用矩形和极坐标变量建模的电网无源性

K. Dey, A. Kulkarni
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引用次数: 0

摘要

转换器接口分布式能源的激增突出了对这种互连系统的分散小信号稳定性标准的需求。基于矩形D-Q变量的导纳无源性是一种很有前途的并网判据。这得益于电网基于D-Q的阻抗的固有无源性。然而,对于具有电压幅度和频率相关的功率注入特性的连接器件,该标准被发现过于严格。因此,在本文中,替代公式涉及极性变量和有功和无功功率进行了研究。研究结果表明:(a)网络的宽带极坐标公式不符合无源性;(b)极坐标公式适用于低频模型中基于无源性的稳定性判据,而高频模型中可保留矩形公式。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Passivity of Electrical Power Networks Modelled Using Rectangular and Polar Variables
The proliferation of converter-interfaced distributed energy resources has highlighted the need for decentralized small-signal stability criteria for such interconnected systems. Passivity of the admittance based on rectangular D-Q variables is a promising grid-connectivity criterion for devices connected to the network. This is facilitated by the inherent passivity of the D-Q based impedance of the electrical network. However, this criterion has been found to be too restrictive for the connected devices that have voltage magnitude and frequency-dependent power injection characteristics. Therefore in this paper, alternative formulations involving polar variables and active and reactive power are examined. The results presented in this paper indicate that (a) the wide-band polar formulation of the network is not passivity compliant, and (b) the polar formulation is suitable for developing passivity-based stability criteria for low frequency models, while the rectangular formulation can be retained for the high frequency models.
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