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Space vector applications in power systems

机译:电力系统中的空间矢量应用

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摘要

The spatial vector transformation, as used in machine vector control, is applied to power system analysis. The proposed methodology is applied to power electronics converters, transformers and transmission lines, as well as to power sources and loads with different connections (delta-wye). This method can be applied to steady-state, transient, unbalanced sources and harmonic analysis. Models obtained using this method are as simple as the per-phase schematic approach. The instantaneous active and reactive power concepts can be expanded and generalized, and new power system control strategies can be developed when power electronics converters are used. Steady-state, transient behavior and harmonic analysis examples and applications using spatial vector theory are presented in order to illustrate the methodology's performance and its advantages. An extension of this method can be applied to faulted systems (unbalanced) using instantaneous symmetric components in poly-phase balanced circuits.
机译:在机器矢量控制中使用的空间矢量变换应用于电力系统分析。该提出的方法应用于电力电子转换器,变压器和传输线,以及带有不同连接(Delta-Wye)的电源和负载。该方法可应用于稳态,瞬态,不平衡的来源和谐波分析。使用此方法获得的模型与每个相位原理图方法一样简单。可以扩展瞬时有源和无功功率概念,并且可以在使用电源电子转换器时开发新的电力系统控制策略。介绍了使用空间矢量理论的稳态,瞬态行为和谐波分析和应用,以说明方法的性能及其优势。这种方法的扩展可以应用于在多相平衡电路中使用瞬时对称分量的故障系统(不平衡)。

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