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首页> 外文期刊>Journal of Computational Science and Technology >A Virtual Crack Closure-Integral Method for Generalized Finite Element with Drilling and Strain Degrees of Freedoms
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A Virtual Crack Closure-Integral Method for Generalized Finite Element with Drilling and Strain Degrees of Freedoms

机译:钻削和自由度的广义有限元虚拟裂纹闭合积分方法

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References(17) A virtual crack closure-integral method (VCCM) for the generalized finite element with drilling and strain degrees of freedoms (DOFs) is presented in this paper. Free mesh method (FMM) is one of useful methods for fracture mechanics analysis. However, in FMM, quadratic elements with mid-side nodes cannot be employed due to restrictions arising from its local mesh generation rule around each node. Generalized elements with drilling and strain DOFs which have no mid-side nodes may improve the accuracy in fracture mechanics analysis over the conventional constant strain elements. Present authors have proposed a VCCM for two-dimensional generalized elements with drilling DOFs, in their previous papers. In this paper, in order to improve the accuracy in fracture mechanics analysis further, we present a VCCM for generalized finite element with drilling and strain DOFs. Finally, some numerical examples are presented and it is demonstrated that the generalized element with drilling and strain DOFs has superior accuracy over that with drilling DOFs only.
机译:参考文献(17)提出了一种具有钻削自由度和应变自由度(DOF)的广义有限元虚拟裂纹闭合积分方法(VCCM)。自由网格法(FMM)是用于断裂力学分析的有用方法之一。但是,在FMM中,由于其围绕每个节点的局部网格生成规则而产生的限制,因此无法使用具有中间节点的二次元。具有钻头和应变自由度的通用元件(没有中间节点)可以比常规的恒定应变元件提高断裂力学分析的准确性。在以前的论文中,目前的作者提出了带有钻削自由度的二维广义单元的VCCM。在本文中,为了进一步提高断裂力学分析的准确性,我们提出了一种带有钻削和应变自由度的广义有限元VCCM。最后,给出了一些数值算例,证明了具有钻探和应变自由度的广义单元比仅具有钻探自由度的广义单元具有更高的精度。

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