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Harmonic Issues Assessment on PWM VSC-Based Controlled Microgrids using Newton Methods

机译:基于pWm VsC控制微电网的牛顿法谐波问题评估

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摘要

This paper presents the application of Newton-based methods in the time-domain for the computation of the periodic steady state solutions of microgrids with multiple distributed generation units, harmonic stability and power quality analysis. Explicit representation of the commutation process of the power electronic converters and closed-loop power management strategies are fully considered. Case studies under different operating scenarios are presented: grid-connected mode, islanded mode, variations in the Thevenin equivalent of the grid and the loads. Besides, the close relation between the harmonic distortion, steady state performance of the control systems, asymptotic stability and power quality is analyzed in order to evaluate the importance and necessity of using full models in stressed and harmonic distorted scenarios.
机译:本文介绍了牛顿法在时域中的应用,该方法用于计算具有多个分布式发电单元的微电网的周期稳态解,谐波稳定性和电能质量分析。充分考虑了功率电子转换器的换向过程的明确表示和闭环功率管理策略。提出了在不同操作场景下的案例研究:并网模式,孤岛模式,戴维南等效电网的变化以及负载。此外,分析了谐波失真,控制系统的稳态性能,渐近稳定性和电能质量之间的密切关系,以评估在应力和谐波失真情况下使用完整模型的重要性和必要性。

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