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基于有限元法的电力电缆载流量计算 被引量:6

Calculation of Power Cable Current-Carrying Capacity Based on Finite Element Method
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摘要 电力电缆载流量计算标准IEC-60287的适用性,利用传热学对地下直埋电力电缆的温度场进行分析,根据热传导方程和相应的边界条件,以CYZQ-845型电缆为例,用有限元软件COMSOL MULTIPHYSICS建立了其"一"字形排列土壤直埋情况下的温度场模型,计算了其在一定环境条件下的载流量,分析了电缆埋深、电缆排列间距、空气温度、空气与土壤换热系数、土壤导热系数等因素对载流量的影响,为工程实际提供参考。 This paper introduces the applicability of IEC-60287 standard for power cable current-carrying capacity calculation,and analyzes temperature field of directly-buried power cable in terms of heat transfer theory. Then according to the heat conduction equation and the corresponding boundary conditions,taking CYZQ-845 cable as an example,it adopts the finite element software COMSOL MULTIPHYSICS to establish the temperature field model for the power cables directly buried in 1 shape,calculates its current-carrying capacity under certain environmental conditions,analyzes the influencing factors for cable carrying capacity,including cable laying depth,cable arrangement spacing,air temperature,air and soil heat transfer coefficient and soil thermal conductivity coefficient,with a view to providing reference for engineering practice.
作者 姚周飞 贺林
出处 《华东电力》 北大核心 2014年第12期2910-2913,共4页 East China Electric Power
关键词 直埋电缆 温度场 有限元法 载流量 directly-buried cable tempreture field finite element method(FEM) current-carrying capacity
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参考文献7

  • 1梁永春,柴进爱,李延沐,李彦明,王正刚,李忠魁.基于FEM的同相并联大截面三相电缆电流分布的研究[J].高压电器,2007,43(3):186-188. 被引量:13
  • 2Sellers, Sally M.,Black, W.Z.Refinements to the Neher-McGrath model for calculating the ampacity of underground cables[].IEEE Transactions on Power Delivery.1996
  • 3Calculation of the Current Rating-Current Rating Equations(100%Load Factor)andCalculation of Losses. IEC 60287-1 . 2001
  • 4Calculation of the Current Rating-Thermal Resistance. IEC 60287-2 . 2001
  • 5Calculation of the Current Rating-Sec-tions on Operating Conditions. IEC 60287-3 . 1999
  • 6.Calculation of the Cyclic and Emergency Current Rating of Cables[].IEC.1989
  • 7LIANG Yong-chun.Reduction of eddy current losses in power cable systems based on phase optimization[].APPEC.2010

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