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Modeling of Transmission Conductor Based on Two-node Isoparametric Truss Elements and Application for Ice-shedding Analysis

机译:基于两节点等参桁架单元的输电导线建模及其在结冰分析中的应用

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In the analysis of ice-shedding vibrations, commercial finite element software, such as ANSYS, ADINA, are mainly employed to build finite element model. However, it's difficult to build finite element model for complicated ice-shedding scenarios. Therefore, a mathematical model for the dynamic analysis of transmission conductor is built in this paper based on two-node isoparametric truss elements. Firstly, the two-node isoparametric truss element is adopted to build the static and dynamic equilibrium equations of conductor. Furthermore, the Newton- Raphson method is employed to solve static equilibrium equations of iced transmission conductors. The dynamic response of ice-shedding is obtained from the solution of dynamic equilibrium equations by the combination of Newmark and Newton- Raphson method. Finally, this method is applied to simulate ice-shedding from a full-scale span. The performance comparison between this method with the experiment and FEM software shows that the proposed method has the nearly same precision and is more flexible to analyze complicated ice-shedding scenarios.
机译:在流冰振动分析中,主要采用商业有限元软件,如ANSYS,ADINA,建立有限元模型。但是,很难为复杂的流冰场景建立有限元模型。因此,本文基于两节点等参桁架单元,建立了传输线动力学分析的数学模型。首先,采用两节点等参桁架单元建立导体的静,动态平衡方程。此外,牛顿-拉夫森法被用来求解结冰的传输导体的静态平衡方程。融冰的动力响应是通过结合Newmark和Newton-Raphson方法从动力平衡方程解获得的。最后,该方法被用于模拟满量程的冰块脱落。该方法与实验软件及FEM软件的性能比较表明,该方法具有几乎相同的精度,并且在分析复杂的结冰场景时具有更大的灵活性。

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