最小二乘算法(Forgetting-factor recursive least squares,FFRLS)实现阻抗动态估计,从而实现对系统强度的在线评估。与传统辨识方法相比,所提方法实现了对复杂网架下多场站相互作用的整体等值,避免外部扰动注入,提高了系统辨识的安全性与实时性。同时,引入遗忘因子增强了辨识算法对时变特性的适应性。仿真与实验结果验证了所提方法在辨识精度与响应速度上的正确性和有效性。

     

    Abstract: As a key demonstration project for high-proportion renewable energy integration in China, the desert-gobi-barren land large-scale renewable energy base exhibits a complex system architecture with strong inter-station coupling. The dynamic variation of grid strength and impedance characteristics poses substantial challenges to system stability assessment and operational security. Conventional impedance identification methods, which typically rely on local disturbance injection or single-point measurements, are unable to accurately capture the interactions among multiple stations within a unified grid network. To address these challenges, a system-level equivalent impedance monitoring method based on a unified grid framework is proposed. By formulating an equivalent impedance identification model for renewable generation units, the proposed method uniformly represents the interactive effects between the grid and multiple stations as system-level impedance parameters. Dynamic impedance estimation is achieved using an improved forgetting-factor recursive least squares(FFRLS) algorithm, enabling real-time evaluation of grid strength. Compared with traditional identification approaches, the proposed method provides an integrated equivalence of multi-station interactions in complex grid structures, eliminates the need for external disturbance injection, and enhances the safety and real-time performance of impedance identification. Furthermore, the introduction of a forgetting factor improves the algorithm’s adaptability to time-varying grid characteristics. Simulation and experimental results validate the accuracy, responsiveness, and overall effectiveness of the proposed method.

     

/

返回文章
返回