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Adaptive Discontinuous Galerkin Method for Transient Analysis of Eddy Current Fields in High-speed Rotating Solid Rotors

机译:高速旋转实心转子涡流场瞬态分析的自适应不连续的Galerkin方法

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For transient analysis of eddy-current fields in solid rotors which have invariant material properties along its motion direction, it is convenient to use the Eulerian formulation where only a fixed mesh is needed when modeling motion effect. However, a convection-diffusion equation has to be solved numerically instead of solving the pure diffusion equation in the Lagrangrian description of motion. Furthermore, when the rotor rotates at high-speeds, the eddy-current fields usually present sharp transition layers and also evolve with time, which makes it difficult to solve these fields accurately. To obtain high-resolution numerical solution efficiently, an adaptive discontinuous Galerkin method is adopted and numerical examples are given to showcase the accuracy and effectiveness of the proposed method.
机译:对于具有沿其运动方向的固体转子中具有不变材料特性的固体转子的涡流场的瞬态分析,使用欧拉配方是方便的,其中在建模运动效果时仅需要固定网格。然而,在数值上必须解决对流扩散方程,而不是解决Lagrangrian运动描述中的纯扩散方程。此外,当转子以高速旋转时,涡流场通常呈现尖锐的过渡层并且随着时间的推移也发展,这使得难以准确地解决这些领域。为了有效地获得高分辨率数值溶液,采用自适应不连续的Galerkin方法,并给出了数值例子来展示所提出的方法的准确性和有效性。

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