Tension of Elastic Solid with Elastic Circular-Cylindrical Inclusion

H. Hasegawa, Kohichi Yoshiie
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引用次数: 2

Abstract

We discuss the stress concentration problem of an elastic solid with an elastic circular-cylindrical inclusion under tension. A method of solution is developed for the above problem using fundamental solutions of axisymmetric problems of elasticity. The fundamental solutions are defined as solutions for the problem of an elastic solid subjected to axisymmetric body forces acting along a circle. Through numerical calculations, the influence of the length of the elastic circular-cylindrical inclusion on the stress distribution around the inclusion and on the central section is investigated. The influence of the share modulus of elasticity on the stress distribution is also shown.
含弹性圆圆柱夹杂的弹性固体的张力
讨论了具有弹性圆圆柱夹杂的弹性固体在张力作用下的应力集中问题。利用轴对称弹性问题的基本解,提出了上述问题的一种求解方法。基本解被定义为弹性固体受到沿圆周作用的轴对称体力的问题的解。通过数值计算,研究了弹性圆圆柱夹杂物长度对夹杂物周围和中心截面应力分布的影响。文中还分析了份额弹性模量对应力分布的影响。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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