论文标题
使用同质函数和共形转换生成具有复杂几何形状的表面的自适应细胞结构
Generation of adaptive cellular structures to surfaces with complex geometries using Homotopy functions and conformal transformation
论文作者
论文摘要
资源的最佳用途促使工程界在其结构设计中采用受控的材料分布，通常依靠细胞和晶格多孔结构。在这项研究工作中，实施了一种计算方法来生成符合复杂几何形状表面的多孔晶格结构。这种方法允许解决与复杂的宏观地形结合在工程应用中整合细胞结构的问题。本报告显示了表面转化的示例。此外，显示了一个应用模型，其中分析了转换对机械性能的影响。
The optimal use of resources has motivated the engineering community to employ controlled distribution of material within their structural designs, often relying on cellular and lattice porous structures. In this research work, a computational method is implemented to generate porous lattice structures conforming to surfaces with complex geometry. This method allows solving the problem of integrating cellular structures in engineering applications with complex macro-geometries. Examples of surface transformation are shown in this report. In addition, an applied model is shown where the effects of the transformation on the mechanical properties are analyzed.
