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输电线路舞动的有限元分析 被引量:42

Finite Element Analysis for Galloping Process of Transmission Lines
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摘要 利用梁单元模拟覆冰导线,通过动坐标迭代法和Newmark法进行静力、动力响应分析,给出了高压输电导线舞动的有限元分析方法,在此基础上编写了计算导线舞动的有限元程序,计算实例模拟了舞动的全过程,探讨了风速、攻角等对舞动的影响,其结果与文献算例能较好地符合,说明程序算法合理,对导线舞动的分析与预防有参考价值. A finite element method to analyzegalloping processes of iced transmission lines is presented. In this method,the iced powerlines are modeled by the beam element, and static and dynamic analyses are conductedby the iteration method with moving coordinates and Newmark method. A computerprogram based on the method is made to analyze the galloping of transmission lines.Anumerical example, in which the galloping process is analyzed and the effects of wind speeds and attacking angles are also discussed, is then given. The computational results agree well with the existing results, which shows that the propostdmethod in this program is reasonable and has some help to analyse and preventgalloping.
出处 《华中科技大学学报(城市科学版)》 CAS 2004年第1期76-80,共5页 Journal of Huazhong University of Science and Technology
关键词 输电线路 舞动 有限元分析 梁单元 非线性 galloping beam-element finite-element method non-linear
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参考文献5

  • 1王藏柱,张忠河.输电线路导线舞动的计算机仿真[J].电力情报,2001(1):42-44. 被引量:7
  • 2P Yu. Y M Desai,A H Shah. Three degrees-of-freedom model for galloping, Part I; formulation[J]. J Eng, Mech, ASCE, 1993,119(12):2404-2425.
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