推进脏污复合材料表面的前网格生成

IF 4.3 3区 材料科学 Q1 ENGINEERING, ELECTRICAL & ELECTRONIC
Taoran Liu , Hongfei Ye , Jianjing Zheng , Yao Zheng , Jianjun Chen
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引用次数: 0

摘要

计算机辅助设计(CAD)模型通常包含许多相邻曲面之间的误差,如裂缝、间隙和重叠。为了清理这些模型,有人建议采用虚拟操作将多个相邻的 CAD 表面合并成一个复合表面。然而,在由此形成的脏污复合曲面上生成高质量的网格仍然是一项挑战。在本文中,我们提出了一种新颖的前沿推进技术(AFT),通过开发两种新方案来增强传统的 AFT,从而处理此类复合曲面。首先,对于每个复合曲面,我们通过使用该复合曲面上的网格组合集来定义一个参数平面。由于在引入预处理步骤后,可以处理包含间隙和重叠的细分曲面,因此建议采用简化复杂增强框架重参数化方法。同时,这种方法还能确保参数空间和物理空间之间的双射映射。因此,前交叉检查可以在参数平面上稳健地进行。其次,间接法和直接法可以在不同情况下交替使用,以计算理想点。在可能的新元素完全包含在一个 CAD 曲面中的情况下,理想点在曲面的内在参数平面上计算;否则,理想点直接在物理空间上计算。我们避免使用在细分曲面上定义的几何图形,因为我们更倾向于获得一个尊重原始 CAD 模型的网格,而不是其细分曲面。目前,开发的新方案已被纳入我们的内部曲面网格器,并通过与最先进的商业工具(如 COMSOL Multiphysics)和 AFT 算法的比较,使用工业级复杂度的 CAD 模型,证明了其效率和有效性。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Advancing Front Mesh Generation on Dirty Composite Surfaces

Computer-aided design (CAD) models usually contain many errors between neighboring surfaces, such as slivers, gaps, and overlaps. To clean up such models, virtual operations have been suggested to merge multiple neighboring CAD surfaces into a single composite surface. However, it remains a challenge to generate a quality mesh on thereby formed dirty composite surfaces. In this paper, we propose a novel advancing front technique (AFT) that can treat such composite surfaces by developing two new schemes to enhance the traditional AFT. Firstly, for each composite surface, we define a parametric plane by using a combined set of the tessellation on this composite surface. Simplicial complex augmentation framework reparameterization approach is suggested since it can treat tessellations containing gap and overlap after introducing a pre-processing step. Meanwhile, this approach can ensure a bijective mapping between the parametric and physical space. The front intersection check can thus be performed on the parametric plane robustly. Secondly, the indirect and direct approaches are alternatively employed to calculate ideal points in different circumstances. In the circumstance that the possible new element is completely contained in one single CAD surface, the ideal point is calculated on the intrinsic parametric plane of the surface; otherwise, the ideal point is directly calculated on the physical space. We avoid using the geometry defined on the tessellation since we prefer to getting a mesh respecting the original CAD model rather than its tessellation counterpart. Presently, the developed new schemes have been incorporated into our in-house surface mesher, and their efficiency and effectiveness have been demonstrated through a comparison with state-of-the-art commercial tools (e.g., COMSOL Multiphysics) and AFT algorithm, using CAD models of industry-level complexity.

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来源期刊
CiteScore
7.20
自引率
4.30%
发文量
567
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