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Adaptive Mesh Refinement with Elastic Stiffness Coefficients in the Quasicontinuum Model

机译:准连续谱模型中具有弹性刚度系数的自适应网格细化

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References(12) Cited-By(2) Adaptivemesh refinement and localon-local transition in our quasicontinuum method (Phys. Rev. B, Vol. 69, No. 21(2004), pp.214104(1-10)) are studied in this paper. Although deformation gradients have been used to determine the mechanical state of an element in the original quasicontinuum method, we adopt elastic stiffness coefficients, which govern stress-strain relationships at finite deformation. Because elastic stiffness coefficients are calculated using the interatomic potential function, we do not need to prepare reference node (atomic) positions. To confirm its applicability, we performed nano-indentation simulations in two dimensions, and found that the criterion values estimated using deformation gradients and elastic stiffness coefficients show a positive correlation.
机译:参考文献(12)被引用的By(2)自适应网格细化和我们的准连续谱方法中的局部/非局部过渡(Phys。Rev.B,Vol.69,No.21(2004),pp.214104(1-10))本文进行了研究。尽管在原始的准连续谱方法中使用变形梯度来确定元素的机械状态,但我们采用弹性刚度系数,该系数控制有限变形时的应力-应变关系。因为弹性刚度系数是使用原子间势函数计算的,所以我们不需要准备参考节点(原子)的位置。为了确认其适用性,我们在二维中进行了纳米压痕仿真,发现使用变形梯度和弹性刚度系数估算的标准值显示出正相关。

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