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A Contrast on Conductor Galloping Amplitude Calculated by Three Mathematical Models with Different DOFs

机译:三种具有不同自由度的数学模型计算出的导体驰豫幅度的对比

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It is pivotal to find an effective mathematical model revealing the galloping mechanism. And it is important to compare the difference between the existing mathematical models on the conductor galloping. In this paper, the continuum cable model for transmission lines was proposed using the Hamilton principle. Discrete models of one DOF, two DOFs, and three DOFs were derived from the continuum model by using the Garlekin method. And the three models were compared by analyzing the galloping vertical amplitude and torsional angle with different influence factors. The influence factors include wind velocity, flow density, span length, damping ratio, and initial tension. The three-DOF model is more accurate at calculating the galloping characteristics than the other two models, but the one-DOF and two-DOF models can also present the trend of galloping amplitude change from the point view of qualitative analysis. And the change of the galloping amplitude relative to the main factors was also obtained, which is very essential to the antigalloping design applied in the actual engineering.
机译:找到一个有效的数学模型揭示舞动机理是至关重要的。因此,重要的是比较导体疾驰时现有数学模型之间的差异。在本文中,使用汉密尔顿原理提出了传输线的连续电缆模型。使用Garlekin方法从连续模型中导出了一个自由度,两个自由度和三个自由度的离散模型。并通过分析不同影响因素的舞动垂直振幅和扭转角对三个模型进行了比较。影响因素包括风速,流密度,跨度,阻尼比和初始张力。三自由度模型比其他两个模型更准确地计算奔腾特性,但是从定性分析的角度来看,一自由度和两自由度模型也可以呈现奔腾幅度变化的趋势。并且获得了相对于主要因素的舞动幅度变化,这对于实际工程中的防舞动设计非常重要。

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