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Automatic reconstruction of beam structures from 3D topology optimization results

机译:根据3D拓扑优化结果自动重建梁结构

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摘要

This paper presents a fully-automated reconstruction of beam-like CAD solid structures from 3D topology optimization (TO) results. Raw TO results are first processed to generate a triangulation that represents boundaries of the optimal shape derived. This triangulation is then smoothed and a curve skeletonization procedure is carried out to recover meaningful characteristics of this smoothed triangulation. The resulting skeleton, made with curvilinear geometry, is transformed into straight lines through a normalization process. These straight lines are used to generate a 3D beam structure. Thus, following these steps, a 3D beam structure is automatically derived from TO results. This 3D beam structure is meshed with beam finite elements and since TO non-design material is represented by 3D solid geometry, which is meshed using tetrahedron, the FEA beam structure needs to be rigidly connected with these tetrahedrons. Rigid connections between beam elements and 3D solid elements are ensured using specific FEA beam elements referred to as mini-beams. This results in a mixed-dimensional FEA model with beam and solid finite elements. Results obtained with this mixed-dimensional FEA model allow validating the beam structure obtained from TO results. Performance of the approach is demonstrated on several TO examples. (C) 2017 Elsevier Ltd. All rights reserved.
机译:本文提出了一种基于3D拓扑优化(TO)结果的梁式CAD实体结构的全自动重建方法。首先处理原始TO结果以生成三角剖分,该三角剖分表示导出的最佳形状的边界。然后对该三角剖分进行平滑处理,并执行曲线骨架化过程以恢复该平滑三角剖分的有意义的特征。生成的具有曲线几何形状的骨架通过归一化过程转换为直线。这些直线用于生成3D光束结构。因此,遵循这些步骤,可以从TO结果自动得出3D光束结构。此3D梁结构与梁有限元啮合,并且由于非设计材料由3D实体几何体表示(使用四面体网格化),因此FEA梁结构需要与这些四面体刚性连接。使用称为微型梁的特定FEA梁元素,可以确保梁元素和3D实体元素之间的刚性连接。这将产生具有梁和实体有限元的混合尺寸有限元分析模型。使用此混合维FEA模型获得的结果可以验证从TO结果获得的光束结构。在几个TO示例中证明了该方法的性能。 (C)2017 Elsevier Ltd.保留所有权利。

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