Abstract
This paper presents an efficient alternating method for analyzing the interactions among multiple circular holes in a two-dimensional infinite domain. An analytical solution is derived for a single circular hole in an infinite domain subjected to the arbitrary tractions across the circle boundary to achieve this purpose. This analytical solution correlates with a successive iterative superposition process capable of satisfying the prescribed boundary condition for each circular hole of the problem. In addition, several perforated plate problems are solved to demonstrate the proposed methods validity. The computed results and the available referenced solutions closely corresponds to each other and indicates the methods accuracy and efficiency.
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