覆冰导线舞动数值解及影响因素分析

NUMERICAL APPROACH TO THE GALLOP OF ICED CONDUCTOR

  • 摘要: 针对覆冰导线大幅度舞动问题,考虑其几何非线性,采用抛物线形函数三节点等参单元建立了导线有限元模型,将绝缘子及相邻跨导线的刚度贡献等效为弹簧单元,同时考虑了来流风载中的脉动成份,运用谐波叠加法对其进行模拟。采用Newmark-β时间积分方法及时间步内Newton-Raphson迭代来求解舞动非线性动力方程,得到了较为精确的覆冰导线舞动时域解,分析了风速、张拉力、湍流以及不同边界条件假定对舞动的影响。

     

    Abstract: A finite element method is presented to analyze the gallop characterized by the high amplitude vibrations of iced transmission line conductors. The iced conductor is modeled by a three-node isoparametric cable element with a parabolic shape function. The insulator strings and remote spans are also modeled as equivalent springs. Besides a steady wind flow, the turbulence is simulated by a harmonic superposition method. A time marching algorithm using Newmark-β method in conjunction with Newton-Raphson iteration is adopted to integrate the dynamic equilibrium equation involving geometric nonlinearities and nonlinear wind loads. The factors influencing the gallop are discussed in detail.

     

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