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THE ANALYSIS OF STRUCTURE DEFORMATION USING DDA WITH THIRD ORDER DISPLACEMENT FUNCTION

机译:第三阶位移函数的DDA结构变形分析

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Third order displacement function is introduced into DDA (DDA3O), which can easy to analysis the nonlinear distribution of deformation, stress and strain within a single block. In this paper, additional nodes were inserted on the boundary. So, when large deformation is involved, even the original straightly boundary of block will deform to one formed by curved edges, the simplex integration along the curved edge can increase accuracy and simulation of contact between blocks can be more reasonable. On the other hand, the problem of transferring the initial stress from previous step to next step is difficulty and unresolved problem, because of the strain matrix of high order displacement function involving the unknown variables x, y. A new method presented herein is inherent previous the displacement of block to next step, which is proved right and efficient. At last, some example was calculated to demonstrate the excellent accuracy and efficiency of DDA3O.
机译:第三阶位移函数被引入DDA(DDA3O),这可以易于分析单个块内变形,应力和应变的非线性分布。在本文中,在边界上插入额外的节点。因此,当涉及大变形时,即使是块的原始直边界也会变形到由弯曲边缘形成的,沿着曲线的单纯形集成可以提高精度,并且块之间的接触的模拟可以更合理。另一方面,由于高阶位移函数的应变矩阵涉及未知变量x,y的高阶位移函数的应变矩阵,将初始压力转移到下一步骤的问题是困难和未解决的问题。这里呈现的一种新方法是固有的先前块到下一步的位移,这被证明是正确和有效的。最后,计算了一些例子以证明DDA3O的优异准确性和效率。

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