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Hexagonal finite elements in heat conduction

机译:导热六角形有限元

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摘要

Plane hexagonal and hexagonal prism linear finite elements consistent with the temperature formulation of the Finite Element Method (FEM) are proposed. The main aim is to extend the set of existing finite elements and to get an appropriate tool for the specific composite materials spatial discretization (hexagonal elements could be especially efficient in modelling of the fiber-reinforced structures in their transverse direction). The 3D extension of plane hexagons can be used for meshing of the fiber-reinforced composites as well as the homogenized structures according in both deterministic and stochastic FEM formulations.
机译:提出了与有限元方法(FEM)的温度公式一致的平面六边形和六边形棱柱线性有限元。主要目的是扩展现有有限元的集合,并获得用于特定复合材料空间离散化的合适工具(六角形元素在横向方向上对纤维增强结构进行建模特别有效)。平面六边形的3D延伸可用于确定性和随机FEM公式中的纤维增强复合材料以及均质结构的啮合。

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