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A mesh-free approach to acoustic scattering from multiple spheres nested inside a large sphere by using diagonal translation operators

机译:使用对角线平移算子的无网格方法,从嵌套在大球体内的多个球中进行声散射

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摘要

A multiple-scattering approach is presented to compute the solution of the Helmholtz equation when a number of spherical scatterers are nested in the interior of an acoustically large enclosing sphere. The solution is represented in terms of partial-wave expansions, and a linear system of equations is derived to enforce continuity of pressure and normal particle velocity across all material interfaces. This approach yields high-order accuracy and avoids some of the difficulties encountered when using integral equations that apply to surfaces of arbitrary shape. Calculations are accelerated by using diagonal translation operators to compute the interactions between spheres when the operators are numerically stable. Numerical results are presented to demonstrate the accuracy and efficiency of the method.
机译:当多个球形散射体嵌套在一个声学上很大的封闭球体内部时,提出了一种多重散射方法来计算亥姆霍兹方程的解。该解决方案用部分波扩展表示,并导出了一个线性方程组,以强制所有材料界面上的压力和法向粒子速度保持连续性。这种方法产生高阶精度,并且避免了在使用适用于任意形状的表面的积分方程式时遇到的一些困难。当数值稳定时,通过使用对角线平移运算符来计算球体之间的相互作用,可以加快计算速度。数值结果表明了该方法的准确性和有效性。

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