使用集合均方根和极坐标的视在功率的时域公式

J. E. L. Almeida, P. M. Silveira, H. Arango, M. Parentoni, J. Abreu
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引用次数: 3

摘要

这篇论文可以看作是Elsevier在《电力系统研究》上发表的论文“一个新的IEEE标准1459-2000 -视在功率的兼容时域公式”的延续。本文还介绍了与视在功率的定义有关的新的时域方程的发展,但使用的是集体有效值和极坐标值。这些方程给出了与IEEE标准1459-2000和FBD方法完全相同的结果。所有这些都不受不对称、不平衡和/或失真信号的限制。这些公式的应用需要足够数量的样品,符合奈奎斯特准则,可用于功率测量的数字仪表。使用本文提出的这些公式的优点之一是它们的简单性。例如,极坐标分解只使用基本的数学运算。用仿真实例验证了本文所建立的时域方程是正确的,并且美国(IEEE Std 1459)和欧洲(FBD)两种主要方法都得到了相似的结果,只有在电压同极分量存在的情况下才有较小的发散。
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Time-domain formulations for apparent power using collective rms and polar coordinates
This paper may be considered as a continuation of the paper “A new IEEE Std 1459-2000 - Compatible time-domain formulation for apparent power” published in Electric Power Systems Research from Elsevier. It also presents the development of new time-domain equations related to the definition of apparent power however using collective rms values and using polar coordinates values. These equations give exactly the same results of IEEE Std 1459-2000 and FBD methods. All of them have no restriction with regard to asymmetric, unbalanced and/or distorted signals. The application of these formulations involves an adequate quantity of samples, obeying the Nyquist Criterion, which can be used in numeric meters for power measurements. One of the advantages of using these formulations presented in this paper is their simplicity. The polar coordinate decomposition, for example, uses only basic mathematics operations. Illustrative examples using simulation cases are showed, which have confirmed that the equations in time-domain here developed are corrected and that both principal approaches, American (IEEE Std 1459) and European (FBD method), lead to similar results, with a small divergence only if the voltage homopolar component is present.
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