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BOUNDARY ELEMENT AND DISCRETE VORTICES METHOD FOR IDEAL FLUID FLOW CALCULATIONS

机译:理想流体流动的边界元和离散涡旋方法

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The proposed algorithms, based on boundary element and discrete vortices method combination, can successfully compete with other numerical methods for external incompressible fluid flow calculations. Moreover, since the proposed algorithms are based on representation of singularities, they are more convenient for physical singularity modelling than other numerical methods. The proposed algorithm cannot improve the full viscous flow calculations, but it can be useful as a first approximation. The consideration of physical singularities, which was used in alternative vorticity distribution analysis in the present work, can be considered only as a first approximation too, because convective terms were not taken into account. The proposed algorithm has better accuracy than the discrete vortices method, and is more convenient for vortical flow calculation than the traditional boundary element method. The analysis in the present work was restricted to the simplest examples, but it is enough to prove the algorithm effectiveness.
机译:所提出的算法基于边界元和离散涡旋方法的组合,可以成功地与其他数值方法进行外部不可压缩流体流动的竞争。此外,由于所提出的算法是基于奇异性的表示,因此与其他数值方法相比,它们对于物理奇异性建模更方便。所提出的算法不能改善完整的粘性流计算,但可以用作一阶近似。在当前工作中用于替代涡度分布分析中的物理奇点的考虑,也可以仅作为一阶近似,因为没有考虑对流项。与传统的涡旋方法相比,该算法具有更高的精度,并且比传统的边界元方法更便于涡流计算。本文中的分析仅限于最简单的示例,但是足以证明算法的有效性。

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