骨有限元模型中应变能作为收敛准则的应用及模型几何对应力收敛的影响

L.W. Marks , T.N. Gardner
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引用次数: 48

摘要

Keyak和Skinner1指出,可以通过确认应变能的收敛来验证有限元网格的充分性。本文的结论是,应变能的收敛并不能保证特定的网格足以产生准确的应力/应变结果,并且只能从骨骼的3D模型中获得定性结果。对这一结论提出了质疑,并阐明了单元尺寸对应力收敛的影响。研究了单元尺寸对表面不规则区域应力收敛的影响,并讨论了促进应力收敛的现有方法。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
The use of strain energy as a convergence criterion in the finite element modelling of bone and the effect of model geometry on stress convergence

Keyak and Skinner1 state that the adequacy of a finite element mesh may be verified by confirming that convergence of strain energy has been achieved. The paper concludes by stating that convergence of strain energy does not ensure that a particular mesh is adequate for producing accurate stress/strain results, and that only qualitative results can be achieved from 3D models of bone. This conclusion is challenged and the effect of element size on stress convergence is clarified. The influence of element size on stress convergence in regions of surface irregularity is studied and current methods are discussed that facilitate convergence.

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