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Kinked crack analysis by a hybridized boundary element/boundary collocation method

机译:混合边界元素/边界搭配方法进行的弯曲裂纹分析

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摘要

In this research a two dimensional displacement discontinuity method (which is a kind of indirect boundary element method) using higher order elements (i.e. a source element with a cubic variation of displacement discontinuities having four sub-elements) is used to obtain the displacement discontinuities along each boundary element. In this paper, three kinds of the higher order boundary elements are used: the ordinary elements, the kink elements and the special crack tip elements. The boundary collocation technique is used for the calculation of the displacement discontinuities at the center of each sub-elements. Again a special boundary collocation technique is used to treat the kinked source elements occur in the crack analysis. Considering the two source elements (each having four sub-elements) joined at a corner (kink point). The collocation points in the cubic element model which are outside of the kink point are moved to the crack kink then the displacement discontinuities on the left and right sides of the kink are calculated. The displacement discontinuities of the kink point are obtained by averaging the corresponding values of its left and right sides. The special crack tip elements are also treated by the boundary displacement collocation technique considering the singularity variation of the displacements and stresses near the crack tip. Some simple example problems are solved numerically by the proposed method. The numerical results are compared with the corresponding results obtained by the previous methods cited in the literature. This comparison shows a very good agreement between the results and verify the accuracy and validity of the proposed method.
机译:在这项研究中,使用高阶元素(即,具有四个子元素的位移不连续性的立方变化的源元素)的二维位移不连续性方法(这是一种间接边界元素方法)用于获得沿每个边界元素。在本文中,使用了三种高阶边界元素:普通元素,扭结元素和特殊裂纹尖端元素。边界搭配技术用于计算每个子元素中心的位移不连续性。同样,使用特殊的边界配置技术来处理在裂纹分析中出现的扭曲源元素。考虑两个源元素(每个元素有四个子元素)在一个角点(拐点)处连接。将立方元素模型中位于扭结点外部的并置点移至裂纹扭结处,然后计算扭结点左右两侧的位移不连续性。扭结点的位移不连续性是通过平均其左,右侧的相应值而获得的。考虑到裂纹尖端附近的位移和应力的奇异性变化,特殊的裂纹尖端元件也通过边界位移配置技术进行处理。所提出的方法用数值方法解决了一些简单的示例问题。将数值结果与通过文献中引用的先前方法获得的相应结果进行比较。这种比较表明结果之间有很好的一致性,并验证了所提出方法的准确性和有效性。

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