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A basic study on the sound field analysis of periodic structures by boundary integral equation method

机译:边界积分方程法对周期结构声场分析的基础研究

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This study deals with the development of the approximate method to analyze the sound field around equally spaced finite obstacles, using the periodic boundary condition. First, on the assumption that the equally spaced finite obstacles are the periodically arranged obstacles, the sound field is analyzed by boundary integral equation method with a Green's function which satisfies the periodic boundary condition. Furthermore, by comparing these results and the exact solution by using the fundamental solution as Green's function, the validity of the approximate method is also investigated. Next, in order to evaluate the applicability of the approximate method, the simple formula using some parameters, i.e., the frequency, the period, and the number of obstacles, etc., is proposed. The results of the sound field analysis applied the formula are presented.
机译:这项研究涉及使用周期边界条件来分析等距有限障碍物周围声场的近似方法的发展。首先,假设等距有限的障碍物是周期性布置的障碍物,利用格林函数满足边界周期条件的边界积分方程法对声场进行分析。此外,通过比较这些结果和将基本解用作格林函数的精确解,还研究了近似方法的有效性。接下来,为了评估近似方法的适用性,提出了使用一些参数的简单公式,即频率,周期和障碍物的数量等。给出了应用该公式进行声场分析的结果。

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