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Harmonic summation and assessment based on probability distribution of phase angle

机译:基于相角概率分布的谐波求和与评估

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At the point of common coupling (PCC), the summation of two harmonic voltage vectors at same frequency is only certain if their amplitudes and phase angles are well known. Therefore, there are many cases where the phase angle difference between harmonic voltage vectors is unknown. In practice, for example, in calculating the steady state rating of the a.c. passive harmonic filter, arithmetic summation method is often used in determining maximal harmonic level. This summation law is very conservative as it may result in high cost of equipment ratings. Actually, a compromise should be made in taking into account the equipment safety and the risk of overrating as well as excessive costs. Based on uniform distribution of difference in phase angles, the paper provides an algorithm to calculate the probability upon which the magnitude of summation vector of two harmonic voltages may exceed a given value. On the basis of the probability and the given harmonic value, harmonic summation can be assessed. This may also result in a recommendation of another harmonic summation method for the standard IEC/TR 61000-3-6.
机译:在公共耦合点(PCC),只有在两个谐波电压矢量的幅度和相位角众所周知的情况下,它们的总和才能确定。因此,在许多情况下,谐波电压矢量之间的相角差是未知的。在实践中,例如,在计算交流发电机的稳态额定值时。无源谐波滤波器通常采用算术求和法确定最大谐波电平。该求和律非常保守,因为它可能导致设备额定成本较高。实际上,应在考虑设备安全性,高估风险以及过高成本的情况下做出折衷。基于相角差的均匀分布,本文提供了一种算法来计算两个谐波电压之和矢量的大小可能超过给定值的概率。根据概率和给定的谐波值,可以估算谐波总和。这也可能导致针对标准IEC / TR 61000-3-6推荐另一种谐波求和方法。

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