Tellegen theorem based load flow solution of Radial Distribution Network with laterals

G. Pranava, Ravindranath Gurram, K. Reddy
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引用次数: 1

Abstract

In this paper, a new load flow solution of Radial Distribution Network with main feeder and laterals is determined using Tellegen theorem. The power conservation principle or Tellegen theorem is considered at network level. Since the Distribution Networks are radial in structure with high R/X ratios, the conventional methods failed to give convergence. The researchers developed many separate load flow methods, based on this conservation of power at a bus level namely Forward Sweeping method and Dist Flow method. The proposed Tellegen theorem based algorithm is applied on to a 440V, 28 bus radial distribution system with a main feeder and laterals and the results are compared with “Forward sweeping method” and “Dist flow method”. Based on the methodology, computer program is developed using MATLAB. The bus and branches are indexed with a separate new method. It is observed that the memory requirement did not increase as the size of the distribution system increases and as the method does not have higher order equations and no trigonometric parameters compared to Forward sweeping and Dist Flow methods the proposed method is has smaller execution time.
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基于Tellegen定理的带横向径向配电网潮流解
本文利用Tellegen定理,给出了一种新的带主支线的径向配电网潮流解。电力守恒原理或Tellegen定理是在网络层面考虑的。由于配电网呈放射状结构,且R/X比值较高,传统方法无法给出收敛性。研究人员开发了许多独立的负载流方法,基于这种在总线水平上的功率守恒,即前向扫描法和区域流法。将提出的基于Tellegen定理的算法应用于一个440V、28母线、主馈线和支线的径向配电系统,并与“前扫法”和“分流法”的结果进行了比较。在此基础上,利用MATLAB编写了计算机程序。总线和分支使用单独的新方法进行索引。结果表明,该方法不随配电系统规模的增大而增大,且与前向扫描法和反向流法相比,该方法不存在高阶方程和三角参数,执行时间更短。
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