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Power Flow Solution in Asymmetrical Multiconductor Systems

机译:不对称式多导体系统中的电流解决方案

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摘要

The power flow solution of a three-phase networkcan be more easily computed if the power system is assumed ashaving a symmetrical structure with balanced loads. In this way,only the single-phase positive sequence circuit can be consideredsince it is wholly representative of the balanced operation of theelectrical system. However, technical literature has investigatedgeneral methods to compute power flow solution inasymmetrical/unbalanced situations, since these situations mayoccur in real networks, especially in the distribution ones. Thus,in this paper the authors provide an iterative algorithm (easilyimplementable into common PCs) for the study ofasymmetrical-structure networks and with unbalanced loadscenarios. This calculation approach is different from theclassical numerical ones (e.g. Newton-Raphson and derived) andit is characterized by a high solution accuracy and low CPUtime, even in ill-conditioned cases. Eventually, real case studiesshowing the existence of negative, zero sequence currents, andvoltages in balanced-load and asymmetrical networks arepresented.
机译:三相网络的电流解决方案如果假定电源系统,可以更容易计算具有平衡负载的对称结构。这样,只能考虑单相正序列电路由于它完全代表了均衡的运行电子系统。但是,技术文献已经调查计算电力流解决方案的一般方法非对称/不平衡的情况,因为这些情况可能在真实网络中出现,尤其是在分发器中。因此,在本文中,作者提供了一种迭代算法(容易可实现为普通PC)进行研究不对称结构网络和不平衡负载场景。这种计算方法不同于古典数值(例如牛顿raphson和serived)和它的特点是高溶液精度和低CPU时间,即使是病例的病例。最终,真正的案例研究显示存在负,零序电流的存在,和平衡负载和不对称网络的电压是呈现。

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