Practical Issues Concerned with Zero sequence component and Harmonic Compensation in Four-Wire systems

E. Pashajavid, K. Kanzi, M. T. Bina
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引用次数: 4

Abstract

A minimization problem for the instantaneous active and reactive currents give the optimal solution for the three-wire three-phase systems. This basic solution is simple to implement, but posing practical issues when it is applied to a four-wire three-phase system. The generalized theory of instantaneous powers has been proposed as an alternative to the optimal solution for a general three-phase system. Various simulations performed using this method, showing similar issues like those of the optimal solution for the four- wire systems when the power system is unbalanced or distorted. This paper mathematically shows that the optimal solution can be presented like the generalized theory, concluding no difference between the two methods but their appearances. Further, complementary analytical discussions are suggested to overcome the stated problem. Finally, the improved solution is simulated for an unbalanced distorted four-wire system. Comparing the complementary solutions with those of previously emerged generalized definitions confirms that the proposed solution provides almost a complete cancellation of source zero sequence current under unbalanced three-phase load voltages.
四线制系统零序分量及谐波补偿的实际问题
通过求解瞬时有功电流和无功电流的最小化问题,给出了三线制三相系统的最优解。这个基本的解决方案很容易实现,但是当它应用于四线三相系统时,会产生实际问题。提出了广义瞬时功率理论,作为一般三相系统最优解的替代方案。使用该方法进行的各种仿真显示,当电力系统不平衡或扭曲时,与四线制系统的最优解类似的问题。本文从数学上证明了最优解可以像广义理论一样提出,并得出两种方法的区别只是它们的外观。此外,建议进行补充性分析讨论以克服上述问题。最后,对不平衡畸变四线系统进行了仿真。将互补解与先前出现的广义定义进行比较,证实了所提出的解决方案在不平衡三相负载电压下几乎完全消除了源零序电流。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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