采用改进牛顿法计算配电网理论线损

王晓明, 张力, 智勇, 周喜超, 许天鹏, 穆星星

王晓明, 张力, 智勇, 周喜超, 许天鹏, 穆星星. 采用改进牛顿法计算配电网理论线损[J]. 工矿自动化, 2013, 39(1): 30-33.
引用本文: 王晓明, 张力, 智勇, 周喜超, 许天鹏, 穆星星. 采用改进牛顿法计算配电网理论线损[J]. 工矿自动化, 2013, 39(1): 30-33.
WANG Xiao-ming, ZHANG Li, ZHI Yong, ZHOU Xi-chao, XU Tian-peng, MU Xing-xing. Use improved Newton method to calculate theoretical line loss of distribution network[J]. Journal of Mine Automation, 2013, 39(1): 30-33.
Citation: WANG Xiao-ming, ZHANG Li, ZHI Yong, ZHOU Xi-chao, XU Tian-peng, MU Xing-xing. Use improved Newton method to calculate theoretical line loss of distribution network[J]. Journal of Mine Automation, 2013, 39(1): 30-33.

采用改进牛顿法计算配电网理论线损

基金项目: 

甘肃电力科学研究院科研项目(2012101014)

详细信息
  • 中图分类号: TD60

Use improved Newton method to calculate theoretical line loss of distribution network

  • 摘要: 介绍了传统配电网理论线损计算方法,指出电量法和均方根法存在因未充分考虑负荷曲线变化而容易导致理论线损偏小、管理线损偏大的问题;提出采用改进牛顿法计算配电网理论线损的方案,根据某配电网各变电站24 h的电量记录进行电量潮流计算,得出该配电网总线损;分别采用电量法、均方根法、改进牛顿法计算某10 kV配电网线路的理论线损,结果表明,与传统配电网理论线损计算方法相比,采用改进牛顿法得出的结果更接近统计线损值。
    Abstract: The paper introduced traditional calculation methods of theoretical line loss of distribution network, and pointed out that electricity quantity method and root-mean-square method would cause too small theoretical energy loss and too large management line loss because of insufficient consideration of change of load curve. For above problems, it put forward a calculation scheme for theoretical line loss of distribution network by use of improved Newton method, which does power flow calculation according to power records of 24 h of each substation in the whole distribution network, so as to obtain total line loss of the distribution network. It used electricity quantity method, root-mean-square method and the improved Newton method to calculate theoretical line loss of a 10 kV distribution network separately, and got a conclusion that results calculated by the improved Newton method are closer to statistical value than the other methods.
计量
  • 文章访问数:  39
  • HTML全文浏览量:  5
  • PDF下载量:  8
  • 被引次数: 0
出版历程
  • 刊出日期:  2013-01-09

目录

    /

    返回文章
    返回