带共线裂纹的不同材料拼接的平面周期接触问题

On Problem of the Periodic Contact of Bonded Plane Materials with Cracks

本文应用复变函数理论,讨论了两种不同材料拼接的下半平面压着无限个按周期排列的压头,而且在拼接半平面中有共线的裂纹的情形,并给出了封闭形式的解。

In this paper, the problem of the periodic contact of an elastic half-plane bonded by a strip and a half-plane different jsotropjc materials with some crachs is solved by means of method of analytic functions and singulur integral cquations, and we have obtained the rolutions in closed form.