陈晓明, 邓洪洲, 王肇民. 大跨越输电线路舞动稳定性研究[J]. 工程力学, 2004, 21(1): 56-60,1.
引用本文: 陈晓明, 邓洪洲, 王肇民. 大跨越输电线路舞动稳定性研究[J]. 工程力学, 2004, 21(1): 56-60,1.
CHEN Xiao-ming, DENG Hong-zhou. CONDUCTOR GALLOPING STABILITY ANALYSIS OF LONG-SPAN TRANSMISSION SYSTEM[J]. Engineering Mechanics, 2004, 21(1): 56-60,1.
Citation: CHEN Xiao-ming, DENG Hong-zhou. CONDUCTOR GALLOPING STABILITY ANALYSIS OF LONG-SPAN TRANSMISSION SYSTEM[J]. Engineering Mechanics, 2004, 21(1): 56-60,1.

大跨越输电线路舞动稳定性研究

CONDUCTOR GALLOPING STABILITY ANALYSIS OF LONG-SPAN TRANSMISSION SYSTEM

  • 摘要: 推导了导线舞动的3DOF动力方程.3DOF动力方程不仅包括了导线的平面内和平面外运动,同时还包括了导线的扭转运动,能比较全面地反映导线舞动特性.以偏微分方程稳定性的判别为依据,提出了临界风速的概念用来判定导线舞动的稳定性.同时,引入了分裂导线刚度的计算分析方法,使得单导线和分裂导线的舞动方程在形式上取得了一致.为分析分裂导线的舞动提供了方便.

     

    Abstract: The threedegree-of-freedom(3DOF)galloping equation of a single conductor was derived. 3DOF galloping equation includes three motions: in-plane, out-of-plane and twist motion, so it can completely describe the character of galloping. Based on the stability of differential equation, a concept of critical wind was introduced to estimate the stability of galloping. In addition, a stiffness evaluation approach was introduced to solve the bundle conductor galloping. Consequently, the 3DOF galloping equation can describe not only a single conductor, but also a bundle conductor.

     

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