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Exact solution of tangential contact problem for a circular domain

机译:圆域切向接触问题的精确解

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摘要

The following problem is considered: a transversely isotropic elastic half-space has at its boundary a circular domain, where tangential displacements are prescribed, while the rest of the boundary is stress- free. The normal stress vanishes all over the boundary of the half-space. The problem of finding the tangential stress distribution over the circular area is solved exactly and in closed form. The author has used his new method of continuation of solutions. Several examples are presented.
机译:考虑以下问题:横向各向同性的弹性半空间在其边界处有一个圆形区域,其中规定了切向位移,而其余边界则无应力。法向应力在整个半空间的边界上消失。精确且封闭地解决了在圆形区域上找到切向应力分布的问题。作者使用了他的解决方案延续的新方法。给出了几个例子。

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