基于形状估计的超弹性仿真

Christopher-Denny Matte, Tsz-Ho Kwok
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引用次数: 0

摘要

复杂几何和非线性变形的模拟一直是标准模拟方法面临的挑战。传统上,在性能和准确性之间存在权衡。随着增材制造的普及及其带来的新设计空间,挑战更加普遍。此外,多种增材制造技术现在可以使用超弹性材料作为制造原材料,并具有多材料能力。这给了设计师更多的自由,但也为打印部件的控制和仿真带来了新的挑战。在本文中,一种实现非线性材料能力的新方法被设计出来,而基于几何的方法的额外计算可以忽略不计。材料曲线用多项式表达式拟合,该表达式可以根据应变能确定材料的切线模量或刚度。通过比较所有单元的模量来确定用于建立单元混合形状的相对形状因子。这个过程是动态完成的,以实时更新材料的刚度,对于任何数量的材料,无论线性或非线性材料曲线。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Simulation of Hyper-Elasticity by Shape Estimation
The simulation of complex geometries and non linear deformation has been a challenge for standard simulation methods. There has traditionally been a trade off between performance and accuracy. With the popularity of additive manufacturing and the new design space it enables, the challenges are even more prevalent. Additionally multiple additive manufacturing techniques now enable the use of hyperelastic materials as raw material for fabrication, and multi-material capabilities. This allows designers more freedom, but also introduces new challenges for control and simulation of the printed parts. In this paper, a novel approach to implementing non-linear material capabilities is devised with negligible additional computational for geometry based approaches. Material curves are fitted with a polynomial expression which can determine the tangent modulus, or stiffness, of a material based on strain energy. The moduli of all elements are compared to determine relative shape factors used to establish the blended shape of an element. This process is done dynamically to update the stiffness of a material in real-time, for any number of materials, regardless of linear or non-linear material curves.
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