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arXiv 1605.08511math.OCcs.SYeess.SY

三相配电负荷流中Z-Bus方法的收敛性研究

Convergence of the Z-Bus Method for Three-Phase Distribution Load-Flow with ZIP Loads

Mohammadhafez Bazrafshan, Nikolaos Gatsis

AI总结:

本文推导了保证三相不平衡配电网络中星形和三角形ZIP负载负荷流问题在可计算区域内有唯一解的充分条件,并证明Z-Bus迭代法在该区域内为收缩映射,从而收敛到唯一解。

摘要:

本文推导了一组充分条件,保证在不平衡三相配电网络中,星形和三角形ZIP负载的负荷流问题在一个可从网络参数显式计算的区域内具有唯一解。同时证明了著名的Z-Bus迭代方法在定义的区域内为收缩映射,因此收敛到唯一解。

英文摘要:

This paper derives a set of sufficient conditions guaranteeing that the load-flow problem in unbalanced three-phase distribution networks with wye and delta ZIP loads has a unique solution over a region that can be explicitly calculated from the network parameters. It is also proved that the well-known Z-Bus iterative method is a contraction over the defined region, and hence converges to the unique solution.

机构、总结、中文摘要均由AI分析而来,可能存在错误,请以论文正文为准。

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