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Smoothed finite element method for analysis of multi-layered systems - Applications in biomaterials

机译:用于多层系统分析的平滑有限元方法-在生物材料中的应用

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摘要

In general, the biologic system can be rather sophisticated and commonly present in hierarchical layers. Hence, the quadrilateral or brick elements are very difficult to precisely capture the anatomic details for mechanobiologic modeling. Further, the conventional finite element method (FEM) could possibly give poor solutions using triangular or tetrahedral elements due to its overly-stiff property. In addition, the biologic soft tissues are often considered as 'incompressible' materials, where conventional FEM could suffer from volumetric locking in numerical solution. For these reasons, smoothed finite element methods (SFEM) are proposed here to solve the multi-layered bio-systems for softening conventional FEM models. (C) 2016 Elsevier Ltd. All rights reserved.
机译:通常,生物系统可以相当复杂,并且通常存在于分层层中。因此,四边形或砖块元素很难精确地捕获机械力学模型的解剖细节。此外,传统的有限元方法(FEM)由于其过硬特性,可能使用三角形或四面体元素给出较差的解。此外,生物软组织通常被认为是“不可压缩”的材料,在这种情况下,传统的有限元法可能会在数值解中遭受体积锁定。由于这些原因,在此提出了平滑有限元方法(SFEM),以解决用于软化常规FEM模型的多层生物系统。 (C)2016 Elsevier Ltd.保留所有权利。

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