真实感纺织复合材料微几何的一致性单元网格

A. Mazumder, Youqi Wang, C. Yen
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引用次数: 1

摘要

近年来,已经开发了一些计算机工具,例如DFMA, TexGen和WiseTex,以获得纺织复合材料的真实纱线级微观几何形状。然而,由于数值误差,这些计算机设计工具生成的微观几何形状不可避免地会出现人工表面干扰或纱线之间的窄间隙。因此,直接将微观几何形状输入到商用有限元程序中以生成符合的单元网格是有问题的。在本文中,开发了一种程序,以产生符合实际的纱线-纱线和纱线-基体表面在纺织复合材料具有复杂的微观几何。提高了细观力学分析的精度。这个过程分为五个步骤。首先,将单位胞域离散为均匀长方体有限元网格,将纱线表面离散为三角形平面单元。第二步是计算纱线表面三角形元素与网格线在z方向上的交点。第三步是消除数值误差导致的人工表面干扰或纱线之间的窄间隙。如果两个相邻纱线的相交点之间的距离小于指定的公差,则两个相邻相交点合并到中点。为每个节点分配由纱号、界面或矩阵定义的材料类型。第四步,修改初始均匀长方体有限元网格,使纱线边界与有限元网格匹配。在最后一步中,根据节点材料类型为每个元素分配材料类型/纱线编号。如果一个元素由两种不同材质类型的节点组成,那么它将被分割成两个或多个元素。这样,就可以生成一个将单元边界与纱线-纱线或纱线-矩阵界面相匹配的一致性有限元网格。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Conforming Element Mesh for Realistic Textile Composite Micro-Geometry
In recent years, several computer tools, e.g., DFMA, TexGen and WiseTex have been developed to derive realistic yarn-level micro-geometries for textile composites. However, due to numerical errors, the generated micro-geometries by these computer design tools have unavoidably exhibited artificial surface interferences or narrow gaps between yarns. It is therefore problematic to directly input the micro-geometry into a commercial FEM code to generate a conforming element mesh. In this paper, a procedure is developed to generate a conforming FE mesh that matches actual yarn-toyarn and yarn-to-matrix surface inside a textile composite with a complex microgeometry. It improves the accuracy of micro-mechanics analysis. The procedure divides into five steps. Initially, the unit cell domain is discretized into a uniform cuboid finite element mesh and the yarn surface is discretized into triangular plane elements. The second step consists of calculating the intersecting points between yarn surface triangle elements and mesh gridlines in the z-direction. The third step is the removal of numerical error driven artificial surface interferences or narrow gaps between yarns. If the distance between two intersection points from two adjacent yarns is smaller than a specified tolerance, the two adjacent intersecting points are merged to the mid-point. A material type, defined by yarn number, interface or matrix, is assigned to each node. In the fourth step, the initial uniform cuboid finite element mesh is modified so as to match yarn boundaries to the finite element mesh. In the final step, material types/yarn numbers are assigned to each element based on nodal material types. If an element is composed of nodes of two different material types, it is split into two or more elements. As such, a conforming FEM mesh, which matches the element boundary to the yarn-to-yarn or yarn-to-matrix interface, can be generated.
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