摘要
运用复变函数技术,求出了无限弹性平面含不同弹性材料的圆形夹杂,在反平面剪切和反平面集中力作用下,应力和位移场的封闭形式解,并由此得出相应的界面应力公式。
Using the complex variable technique,the problem of an infinite elastic plane containing a circular inclusion with a dissimilar elastic modulus under anti-plane concentrated forces or shearing at infinity is dealt with. The closed form solutions of the stress and displacement are obtained and the stresses on the interface are formulated.
关键词
弹性夹杂物
反平面问题
应力
elastic inclusion
anti-plane problem
concentrated force
interfacial stress
