Abstract

Dynamic solutions of an analogue of the Prandtl problem in the case of a cylindrical layer, including terms with \(\alpha^{-1}\) and \(\alpha^{0}\), for various configurations of cylinders are obtained and analyzed on the basis of asymptotic analysis with a natural small geometric parameter \(\alpha\) without any static or kinematic hypotheses.

中文翻译：

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会聚的刚性圆柱体之间的薄塑料层的动态变形

摘要

对于圆柱体的各种构造，获得了圆柱层情况下的Prandtl问题类似物的动态解，包括带有\（\ alpha ^ {-1} \）和\（\ alpha ^ {0} \）的项并在没有任何静态或运动学假设的情况下，使用具有自然小几何参数\（\ alpha \）的渐近分析进行分析。