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An Approach for Eddy-Current Calculation in Railguns Based on the Finite-Element Method

机译:基于有限元法的轨道炮涡流计算方法

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This paper presents a global method of evaluating nodal eddy currents based on the known nodal potentials, which is a Galerkin finite-element method formed by employing the Schaubert–Wilton–Glisson basis function as a weighting function. As a result, the accuracy of eddy-current evaluation in the railgun computation could be increased using the nodal finite-element method. The new method takes all the nodal potential values into account to obtain the global nodal current density directly by solving the finite-element equation, which could overcome the drawback of the traditional local element postprocessing method. The computational results show that the new method could greatly enhance the computational accuracy of eddy current, relative to the traditional element postprocessing method. This method could not only be used in the eddy-current evaluation of the railgun but also in other gradient field computations based on known nodal potential values.
机译:本文介绍了一种基于已知节点势的评估节点涡流的全局方法,该方法是通过将Schaubert-Wilton-Glisson基函数用作加权函数而形成的Galerkin有限元方法。结果,使用节点有限元方法可以提高轨道炮计算中涡流评估的准确性。通过求解有限元方程,该新方法考虑了所有节点势值,直接获得了全局节点电流密度,从而克服了传统局部元素后处理方法的弊端。计算结果表明,相对于传统的元素后处理方法,新方法可以大大提高涡流的计算精度。该方法不仅可以用于电磁炮的涡流评估,还可以用于基于已知节点电位值的其他梯度场计算。

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