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An improved local remeshing algorithm for moving boundary problems

机译:改进的移动边界问题局部重排算法

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摘要

Three issues are tackled in this study to improve the robustness of local remeshing techniques. Firstly, the local remeshing region (hereafter referred to as ‘hole’) is determined by considering two constrained goals of minimising the hole size and smoothing the hole boundary at the same time. Secondly, the grid sources for element size control are attached to moving bodies and will move along with their host bodies to ensure a reasonable grid resolution inside the hole. Thirdly, the boundary recovery procedure of a Delaunay grid generation approach is enhanced by a new grid topology transformation technique (namely shell transformation) so that the new grid created inside the hole not only respects the hole boundary exactly, but also contains no elements with extremely deformed/skewed shapes. The proposed local remeshing algorithm has been integrated into an in-house unstructured grid based simulation system for moving boundary problems. The robustness and accuracy of the developed local remeshing technique is demonstrated by its applications in industry-level complex flow simulations.
机译:这项研究解决了三个问题,以提高本地重绘技术的鲁棒性。首先,通过考虑最小化孔尺寸和同时平滑孔边界的两个受约束目标来确定局部重新网格化区域(以下称为“孔”)。其次,用于元素尺寸控制的网格源连接到移动的主体,并将与它们的主体一起移动,以确保孔内合理的网格分辨率。第三,通过一种新的网格拓扑变换技术(即壳层变换)增强了Delaunay网格生成方法的边界恢复过程,从而使在孔内创建的新网格不仅精确地尊重孔边界,而且不包含任何极其复杂的元素。变形/偏斜的形状。所提出的局部重划算法已集成到基于内部非结构化网格的移动边界问题仿真系统中。它在工业级复杂流模拟中的应用证明了已开发的局部重划技术的鲁棒性和准确性。

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