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Scattering of SH-Waves by a Porous Slab - Approximate Solution

机译:多孔平板对SH波的散射-近似解

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摘要

This work is concerned with the propagation of time-harmonic waves in an unbounded elastic solid containing empty cylindrical cavities that are randomly distributed in a slab region. It is known that, for an incident antiplane (SH) wave, the average wave motion in the solid is governed by an integro-differential equation. An approximate solution to this equation is obtained by assuming that the average wave motion inside the slab is the sum of a forward attenuated wave and a backward attenuated wave. It is shown that this approximation yields accurate results for the attenuation, velocity, reflection, and transmission in the solid.
机译:这项工作涉及时间谐波在无边界弹性固体中的传播,该弹性固体包含随机分布在板状区域中的空圆柱腔。众所周知,对于入射反平面(SH)波,固体中的平均波运动由积分微分方程控制。通过假设平板内部的平均波运动是前向衰减波和后向衰减波之和,可以得到该方程式的近似解。结果表明,这种近似可以为固体中的衰减,速度,反射和透射产生准确的结果。

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