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Stress analysis for thin multilayered coating systems using a sinh transformed boundary element method

机译:使用正弦变换边界元方法对多层薄涂层系统进行应力分析

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摘要

In this paper, the boundary element method (BEM) based on the elasticity theory is developed for two-dimensional (2-D) thin-structural problems with thickness-to-length ratio in the micro (10~(-6)) or nano (10 ~(-9)) scales. An efficient non-linear co-ordinate transformation, based on the sinh function, is developed to deal with the troublesome nearly-singular integrals arising in the BEM formulation for thin structures. The proposed BEM formulation with thin-body capabilities is also extended to the multi-domain problems and applied to the stress analysis of multilayered coating systems. Promising BEM results with only a small number of elements are obtained for thin films and coatings with the thickness-to-length ratio is as small as 10 -9, which is sufficient for modeling most thin layered coating systems as used in smart materials and micro-electro-mechanical systems. The advantages, disadvantages and potential applications of the proposed method, as compared with the finite element method (FEM), are discussed in the last section.
机译:本文基于弹性理论的边界元方法(BEM)被开发用于二维(2-D)薄结构问题,其厚度与长度之比在微米(10〜(-6))或纳米(10〜(-9))鳞片。基于sinh函数,开发了一种有效的非线性坐标变换,以处理薄结构的BEM公式中出现的麻烦的几乎奇异的积分。所提出的具有薄体功能的BEM配方也扩展到多域问题,并应用于多层涂层系统的应力分析。对于薄膜和厚度与长度之比小至10 -9的涂层,仅用少量元素即可获得令人鼓舞的BEM结果,这足以对智能材料和微细加工中使用的大多数薄层涂层系统进行建模-机电系统。与有限元方法(FEM)相比,该方法的优缺点和潜在应用将在最后一部分中讨论。

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