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The multi-domain boundary contour method for interface and dissimilar material problems

机译:界面和异种材料问题的多域边界轮廓法

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A variant of the boundary element method, called the boundary contour method (BCM), offers a further reduction in dimensionality. Consequently, boundary contour analysis of 2-D problems does not require any numerical integration at all. The method is thus very computationally effective and accurate as shown in previous related studies. This paper presents a further development of the BCM for multi-domain analysis in 2-D elasticity (multi-domain boundary contour method or MBCM), with potential applications to interface and dissimilar material problems, such as those involving composite materials and bimaterial interface cracks. The primary contribution of this paper is an introduction of a multi-domain technique capable of dealing with a general type of displacement and traction compatibility conditions on the interface(s), including those that arise from structures in which the materials are press-fitted together, and from thermoelasticity in dissimilar materials. Some numerical tests conducted within this work suggest that the proposed multi-domain technique is simple, robust and accurate for bimaterial stress analysis, and also able to provide highly accurate results of both the stress intensity factors K_1 and K_2 for bimaterial interface crack problems.
机译:边界元素方法的一种变体称为边界轮廓法(BCM),可进一步降低尺寸。因此,二维问题的边界轮廓分析根本不需要任何数值积分。因此,如先前的相关研究所示,该方法在计算上非常有效且准确。本文介绍了BCM在二维弹性中进行多域分析的进一步发展(多域边界轮廓法或MBCM),并将其潜在地应用于界面和不同材料的问题,例如涉及复合材料和双材料界面裂纹的那些。本文的主要贡献是介绍了一种多域技术,该技术能够处理界面上一般类型的位移和牵引相容性条件,包括那些由将材料压配合在一起的结构产生的条件以及来自不同材料的热弹性。在这项工作中进行的一些数值测试表明,所提出的多域技术对于双材料应力分析是简单,稳健和准确的,并且还能够为双材料界面裂纹问题提供应力强度因子K_1和K_2的高精度结果。

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