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Formulations of displacement discontinuity method for crack problems based on boundary element method

机译:基于边界元法的裂纹不连续位移法的公式化

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In the current research, formulations of the displacement discontinuity method (DDM) for crack problems based on boundary element method (BEM) are proposed in finite domain. Four different boundary element methods, i.e., the conventional direct displacement boundary element method (CBEM), the hyper-singular traction direct boundary element (HBEM), the displacement discontinue indirect boundary element method (DD-IBEM), and the fictitious stress indirect boundary element method (FS-IBEM), are considered. The original two indirect boundary element methods, DD-IBEM and FS-IBEM, are unstable and may obtain inaccurate results, and a new modified method is applied to improve the accuracy. Numerical examples have been proposed to demonstrate the accuracy of the proposed methods.
机译:在目前的研究中,在有限域中提出了基于边界元法(BEM)的裂纹问题位移不连续法(DDM)的公式化。四种不同的边界元方法,即常规直接位移边界元方法(CBEM),超奇异牵引力直接边界元(HBEM),位移不连续间接边界元方法(DD-IBEM)和虚拟应力间接边界考虑使用元素方法(FS-IBEM)。最初的两种间接边界元方法DD-IBEM和FS-IBEM不稳定,可能会获得不准确的结果,并采用了新的改进方法来提高精度。数值例子已经被提出来证明所提出的方法的准确性。

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