线性加强无限大体的镶嵌问题

On the Inlaid Problem in Linearly-Reinforced Infinite Elastic Body

运用的复变函数方法研究线性加强无限大体的镶嵌.将这特殊的三维弹性问题分解为线性独立的两组二维弹性问题.所求问题归结为求解复应力函数的边值问题,并给出了封闭形式的解.

The inlaid problem in linearly-reinforced infinite elastic body is studied by the use of Muskhelishvili's complex potentials method. The three dimensional system of stresses is resolved into linearly independent two forms of two dimensional systems of stresses. The elastic equilibrium is reduced to solve some Rimann boundary value problem and the solution in closed form is given.