Stress analysis of an infinite anisotropic elastic medium containing inclusions using the boundary point method

Dong CY; Lee KY

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Stress analysis of an infinite anisotropic elastic medium containing inclusions using the boundary point method

机译：含夹杂物的无限各向异性弹性介质的边界点法分析

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摘要

The purpose of this paper is to carry out the stress analysis of an infinite anisotropic elastic medium containing elastic inclusions using the boundary point method. The boundary point method avoids various singular integrals appearing in the boundary integral formulations. Its numerical implementation is simpler relative to the boundary element method since there is no interpolation and integral implementation in the boundary point method, and only the source points corresponding to the boundary points are needed to formulate the related fundamental solution matrices. Numerical results are satisfied compared with the available solutions. (C) 2004 Elsevier Ltd. All rights reserved.

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来源
《Engineering analysis with boundary elements》 |2004年第11期|p. 1293-1302|共10页
作者
Dong CY; Lee KY;
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作者单位

Yonsei Univ, Sch Mech Engn, Seoul 120749, South Korea;

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收录信息美国《科学引文索引》(SCI);美国《工程索引》(EI);
原文格式 PDF
正文语种 eng
中图分类工程数学;
关键词
boundary point method; anisotropic medium; inclusions; PLATE-BENDING PROBLEMS; ELEMENT METHOD; FUNDAMENTAL-SOLUTIONS; COLLOCATION METHOD; INTEGRAL-EQUATION; ARBITRARY SHAPE; INTERNAL CELLS; QUANTUM DOTS; PLANE; THERMOELASTICITY;

机译：边界点法;各向异性介质;夹杂物;板弯曲问题;单元法;基本解;凝聚法;积分方程;任意形状;内部单元格;量子点;平面;热弹性;

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1. Boundary element analysis of infinite anisotropic elastic medium containing inclusions and cracks [J] . C.Y. Dong, KangYong Lee Engineering analysis with boundary elements . 2005,第6期

机译：包含夹杂物和裂纹的无限各向异性弹性介质的边界元分析
2. Stress analysis of inclusion problems of various shapes in an infinite anisotropic elastic medium [J] . C.Y. Dong, S.H. Lo, Y.K. Cheung Computer Methods in Applied Mechanics and Engineering . 2003,第5a6期

机译：无限各向异性弹性介质中各种形状的夹杂问题的应力分析
3. Analysis of the Thermal Stress-Focusing Effect in a Spherical Inclusion Embedded in an Infinite Elastic Medium [J] . Toshiaki HATA JSME International Journal. Series A . 1999,第2期

机译：嵌入无限弹性介质中的球形夹杂物的热应力聚焦效应分析
4. ANALYTICAL METHODS FOR THE STRESS CONCENTRATION ANALYSIS OF MULTILAYERED ANISOTROPIC COMPOSITES WITH ELASTIC INCLUSIONS [C] . Werner Hufenbach, Bernd Gruber, Martin Lepper, International Conference on Composite Materials . 2007

机译：弹性夹杂物的多层各向异性复合材料应力浓度分析的分析方法
5. An elliptic inclusion with imperfect interface embedded in an infinite elastic medium. [D] . Shen, Hongnian. 2000

机译：具有不完美界面的椭圆形夹杂物嵌入无限弹性介质中。
6. Uniform stress fields inside multiple inclusions in an elastic infinite plane under plane deformation [O] . Ming Dai, Cun-Fa Gao, C. Q. Ru -1

机译：平面变形下弹性无限平面内多个夹杂物内部的均匀应力场
7. Analytical Solutions for Semi-Infinite Problems under Several Boundaries Including Sliding Conditions. 7th Report. Numerical Examples for Anisotropic Elastic Medium with Arbitrary Inclination Angles of Principal Axes under Concentrated Heat Source. [O] . Hideki Shimizu, Ken-ichi Hirashima, Shigeru Iihoshi 1994

机译：几个边界下半无限问题的分析解决方案，包括滑动条件。第7次报告。各向异性弹性介质的数值示例，浓缩热源下具有主轴的任意倾斜角度的各向异性弹性介质。
8. Stresses in and Around Slender Elastic Rods and Platelets of Different Modulus in an Infinite Elastic Medium Under Uniform Strain at Infinity. [R] . Argon, A. S. 1976

机译：无限弹性介质中无限弹性介质中细长弹性杆和薄片的应力。

Stress analysis of an infinite anisotropic elastic medium containing inclusions using the boundary point method

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