基于球函数的高原边界开孔金属泡沫形状建模

IF 0.4 Q4 ENGINEERING, MULTIDISCIPLINARY
Yuya Hanaoka, T. Itoh, S. Nakata, Keiko Watanabe
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引用次数: 1

摘要

为了构造开孔金属泡沫模型,本文提出了一种简单的用球来构造开孔金属泡沫模型的方法。在该方法中,将球体排列,使其边缘构造为高原边界,并由这些球体生成一个隐式曲面f (x) = 0结合构造立体几何。该方法生成的开孔金属泡沫模型具有边缘和连接点,模型中高原边界的横截面为凹三角形。在该方法中,通过调整球体的排列可以生成具有周期性结构的开胞模型。此外,通过采用基于格式的隐式曲面,对该方法进行了扩展,从而可以构造各种开单元模型。虽然该方法生成的开放单元模型是空中模型,但它们可以转换为实体模型,以体素网格形式构建。此外,由隐式曲面g(x) = 0定义的任意形状可以表示为开放单元模型体素网格中提取的细胞集合。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Sphere-Function-Based Shape Modelling of Open Cell Metal Foam with Plateau Borders
To construct an open cell metal foam model, a simple method using spheres has been proposed. In this method, spheres are arranged so that the edges are constructed as Plateau borders, and an implicit surface f (x) = 0 combined by constructive solid geometry is generated from these spheres. The open cell metal foam model generated by the proposed method has edges and junctions, and the cross-sections of Plateau borders in the model are concave triangles. In the proposed method, the open cell model that has a periodic structure can be generated by adjusting the arrangement of spheres. In addition, by employing the pnorm-based implicit surfaces, the proposed method has been extended so that various kinds of open cell model can be constructed. Although the open cell models generated by the proposed method are midair models, they can be converted to solid models constructed as voxel meshes. Furthermore, an arbitrary shape defined by an implicit surface g(x) = 0 can be represented as a collection of extracted cells in the voxel mesh of open cell model.
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