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Application of harmonic state estimation to a distribution system

机译:谐波状态估计在配电系统中的应用

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The harmonic levels in a distribution system are becoming more important as many new power electronic based devices are being deployed. In order to manage the harmonic levels, it is important to know them. Direct measurement of harmonics at all locations is too costly, yet obtaining a system-wide view is important. Harmonic State Estimation (HSE) is a cost-effective alternative to direct monitoring of all the harmonics. To date, it has been applied mostly to transmission systems but in this paper, it is applied to a model of an actual distribution system. An actual distribution feeder, which is typical of many other feeders in the system is modelled in Open Distribution System Simulator (OpenDSS) and harmonic penetration study performed. Voltage and current harmonics at selected locations are then used as the measurements. Using these measurements and electrical network data, HSE is performed based on a robust mathematical technique, Singular Value Decomposition (SVD). The estimated results are compared with those obtained from harmonic penetration simulations performed in OpenDSS to assess the accuracy of the estimation. Locations and number of measurements that can give maximum observability with reasonable accuracy are also identified.
机译:随着许多新的基于电力电子的设备的部署,配电系统中的谐波水平变得越来越重要。为了管理谐波电平,了解它们很重要。在所有位置直接测量谐波的成本太高,但是获得整个系统的视图非常重要。谐波状态估计(HSE)是直接监视所有谐波的一种经济有效的选择。迄今为止,它已主要应用于传输系统,但在本文中,它已应用于实际配电系统的模型。在开放式配电系统模拟器(OpenDSS)中对实际的配电馈线进行建模,这是系统中许多其他馈线的典型模型,并进行了谐波渗透研究。然后将选定位置的电压和电流谐波用作测量值。使用这些测量值和电网数据,基于强大的数学技术奇异值分解(SVD)来执行HSE。将估计的结果与从OpenDSS中执行的谐波渗透仿真获得的结果进行比较,以评估估计的准确性。还确定了可以以合理的精度提供最大可观察性的测量位置和数量。

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