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中小型水电站电力远距离输送存在问题及对策 被引量:1

Problems and solutions of long-distance electric power transmission from mid-or small-scale hydropower stations
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摘要 针对桂东电力股份有限公司下属昭平、巴江口、下福等中小型水电站向外远距离输送电力时存在电站端电压偏高、用户端电压偏低的问题,分析其原因,结合实际提出相应对策,实践证明效果良好。 The mid-or small-scale hydropower stations under Guangxi Guidong Electric Power CO.,LTD such as Zhaoping,Bajiangkou and Xiafu etc.had seen the problem of voltage being too high at power station side and too low at user side where long-distance power transmission is required.Based on analysis of the causes,the author put forward corresponding solutions combined actual conditions,rendering good effects.
作者 刘华芳
出处 《广西水利水电》 2010年第4期78-80,共3页 Guangxi Water Resources & Hydropower Engineering
关键词 中小型水电站 电力 远距离输送 问题 对策 Mid-or small-scale hydropower station electric power long-distance transmission problem solution
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  • 1JO J B, LI Y, GEN M. Nonlinear fixed charge transporta- tion problem by spanning tree-based genetic algorithm[ J ]. Computers Industrial Engineering, 2007,53 : 290 - 298.
  • 2KANNAN G, KUMAR P S, VINAY V P. Comments on "Nonlinear fixed charge transportation problem by span- ning tree-based genetic algorith" by Jung-Bok Jo, Yin zhen Li, Mitsuo Gen, Computers & Industrial Engineering (2007) [ J ]. Computers Industrial Engineering, 2008,55 (2) :533 -534.
  • 3HAJIAGHAEI-KESHTELI M, MOLLA-ALIZADEH-ZAV- ARDEHI S, TAVAKKOLI-MOGHADDAM R. Addressing a nonlinear fixed-charge transportation problem using a spanning tree-based genetic algorithm [ J ] . Computers Industrial Engineering, 2010, 59:259 - 271.
  • 4XIE F A, JIA R A. A note on " Nonlinear fixed charge transportation problem by spanning tree-based genetic al- gorithm" by Jung-Bok Jo, Yinzhen Li, Mitsuo Gen, Com- puters & Industrial Engineering (2007). Computers & In- dustrial Engineering,2010,59(4) : 1013 - 1014.
  • 5XIE F A, JIA R A. Nonlinear fixed charge transportation problem by minimum cost /low-based genetic algorithm [ J ]. Computers & Industrial Engineering, 2012,63 (4) : 763 - 778.
  • 6秦子玄,陈霞,唐小鹏,梁时木,漆杨,于中华.基于免疫克隆选择算法的固定费用运输问题优化[J].计算机应用研究,2009,26(7):2530-2532. 被引量:7
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